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 ; 0 4 1 2 	 K O R   /   K O R 
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 ; 0 4 0 C 	 F R N   /   F R N 
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 ; 0 4 0 7 	 G E R   /   G E R 
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 ; 0 4 1 1 	 J P N   /   J P N 
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 ; 0 4 0 4 	 C H T   /   C H T 
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 ; 0 8 0 4 	 C H S   /   C H S 
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 ; 0 C 0 A 	 S P A   /   S P A 
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 ; 0 4 1 9 	 R U S   /   R U S 
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 ; 0 8 1 6 	 P O R   /   P O R 
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 [ D e f a u l t ] 
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 S e c t i o n = 0 4 0 9 
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 S W I t e m P r o p = i t m R q r 
 
 ; S W I t e m P r o p = i t m O p t 
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 [ 0 4 1 2 ]   ;   K O R   /   K O R 
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 I t e m N a m e = 0X(ܴ  ܴ|tǄ
 
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 
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 [ 0 4 0 9 ]   ;   E N G   /   U K ,   H K G 
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 
 I t e m D e s c = I n s t a l l s   S y n a p t i c s   t o u c h p a d   d r i v e r . 
 
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 [ 0 4 0 C ]   ;   F R N   /   F R N 
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 I t e m N a m e = P i l o t e   d u   T o u c h p a d 
 
 I t e m D e s c = I n s t a l l e   l e   p i l o t e   d u   T o u c h p a d   d e   S y n a p t i c s . 
 
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 
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 [ 0 C 0 A ]   ;   S P A   /   S P A 
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 
 I t e m D e s c = I n s t a l a   e l   c o n t r o l a d o r   d e   l a   a l m o h a d i l l a   t  c t i l   S y n a p t i c s . 
 
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 [ 0 8 1 6 ]   ;   P O R   /   P O R 
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 I t e m N a m e = C o n t r o l a d o r   p a r a   c o n s o l a   s e n s  v e l   a o   t a c t o 
 
 I t e m D e s c = I n s t a l a   o   c o n t r o l a d o r   S y n a p t i c s   p a r a   c o n s o l a   s e n s  v e l   a o   t a c t o . 
 
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 [ 0 4 1 9 ]   ;   R U S   /   R U S 
 
 I t e m N a m e = @0925@  A5=A>@=>9  ?0=5;8
 
 I t e m D e s c = #AB0=>2:0  4@0925@0  A5=A>@=>9  ?0=5;8  S y n a p t i c s . 
 
 
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 [ 0 4 0 4 ]   ;   C H T   /   C H T 
 
 I t e m N a m e = cgERz_
 
 I t e m D e s c = [݈  S y n a p t i c s   cgERz_0
 
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 [ 0 8 0 4 ]   ;   C H S   /   C H S 
 
 I t e m N a m e = xdgqRz^
 
 I t e m D e s c = [ň  S y n a p t i c s   xdgqRz^0