Edit C:\Windows\System32\DriverStore\en-US\Netwew02.INF_loc
ÿþ[ S t r i n g s . 0 4 0 9 ] ; L o c a l i z a b l e s t r i n g s M S F T = " M i c r o s o f t " P R O V I D E R _ N A M E = " I n t e l " C O M P A N Y _ N A M E = " I n t e l C o r p o r a t i o n " N I C _ M P C I E X _ 6 3 3 0 A G N _ 3 x 3 _ H M C = " I n t e l ( R ) C e n t r i n o ( R ) U l t i m a t e - N 6 3 3 0 " N I C _ M P C I E X _ 6 2 3 5 A G N _ 2 x 2 _ H M C = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 3 5 " N I C _ M P C I E X _ 2 2 3 0 B G N _ 2 x 2 _ H M C = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 2 2 3 0 " N I C _ M P C I E X _ 2 2 0 0 B G N _ 2 x 2 _ H M C = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 2 2 0 0 " N I C _ M P C I E X _ 0 1 3 5 B G N _ 1 x 1 _ H M C = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 1 3 5 " N I C _ M P C I E X _ 0 1 0 5 B G N _ 1 x 1 _ H M C = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 1 0 5 " N I C _ M P C I E X _ 1 0 0 0 _ B G N = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 1 0 0 0 " N I C _ M P C I E X _ 1 0 0 0 _ B G = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 1 0 0 0 " N I C _ M P C I E X _ 1 0 3 0 B G N _ 1 x 2 _ H M C = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 1 0 3 0 " N I C _ M P C I E X _ 6 2 3 0 A G N _ 2 x 2 _ H M C = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 3 0 " N I C _ M P C I E X _ 6 2 0 5 A G N _ 2 x 2 _ H M C = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 0 5 " N I C _ M P C I E X _ 6 2 0 5 S A G N _ 2 x 2 _ H M C = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 0 5 S " N I C _ M P C I E X _ 0 1 3 0 B G N _ 1 x 1 _ H M C = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 1 3 0 " N I C _ M P C I E X _ 0 1 0 0 B G N _ 1 x 1 _ H M C = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 1 0 0 " N I C _ M P C I E X _ 6 2 0 0 B G _ 2 x 2 _ H M C = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 0 0 B G " N I C _ M P C I E X _ 6 3 0 0 A G N _ 3 x 3 _ H M C = " I n t e l ( R ) C e n t r i n o ( R ) U l t i m a t e - N 6 3 0 0 A G N " N I C _ M P C I E X _ 6 1 5 0 B G N _ 1 x 2 _ H M C = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 6 1 5 0 " N I C _ M P C I E X _ 6 2 5 0 A G N _ 2 x 2 _ H M C = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 5 0 A G N " N I C _ M P C I E X _ 6 2 5 0 A B G _ 2 x 2 _ H M C = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 5 0 A B G " N I C _ M P C I E X _ 6 2 0 0 A B G _ 2 x 2 _ H M C = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 0 0 A B G " N I C _ M P C I E X _ 6 2 0 0 A G N _ 2 x 2 _ H M C = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 0 0 A G N " N I C _ M P C I E X _ 7 2 6 0 A C _ 2 x 2 _ H M C = " I n t e l ( R ) D u a l B a n d W i r e l e s s - A C 7 2 6 0 " N I C _ M P C I E X _ 7 2 6 0 A G N _ 2 x 2 _ H M C = " I n t e l ( R ) D u a l B a n d W i r e l e s s - N 7 2 6 0 " N I C _ M P C I E X _ 7 2 6 0 B G N _ 2 x 2 _ H M C = " I n t e l ( R ) W i r e l e s s - N 7 2 6 0 " N I C _ M P C I E X _ A d a p t e r M o d e l _ 6 3 3 0 A G N _ 3 x 3 = " I n t e l ( R ) C e n t r i n o ( R ) U l t i m a t e - N 6 3 3 0 " N I C _ M P C I E X _ A d a p t e r M o d e l _ 6 2 3 5 A G N _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 3 5 " N I C _ M P C I E X _ A d a p t e r M o d e l _ 2 2 3 0 B G N _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 2 2 3 0 " N I C _ M P C I E X _ A d a p t e r M o d e l _ 2 2 0 0 B G N _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 2 2 0 0 " N I C _ M P C I E X _ A d a p t e r M o d e l _ 0 