File: C:/Windows/System32/DriverStore/zh-TW/netmlx4eth63.inf_loc
��[ S t r i n g s . 0 4 0 4 ]
M e l l a n o x = " M e l l a n o x T e c h n o l o g i e s L t d . "
M S F T = " M i c r o s o f t "
I g n o r e F C S = " euN� F C S /���"
R e c e i v e F r a m e D e s c r i p t o r s = " �c6eFh�g�c�CQ"
T r a n s m i t C o n t r o l B l o c k s = " T r a n s m i t C o n t r o l B l o c k s "
D i s a b l e d = " �]\P(u"
E n a b l e d = " �]_U(u"
M a x F r a m e S i z e = " J u m b o \S"
R x B u f f e r A l i g n m e n t = " R x �}]�@S
\J��e_"
E n c a p O v e r h e a d = " \݈M�Y��w�"
T h r e a d P o l l = " �c6eBf�v*�b�xe�v"
N D _ S T R = " N e t w o r k D i r e c t �R��"
R e c v C o m p l e t i o n M e t h o d = " �c6e�[b�e�l"
R e c v R i n g S i z e = " �c6e�}]�@S"
S e n d R i n g S i z e = " �P��}]�@S"
P o l l i n g = " *�b�"
I n t e r r u p t s = " �c�e"
A d a p t i v e = " H_'`"
N o _ r e b a l n c e = " �]\P(u"
N D I S _ R S S = " �]_U(u"
R s s M o d e = " �c6e�z��te"
N u m a N o d e I d = " ca(u�v N U M A �{ޞ"
N u m a N o d e I d _ d e f a u l t = " �-�-��["
n o d e 0 = " �{ޞ 0 "
n o d e 1 = " �{ޞ 1 "
n o d e 2 = " �{ޞ 2 "
n o d e 3 = " �{ޞ 3 "
n o d e 4 = " �{ޞ 4 "
n o d e 5 = " �{ޞ 5 "
n o d e 6 = " �{ޞ 6 "
n o d e 7 = " �{ޞ 7 "
R s s B a s e P r o c N u m b e r = " R S S �W�nU�thVxe�v"
M a x R s s P r o c e s s o r s = " R S S U�thVxe�v
NP�"
N u m R S S Q u e u e s = " R S S GORxe�v
NP�"
R s c I P v 4 = " �c6e@S�ko�T ( I P v 4 ) "
R s c I P v 6 = " �c6e@S�ko�T ( I P v 6 ) "
R s s P r o f i l e = " R S S �� �s^a�-��[�j"
C l o s e s t _ P r o c e s s o r = " C l o s e s t P r o c e s s o r "
C l o s e s t _ P r o c e s s o r _ S t a t i c = " C l o s e s t P r o c e s s o r S t a t i c "
N u m a _ S c a l i n g = " N u m a S c a l i n g "
N u m a _ S c a l i n g _ S t a t i c = " N u m a S c a l i n g S t a t i c "
C o n s e r v a t i v e _ S c a l i n g = " C o n s e r v a t i v e S c a l i n g "
F a i l O v e r = " �[/��yI�"
R x I n t M o d e r a t i o n = " R x �c�e�N��^��W"
S t a t i c = " \�Ka"
F l o w C o n t r o l = " Amϑ�c6R"
I n t e r r u p t M o d e r a t i o n = " �c�e�N��"
T x E n a b l e d = " T x �]_U(u"
R x E n a b l e d = " R x �]_U(u"
T x R x E n a b l e d = " R x � T x �]_U(u"
I P C h e c k s u m O f f l o a d I P v 4 = " I P v 4 =~�T�j�g�xxS �"
T C P U D P C h e c k s u m O f f l o a d I P v 4 = " T C P / U D P =~�T�j�g�xxS � ( I P v 4 ) "
T C P U D P C h e c k s u m O f f l o a d I P v 6 = " T C P / U D P =~�T�j�g�xxS � ( I P v 6 ) "
L s o V 2 I P v 4 = " 'Y�W�P�xS � V 2 ( I P v 4 ) "
L s o V 2 I P v 6 = " 'Y�W�P�xS � V 2 ( I P v 6 ) "
P r i o r i t y V L A N T a g = " *QHQ��^�T V L A N jd|"
