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 ; 0 4 1 2 	 K O R   /   K O R 
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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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 ; 0 4 1 5 	 P O L   /   P O L 
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 ; 0 4 1 F   	 T U R / T U R 
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 ; 0 4 1 3 	 D U T / N E D 
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 S e c t i o n = 0 4 0 9 
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 [ 0 4 1 2 ]   ;   K O R   /   K O R 
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 [ 0 4 0 9 ]   ;   E N G   /   U K ,   H K G 
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 
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 
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 [ 0 4 0 7 ]   ;   G E R   /   G E R 
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 
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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 N a m e = R e v i s i o n e s   G r a p h i c s 
 
 I t e m D e s c = I n s t a l a   l a s   r e v i s i o n e s   G r a p h i c s . 
 
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 [ 0 8 1 6 ]   ;   P O R   /   P O R 
 
 I t e m N a m e = P a t c h e s   G r a p h i c s 
 
 I t e m D e s c = I n s t a l a   p a t c h e s   G r a p h i c s . 
 
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 [ 0 4 1 9 ]   ;   R U S   /   R U S 
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 I t e m N a m e = A?@02;5=8O  4;O  G r a p h i c s 
 
 I t e m D e s c = #AB0=>2:0  8A?@02;5=89  4;O  G r a p h 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 = G r a p h i c s   O܈z_
 
 I t e m D e s c = [݈  G r a p h i c s   O܈z_0
 
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 [ 0 8 0 4 ]   ;   C H S   /   C H S 
 
 I t e m N a m e = G r a p h i c s   eN
 
 I t e m D e s c = [ň  G r a p h i c s   eN
 
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 [ 0 4 1 5 ]   ;   P O L   /   P O L 
 
 I t e m N a m e = P o p r a w k i   d l a   i n t e r f e j s u   G r a p h i c s 
 
 I t e m D e s c = I n s t a l u j e   p o p r a w k i   d l a   i n t e r f e j s u   G r a p h i c s . 
 
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 [ 0 4 1 F ]   ;   T U R / T U R 
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 I t e m N a m e = G r a f i k   - p a t c h ( e s ) 
 
 I t e m D e s c = G r a f i k   - p a t c h ( e s )   y  k l e r . 
 
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 [ 0 4 1 3 ]   ;   D U T / N E D 
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 I t e m N a m e = G r a f i s c h   - p a t c h ( e s ) 
 
 I t e m D e s c = H i e r m e e   i n s t a l l e e r t   u   h e t   s t u u r p r o g r a m m a   v o o r   g r a f i s c h e   - p a t c h ( e s ) . 