1 3 5 B G N _ 1 x 1 = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 1 3 5 " N I C _ M P C I E X _ A d a p t e r M o d e l _ 0 1 0 5 B G N _ 1 x 1 = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 1 0 5 " N I C _ M P C I E X _ A d a p t e r M o d e l _ 1 0 0 0 _ B G N = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 1 0 0 0 " N I C _ M P C I E X _ A d a p t e r M o d e l _ 1 0 0 0 _ B G = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 1 0 0 0 " N I C _ M P C I E X _ A d a p t e r M o d e l _ 1 0 3 0 B G N _ 1 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 1 0 3 0 " N I C _ M P C I E X _ A d a p t e r M o d e l _ 6 2 3 0 A G N _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 3 0 " N I C _ M P C I E X _ A d a p t e r M o d e l _ 6 2 0 5 A G N _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 0 5 " N I C _ M P C I E X _ A d a p t e r M o d e l _ 6 2 0 5 S A G N _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 0 5 S " N I C _ M P C I E X _ A d a p t e r M o d e l _ 0 1 3 0 B G N _ 1 x 1 = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 1 3 0 " N I C _ M P C I E X _ A d a p t e r M o d e l _ 0 1 0 0 B G N _ 1 x 1 = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 1 0 0 " N I C _ M P C I E X _ A d a p t e r M o d e l _ 6 1 5 0 B G N _ 1 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 6 1 5 0 " N I C _ M P C I E X _ A d a p t e r M o d e l _ 6 2 5 0 A G N _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 5 0 A G N " N I C _ M P C I E X _ A d a p t e r M o d e l _ 6 2 5 0 A B G _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 5 0 A B G " N I C _ M P C I E X _ A d a p t e r M o d e l _ 6 2 0 0 A B G _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 0 0 A B G " N I C _ M P C I E X _ A d a p t e r M o d e l _ 6 2 0 0 A G N _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 0 0 A G N " N I C _ M P C I E X _ A d a p t e r M o d e l _ 6 2 0 0 B G _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 0 0 B G " N I C _ M P C I E X _ A d a p t e r M o d e l _ 6 3 0 0 A G N _ 3 x 3 = " I n t e l ( R ) C e n t r i n o ( R ) U l t i m a t e - N 6 3 0 0 A G N " N I C _ M P C I E X _ A d a p t e r M o d e l _ 7 2 6 0 A C _ 2 x 2 = " I n t e l ( R ) D u a l B a n d W i r e l e s s - A C 7 2 6 0 " N I C _ M P C I E X _ A d a p t e r M o d e l _ 7 2 6 0 A G N _ 2 x 2 = " I n t e l ( R ) D u a l B a n d W i r e l e s s - N 7 2 6 0 " N I C _ M P C I E X _ A d a p t e r M o d e l _ 7 2 6 0 B G N _ 2 x 2 = " I n t e l ( R ) W i r e l e s s - N 7 2 6 0 " N I C _ D r i v e r D e s c _ 6 3 3 0 A G N _ 3 x 3 = " I n t e l ( R ) C e n t r i n o ( R ) U l t i m a t e - N 6 3 3 0 D r i v e r " N I C _ D r i v e r D e s c _ 6 2 3 5 A G N _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 3 5 D r i v e r " N I C _ D r i v e r D e s c _ 2 2 3 0 B G N _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 2 2 3 0 D r i v e r " N I C _ D r i v e r D e s c _ 2 2 0 0 B G N _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 2 2 0 0 D r i v e r " N I C _ D r i v e r D e s c _ 0 1 3 5 B G N _ 1 x 1 = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 1 3 5 D r i v e r " N I C _ D r i v e r D e s c _ 0 1 0 5 B G N _ 1 x 1 = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 1 0 5 D r i v e r " N I C _ D r i v e r D e s c _ 1 0 0 0 _ B G N = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 1 0 0 0 D r i v e r " N I C _ D r i v e r D e s c _ 1 0 0 0 _ B G = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 1 0 0 0 D r i v e r " N I C _ D r i v e r D e s c _ 1 0 3 0 B G N _ 1 