P r i o r i t y V l a n D i s a b l e d = " *QHQ��^� V L A N �]\P(u"
P r i o r i t y E n a b l e d = " *QHQ��^�]_U(u"
V l a n E n a b l e d = " V L A N �]_U(u"
P r i o r i t y V l a n E n a b l e d = " *QHQ��^� V L A N �]_U(u"
V l a n I D = " V L A N X�%R�x"
N e t w o r k A d d r e s s = " ,g_j�{tMO@W"
Q O S = "
g�R�T�"
V M Q = " [��d_jhVGOR"
V M Q V l a n F i l t e r i n g = " V M Q V L A N �{x��R��"
R o c e M a x F r a m e S i z e = " R / R o C E Fh�g'Y\ g'Y<P"
M a x S i z e W i t h i n M a x F r a m S i z e = " ��R"
E n c a p s u l a t e d P a c k e t T a s k O f f l o a d = " \݈_�]\OxS �"
; ; ; N D I S 6 5 0 O N L Y ; ; ;
E n c a p s u l a t e d P a c k e t T a s k O f f l o a d N v g r e = " N V G R E \݈_�]\OxS �"
E n c a p s u l a t e d P a c k e t T a s k O f f l o a d V x l a n = " V X L A N \݈_�]\OxS �"
V x l a n U D P P o r t N u m b e r = " V X L A N U D P �v�v0W#��c�W_��x"
E n c a p s u l a t i o n O v e r h e a d = " \݈M�Y��w�"
P D _ S T R = " P a c k e t D i r e c t �R��"
V R S S _ S T R = " [��d�N�chV R S S "
S w i t c h N a m e = " �-� N I C �N�chV�v
T1z"
D e f a u l t S w i t c h N a m e = " �-��N�chV"
S w i t c h I d = " �-� N I C �N�chV�vX�%R�x"
S w i t c h T y p e = " �-� N I C �N�chV�v^��W"
S w i t c h F l a g s = " �-� N I C �N�chV�v�ej"
S w i t c h N u m V F s = " �-� N I C �N�chV�v V F xe�v"
S r i o v = " S R - I O V "
m l x 4 e t h 6 3 _ C X . D e v i c e D e s c = " M e l l a n o x C o n n e c t X E t h e r n e t A d a p t e r "
m l x 4 e t h 6 3 _ C X 2 . D e v i c e D e s c = " M e l l a n o x C o n n e c t X - 2 E t h e r n e t A d a p t e r "
m l x 4 e t h 6 3 _ C X 3 . D e v i c e D e s c = " M e l l a n o x C o n n e c t X - 3 E t h e r n e t A d a p t e r "
m l x 4 e t h 6 3 _ C X 3 P r o . D e v i c e D e s c = " M e l l a n o x C o n n e c t X - 3 P r o E t h e r n e t A d a p t e r "
m l x 4 e t h 6 3 _ v C X 3 . D e v i c e D e s c = " M e l l a n o x C o n n e c t X - 3 V i r t u a l F u n c t i o n E t h e r n e t A d a p t e r "
m l x 4 e t h 6 3 _ C X 3 _ V E A . D e v i c e D e s c = " M e l l a n o x C o n n e c t X - 3 V i r t u a l E t h e r n e t A d a p t e r "
m l x 4 e t h 6 3 _ C X 3 P r o _ V E A . D e v i c e D e s c = " M e l l a n o x C o n n e c t X - 3 P r o V i r t u a l E t h e r n e t A d a p t e r "
; ; ; ; ; c a r d s o f o t h e r c o m p a n i e s
m l x 4 e t h 6 3 _ C X 3 P r o . 8 0 1 f . D e v i c e D e s c = " H P E t h e r n e t 1 0 G 2 - p o r t 5 4 6 S F P + A d a p t e r "
m l x 4 e t h 6 3 _ C X 3 P r o . 8 0 2 0 . D e v i c e D e s c = " H P E t h e r n e t 1 0 G 2 - p o r t 5 4 6 F L R - S F P + A d a p t e r "
m l x 4 e t h 6 3 _ v C X 3 . 8 0 1 f . D e v i c e D e s c = " H P YN*Y�}� 1 0 G 2 �W 5 4 6 S F P + [��dYN*Y�}�aS"
