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��[ S t r i n g s . 0 C 0 A ] ; L o c a l i z a b l e L S I = " A v a g o T e c h n o l o g i e s " D i s k D e s c = " A v a g o P C I F u s i o n - M P T S A S 3 D r i v e r I n s t a l l D i s k ( S t o r P o r t ) " D e v D e s c 1 = " A v a g o A d a p t e r , S A S 3 3 1 0 8 I n v a d e r R O C - S t o r P o r t " D e v D e s c 2 = " A v a g o A d a p t e r , S A S 3 3 0 0 8 F u r y - S t o r P o r t " D e v D e s c 3 = " A v a g o A d a p t e r , S A S 3 3 0 0 4 F u r y - S t o r P o r t " D e v D e s c 4 = " A v a g o A d a p t e r , S A S 3 I n t r u d e r - S t o r P o r t " D e v D e s c 5 = " A v a g o A d a p t e r , S A S 3 C u t l a s s - S t o r P o r t " I N T E L = " I n t e l C o r p o r a t i o n " D e v D e s c I 1 = " C o n t r o l a d o r a R A I D I n t e l ( R ) R S 3 U C 0 8 0 " D e v D e s c I 2 = " C o n t r o l a d o r a R A I D I n t e l ( R ) R S 3 F C 0 4 4 " D e v D e s c I 3 = " C o n t r o l a d o r a R A I D I n t e l ( R ) R S 3 G C 0 0 8 " D e v D e s c I 4 = " M � d u l o R A I D i n t e g r a d o I n t e l ( R ) R M S 3 J C 0 8 0 " D e v D e s c I 5 = " R A I D i n t e g r a d o I n t e l ( R ) R S 3 P C " D e v D e s c I 6 = " M � d u l o R A I D i n t e g r a d o I n t e l ( R ) R M S 3 V C 1 6 0 " D e v D e s c I 7 = " R A I D i n t e g r a d o I n t e l ( R ) R S 3 K C " D e v D e s c I 8 = " C o n t r o l a d o r a R A I D I n t e l ( R ) R S 3 U C 0 8 0 J " D E L L = " D e l l C o r p o r a t i o n " D e v D e s c D 1 = " H B A S A S 1 2 G b p s d e D e l l " D e v D e s c D 2 = " H B A 3 3 0 M i n i d e D e l l " D e v D e s c D 3 = " A d a p t a d o r H B A 3 3 0 d e D e l l " D e v D e s c D 4 = " M X H B A 3 3 0 d e D e l l " D e v D e s c D 5 = " H B A 3 3 0 M M Z d e D e l l " D e v D e s c D 6 = " D e l l F D 3 3 x S H B A " D e v D e s c D 7 = " D e l l F D 3 3 x D H B A " D e v D e s c D 8 = " D e l l S A S 3 0 0 8 H B A " C I S C O = " C i s c o C o r p o r a t i o n " D e v D e s c C 1 = " C i s c o 9 3 0 0 - 8 E 1 2 G S A S H B A " D e v D e s c C 2 = " C i s c o 9 3 0 0 - 8 i 1 2 G S A S H B A " D e v D e s c C 3 = " C i s c o 1 2 G M o d u l a r S A S P a s s t h r o u g h C o n t r o l l e r " D e v D e s c C 4 = " U C S C 3 X 6 0 1 2 G S A S P a s s t h r o u g h C o n t r o l l e r " D e v D e s c C 5 = " C o n t r o l a d o r a U C S S 3 2 6 0 D u a l P a s s - T h r o u g h " F T S = " F u j i t s u T e c h n o l o g y S o l u t i o n s " D e v D e s c F 1 = " P S A S C P 4 0 0 e " D e v D e s c F 2 = " P S A S C P 4 0 0 i " D e v D e s c F 3 = " P S A S C P 4 0 2 i " D e v D e s c F 4 = " P S A S C M 4 0 2 i " L E N O V O = " L e n o v o C o r p o r a t i o n " D e v D e s c L 1 = " H B A i n t e r n o N 2 2 1 5 1 2 G b S A S / S A T A " D e v D e s c L 2 = " H B A e x t e r n o N 2 2 2 5 1 2 G b S A S / S A T A " D e v D e s c L 3 = " H B A e x t e r n o N 2 2 2 6 1 2 G b S A S / S A T A " ; * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * ; N o n - L o c a l i z a b l e s t r i n g s S P S V C I N S T _ A S S O C S E R V I C E = 0 x 0 0 0 0 0 0 0 2 S E R V I C E _ K E R N E L _ D R I V E R = 1 S E R V I C E _ B O O T _ S T A R T = 0 S E R V I C E _ E R R O R _ N O R M A L = 1 R E G _ E X P A N D _ S Z = 0 x 0 0 0 2 0 0 0 0 R E G _ D W O R D = 0 x 0 0 0 1 0 0 0 1