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 1 0 3 0 D r i v e r " N I C _ D r i v e r D e s c _ 6 2 3 0 A G N _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 3 0 D r i v e r " N I C _ D r i v e r D e s c _ 6 2 0 5 A G N _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 0 5 D r i v e r " N I C _ D r i v e r D e s c _ 6 2 0 5 S A G N _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 0 5 S D r i v e r " N I C _ D r i v e r D e s c _ 6 2 3 0 B G N _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 3 0 D r i v e r " N I C _ D r i v e r D e s c _ 0 1 3 0 B G N _ 1 x 1 = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 1 3 0 D r i v e r " N I C _ S e r v i c e _ D i s p N a m e _ 0 1 3 0 B G N _ 1 x 1 = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 1 3 0 A d a p t e r D r i v e r f o r W i n d o w s 7 6 4 B i t " N I C _ D r i v e r D e s c _ 0 1 0 0 B G N _ 1 x 1 = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 1 0 0 D r i v e r " N I C _ S e r v i c e _ D i s p N a m e _ 0 1 0 0 B G N _ 1 x 1 = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 1 0 0 A d a p t e r D r i v e r f o r W i n d o w s 7 6 4 B i t " N I C _ D r i v e r D e s c _ 6 2 0 0 B G _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 0 0 B G D r i v e r " N I C _ S e r v i c e _ D i s p N a m e _ 6 2 0 0 B G _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 0 0 B G A d a p t e r D r i v e r f o r W i n d o w s 8 6 4 B i t " N I C _ D r i v e r D e s c _ 6 1 5 0 B G N _ 1 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 6 1 5 0 D r i v e r " N I C _ S e r v i c e _ D i s p N a m e _ 6 1 5 0 B G N _ 1 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) W i r e l e s s - N 6 1 5 0 A d a p t e r D r i v e r f o r W i n d o w s 8 6 4 B i t " N I C _ D r i v e r D e s c _ 6 2 5 0 A G N _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 5 0 A G N D r i v e r " N I C _ S e r v i c e _ D i s p N a m e _ 6 2 5 0 A G N _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 5 0 A G N A d a p t e r D r i v e r f o r W i n d o w s 8 6 4 B i t " N I C _ D r i v e r D e s c _ 6 2 5 0 A B G _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 5 0 A B G D r i v e r " N I C _ S e r v i c e _ D i s p N a m e _ 6 2 5 0 A B G _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 5 0 A B G A d a p t e r D r i v e r f o r W i n d o w s 8 6 4 B i t " N I C _ D r i v e r D e s c _ 6 2 0 0 A B G _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 0 0 A B G D r i v e r " N I C _ S e r v i c e _ D i s p N a m e _ 6 2 0 0 A B G _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 0 0 A B G A d a p t e r D r i v e r f o r W i n d o w s 8 6 4 B i t " N I C _ D r i v e r D e s c _ 6 2 0 0 A G N _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 0 0 A G N D r i v e r " N I C _ S e r v i c e _ D i s p N a m e _ 6 2 0 0 A G N _ 2 x 2 = " I n t e l ( R ) C e n t r i n o ( R ) A d v a n c e d - N 6 2 0 0 A G N A d a p t e r D r i v e r f o r W i n d o w s 8 6 4 B i t " N I C _ D r i v e r D e s c _ 6 3 0 0 A G N _ 3 x 3 = " I n t e l ( R ) C e n t r i n o ( R ) U l t i m a t e - N 6 3 0 0 A G N D r i v e r " N I C _ S e r v i c e _ D i s p N a m e _ 6 3 0 0 A G N _ 3 x 3 = " I n t e l ( R ) C e n t r i n o ( R ) U l t i m a t e - N 6 3 0 0 A G N A d a p t e r D r i v e r f o r W i n d o w s 8 6 4 B i t " N I C _ D r i v e r D e s c _ 7 2 6 0 A C _ 2 x 2 = " I n t e l ( R ) D u a l B a n d W i r e l e s s - A C 7 2 6 0 " N I C _ D r i v e r D e s c _ 7 2 6 0 A G N _ 2 x 2 = " I n t e l ( R ) D u a l B a n d W i r e l e s s - N 7 2 6 0 " N I C _ D r i v e r D e s c _ 7 2 6 0 B G N _ 2 x 2 = " I n t e l ( R ) W i r e l e s s - N 7 2 6 0 " N I C _ S e r v i c e _ D i s p N a m e _ W I N 8 _ 6 4 = " I n t e l ( R ) W i r e l e s s W i F i L i n k 5 0 0 0 S e r i e s A d a p t e r D r i v e r f o r W i n d o w s 8 - 6 4 B i t " ; f o l l o w i n g a r e A d v a n c e d T a b P r o p e r t i e s ( N D I ) s t r i n g s . n e e d t o b e l o c a l i z e d . R E C O M M E N D E D _ C H A N N E L 2 4 _ S T R = " A d H o c C h a n n e l 8 0 2 . 