m l x 4 e t h 6 3 _ v C X 3 . 8 0 2 0 . D e v i c e D e s c = " H P YN*Y�}� 1 0 G 2 �W 5 4 6 F L R - S F P + [��dYN*Y�}�aS"
m l x 4 e t h 6 3 _ C X 3 P r o _ V E A . 8 0 1 f . D e v i c e D e s c = " H P E t h e r n e t 1 0 G 2 - p o r t 5 4 6 S F P + V i r t u a l E t h e r n e t A d a p t e r "
m l x 4 e t h 6 3 _ C X 3 P r o _ V E A . 8 0 2 0 . D e v i c e D e s c = " H P E t h e r n e t 1 0 G 2 - p o r t 5 4 6 F L R - S F P + V i r t u a l E t h e r n e t A d a p t e r "
m l x 4 e t h 6 3 _ C X 3 _ V E A . 1 8 c d . D e v i c e D e s c = " H P 1 0 G b 2 - p o r t 5 4 4 F L R - Q S F P V i r t u a l E t h e r n e t A d a p t e r "
m l x 4 e t h 6 3 _ C X 3 . 1 8 c d . D e v i c e D e s c = " H P 1 0 G b 2 - p o r t 5 4 4 F L R - Q S F P E t h e r n e t A d a p t e r "
m l x 4 e t h 6 3 _ v C X 3 . 1 8 c d . D e v i c e D e s c = " H P 1 0 G b 2 �W 5 4 4 F L R - Q S F P [��dYN*Y�}�aS"
m l x 4 e t h 6 3 _ C X 3 P r o . 2 2 f 1 . D e v i c e D e s c = " H P I n f i n i B a n d Q D R / YN*Y�}� 1 0 G b 2 �W 5 4 4 + M YN*Y�}�aS"
m l x 4 e t h 6 3 _ v C X 3 P r o . 2 2 f 1 . D e v i c e D e s c = " H P I n f i n i B a n d Q D R / YN*Y�}� 1 0 G b 2 �W 5 4 4 + M [��dYN*Y�}�aS"
m l x 4 e t h 6 3 _ C X 3 P r o . 2 2 f 2 . D e v i c e D e s c = " H P I n f i n i B a n d F D R / YN*Y�}� 1 0 G b / 4 0 G b 2 �W 5 4 4 + M YN*Y�}�aS"
m l x 4 e t h 6 3 _ v C X 3 P r o . 2 2 f 2 . D e v i c e D e s c = " H P I n f i n i B a n d F D R / YN*Y�}� 1 0 G b / 4 0 G b 2 �W 5 4 4 + M [��dYN*Y�}�aS"
m l x 4 e t h 6 3 _ C X 3 P r o . 2 2 f 3 . D e v i c e D e s c = " H P I n f i n i B a n d F D R / YN*Y�}� 1 0 G b / 4 0 G b 2 �W 5 4 4 + Q S F P YN*Y�}�aS"
m l x 4 e t h 6 3 _ v C X 3 P r o . 2 2 f 3 . D e v i c e D e s c = " H P I n f i n i B a n d F D R / YN*Y�}� 1 0 G b / 4 0 G b 2 �W 5 4 4 + Q S F P [��dYN*Y�}�aS"
m l x 4 e t h 6 3 _ C X 3 P r o . 2 2 f 4 . D e v i c e D e s c = " H P I n f i n i B a n d F D R / YN*Y�}� 1 0 G b / 4 0 G b 2 �W 5 4 4 + F L R - Q S F P YN*Y�}�aS"
m l x 4 e t h 6 3 _ v C X 3 P r o . 2 2 f 4 . D e v i c e D e s c = " H P I n f i n i B a n d F D R / YN*Y�}� 1 0 G b / 4 0 G b 2 �W 5 4 4 + F L R - Q S F P [��dYN*Y�}�aS"
m l x 4 e t h 6 3 _ C X 3 P r o . 2 2 f 5 . D e v i c e D e s c = " H P I n f i n i B a n d F D R / YN*Y�}� 1 0 G b 2 �W 5 4 4 + F L R - Q S F P YN*Y�}�aS"
m l x 4 e t h 6 3 _ v C X 3 P r o . 2 2 f 5 . D e v i c e D e s c = " H P I n f i n i B a n d F D R / YN*Y�}� 1 0 G b 2 �W 5 4 4 + F L R - Q S F P [��dYN*Y�}�aS"
; V E A
m l x 4 e t h 6 3 _ C X 3 _ V E A . 2 2 f 1 . D e v i c e D e s c = " H P I n f i n i B a n d Q D R / E t h e r n e t 1 0 G b 2 - p o r t 5 4 4 + M V i r t u a l E t h e r n e t A d a p t e r "
m l x 4 e t h 6 3 _ C X 3 _ V E A . 2 2 f 2 . D e v i c e D e s c = " H P I n f i n i B a n d F D R / E t h e r n e t 1 0 G b / 4 0 G b 2 - p o r t 5 4 4 + M V i r t u a l E t h e r n e t A d a p t e r "
m l x 4 e t h 6 3 _ C X 3 _ V E A . 2 2 f 3 . D e v i c e D e s c = " H P I n f i n i B a n d F D R / E t h e r n e t 1 0 G b / 4 0 G b 2 - p o r t 5 4 4 + Q S F P V i r t u a l E t h e r n e t A d a p t e r "
m l x 4 e t h 6 3 _ C X 3 _ V E A . 2 2 f 4 . D e v i c e D e s c = " H P I n f i n i B a n d F D R / E t h e r n e t 1 0 G b / 4 0 G b 2 - p o r t 5 4 4 + F L R - Q S F P V i r t u a l E t h e r n e t A d a p t e r "
m l x 4 e t h 6 3 _ C X 3 _ V E A . 2 2 f 5 . D e v i c e D e s c = " H P I n f i n i B a n d F D R / E t h e r n e t 1 0 G b 2 - p o r t 5 4 4 + F L R - Q S F P V i r t u a l E t h e r n e t A d a p t e r "
; C a r d s f o r A T T O I n c . d e s c r i p t i o n
m l x 4 e t h 6 3 _ C X 3 P r o . 0 0 9 0 . D e v i c e D e s c = " A T T O F a s t F r a m e N Q 4 1 YN*Y�}�aS"
m l x 4 e t h 6 3 _ C X 3 P r o . 0 0 9 1 . D e v i c e D e s c = " A T T O F a s t F r a m e N Q 4 2 YN*Y�}�aS"
m l x 4 e t h 6 3 _ C X 3 P r o . 0 0 9 2 . D e v i c e D e s c = " A T T O F a s t F r a m e N Q 1 1 YN*Y�}�aS"
m l x 4 e t h 6 3 _ C X 3 P r o . 0 0 9 3 . D e v i c e D e s c = " A T T O F a s t F r a m e N Q 1 2 YN*Y�}�aS"
; V E A f o r A T T O
m l x 4 e t h 6 3 _ C X 3 P r o _ V E A . 0 0 9 0 . D e v i c e D e s c = " A T T O F a s t F r a m e N Q 4 1 [��dYN*Y�}�aS"
m l x 4 e t h 6 3 _ C X 3 P r o _ V E A . 0 0 9 1 . D e v i c e D e s c = " A T T O F a s t F r a m e N Q 4 2 [��dYN*Y�}�aS"
m l x 4 e t h 6 3 _ C X 3 P r o _ V E A . 0 0 9 2 . D e v i c e D e s c = " A T T O F a s t F r a m e N Q 1 1 [��dYN*Y�}�aS"
m l x 4 e t h 6 3 _ C X 3 P r o _ V E A . 0 0 9 3 . D e v i c e D e s c = " A T T O F a s t F r a m e N Q 1 2 [��dYN*Y�}�aS"
m l x 4 e t h 6 3 . S e r v i c e . D i s p N a m e = " M e l l a n o x C o n n e c t X b a s e d E t h e r n e t A d a p t e r ( N D I S 6 . 3 ) D r i v e r "
D i s k D e s c r i p t i o n = " M e l l a n o x D r i v e r D i s k 1 "
R x I n t M o d e r a t i o n P r o f i l e = " R x �c�e�N��-��[�j"
T x I n t M o d e r a t i o n P r o f i l e = " T x �c�e�N��-��[�j"
L o w L a t e n c y = " NO�^r�"
M o d e r a t e = " -N"
A g g r e s s i v e = " Mzui"
T x B w P r e c e d e n c e = " T x 8��ϑ#��c�W�N�� z_"
D e f a u l t = " �v�R ��p ( �-�<P) "
P r e c e n d i n g = " �OI�"
R E G _ M U L T I _ S Z = 0 x 0 0 0 1 0 0 0 0
R E G _ D W O R D = 0 x 0 0 0 1 0 0 0 1
R E G _ D W O R D _ N O _ C L O B B E R = 0 x 0 0 0 1 0 0 0 3
F L G _ A D D R E G _ N O C L O B B E R = 0 x 0 0 0 0 0 0 0 2
R E G _ S Z = 0 x 0 0 0 0 0 0 0 0