1 1 b / g " R E C O M M E N D E D _ C H A N N E L 5 2 _ S T R = " A d H o c C h a n n e l 8 0 2 . 1 1 a " R E C O M M E N D E D _ B A N D = " A d H o c D e f a u l t W i r e l e s s M o d e " I B S S _ T X _ P O W E R _ S T R = " T r a n s m i t P o w e r " R O A M I N G _ A G G R E S S I V E N E S S _ S T R = " R o a m i n g A g g r e s s i v e n e s s " A D H O C _ P O W E R _ M A N A G E M E N T _ S T R = " A d H o c P o w e r M a n a g e m e n t " A D H O C _ Q O S _ M O D E _ S T R = " A d H o c Q o S M o d e " M I X E D _ M O D E _ P R O T E C T I O N _ S T R = " M i x e d M o d e P r o t e c t i o n " T H R O U G H P U T _ E N H A N C E M E N T _ S T R = " T h r o u g h p u t E n h a n c e m e n t " W I R E L E S S _ M O D E _ S T R = " W i r e l e s s M o d e " P R E F E R R E D _ B A N D _ S T R = " P r e f e r r e d B a n d " C H A N N E L W I D T H 5 2 = " 8 0 2 . 1 1 n C h a n n e l W i d t h f o r b a n d 5 . 2 " C H A N N E L W I D T H 2 4 = " 8 0 2 . 1 1 n C h a n n e l W i d t h f o r b a n d 2 . 4 " T G n M o d e = " H T M o d e " V H T _ E N A B L E D _ S T R = " V H T M o d e " H T _ E N A B L E D _ S T R = " H T M o d e " B T H S M o d e = " B l u e t o o t h ( R ) A M P " F A T _ C H A N N E L _ T O L E R A N T = " F a t C h a n n e l I n t o l e r a n t " L O W E S T _ S T R = " L o w e s t " M E D I U M _ L O W _ S T R = " M e d i u m - l o w " M E D I U M _ S T R = " M e d i u m " M E D I U M _ H I G H _ S T R = " M e d i u m - H i g h " H I G H E S T _ S T R = " H i g h e s t " D I S A B L E D _ S T R = " D i s a b l e d " E N A B L E D _ S T R = " E n a b l e d " M A X I M U M _ P O W E R _ S A V I N G _ S T R = " M a x i m u m P o w e r S a v i n g s " N O I S Y _ E N V I R O N M E N T _ S T R = " N o i s y E n v i r o n m e n t " W M M _ S T R = " W M M " C T S _ T O _ S E L F _ E N A B L E D _ S T R = " C T S - t o - s e l f E n a b l e d " R T S _ C T S _ E N A B L E D _ S T R = " R T S / C T S E n a b l e d " A U T O _ S T R = " A u t o " C H A N N E L W I D T H 2 0 O N L Y = " 2 0 M H z O n l y " C H A N N E L W I D T H A U T O = " A u t o " W M M _ D I S A B L E D _ S T R = " W M M D i s a b l e d " W M M _ E N A B L E D _ S T R = " W M M E n a b l e d " N O _ P R E F E R E C E _ S T R = " N o P r e f e r e n c e " P R E F E R _ 2 4 _ B A N D _ S T R = " P r e f e r 2 . 4 G H z b a n d " P R E F E R _ 5 2 _ B A N D _ S T R = " P r e f e r 5 . 2 G H z b a n d " W A K E _ O N _ M A G I C _ P A C K E T = " W a k e o n M a g i c P a c k e t " W A K E _ O N _ P A T T E R N _ M A T C H = " W a k e o n P a t t e r n M a t c h " P M _ W I F I _ R E K E Y _ O F F L O A D = " G T K r e k e y i n g f o r W o W L A N " P M _ A R P _ O F F L O A D = " A R P o f f l o a d f o r W o W L A N " P M _ N S _ O F F L O A D = " N S o f f l o a d f o r W o W L A N " D E V I C E _ S L E E P _ O N _ D I S C O N N E C T = " S l e e p o n W o W L A N D i s c o n n e c t " S O U R C E D I S K 1 = " I n t e l ( R ) W i r e l e s s W i F i L i n k 5 0 0 0 S e r i e s I n s t a l l D i s k "
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