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ÿþ; C o p y r i g h t ( c ) 2 0 1 8 , M i c r o s o f t C o r p o r a t i o n .
[ V e r s i o n ]
s i g n a t u r e = " $ W i n d o w s N T $ "
c l a s s = n e t
c l a s s g u i d = { 4 d 3 6 e 9 7 2 - e 3 2 5 - 1 1 c e - b f c 1 - 0 8 0 0 2 b e 1 0 3 1 8 }
p r o v i d e r = % m s f t %
d r i v e r v e r = 0 5 / 0 4 / 2 0 1 8 , 8 . 3 3 . 1 8 . 1 0 5
[ m a n u f a c t u r e r ]
% q l g c % = Q L o g i c , n t a m d 6 4 . 1 0
[ c o n t r o l f l a g s ]
e x c l u d e f r o m s e l e c t = *
[ Q L o g i c . n t a m d 6 4 . 1 0 ]
% q l c 5 7 9 8 0 _ 1 6 5 6 _ d e s c % = q l c 5 7 9 8 0 _ 1 6 5 6 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 6 1 0 7 7
% q l c 5 7 9 8 0 _ 1 6 3 4 _ d e s c % = q l c 5 7 9 8 0 _ 1 6 3 4 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 3 4 1 0 7 7
% q l c 5 7 9 8 0 _ 1 6 5 4 _ d e s c % = q l c 5 7 9 8 0 _ 1 6 5 4 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 4 1 0 7 7
% q l c 5 7 9 8 0 _ 1 6 4 4 _ d e s c % = q l c 5 7 9 8 0 _ 1 6 4 4 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 4 4 1 0 7 7
% q l c A H _ 8 0 7 0 _ d e s c % = q l c A H _ 8 0 7 0 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7
% b c m 5 7 9 8 0 _ 1 0 7 7 _ e 4 f 1 _ d e s c % = b c m 5 7 9 8 0 _ 1 0 7 7 _ e 4 f 1 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 3 4 1 0 7 7 & s u b s y s _ e 4 f 1 1 0 7 7
% b c m 5 7 9 8 0 Q P _ 1 0 7 7 _ e 4 f 1 _ d e s c % = b c m 5 7 9 8 0 Q P _ 1 0 7 7 _ e 4 f 1 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 6 6 1 0 7 7 & s u b s y s _ e 4 f 1 1 0 7 7
% b c m 5 7 9 8 0 N P _ 1 0 7 7 _ e 4 f 1 _ d e s c % = b c m 5 7 9 8 0 N P _ 1 0 7 7 _ e 4 f 1 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 3 6 1 0 7 7 & s u b s y s _ e 4 f 1 1 0 7 7
% b c m 5 7 9 8 0 F C X _ 1 0 7 7 _ e 4 f 1 _ d e s c % = b c m 5 7 9 8 0 F C X _ 1 0 7 7 _ e 4 f 1 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 3 8 1 0 7 7 & s u b s y s _ e 4 f 1 1 0 7 7
% b c m 5 7 9 8 0 S C X _ 1 0 7 7 _ e 4 f 1 _ d e s c % = b c m 5 7 9 8 0 S C X _ 1 0 7 7 _ e 4 f 1 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 3 9 1 0 7 7 & s u b s y s _ e 4 f 1 1 0 7 7
% b c m 5 7 9 8 0 F C _ 1 0 7 7 _ e 4 f 1 _ d e s c % = b c m 5 7 9 8 0 F C _ 1 0 7 7 _ e 4 f 1 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 c 1 0 7 7 & s u b s y s _ e 4 f 1 1 0 7 7
% b c m 5 7 9 8 0 S C _ 1 0 7 7 _ e 4 f 1 _ d e s c % = b c m 5 7 9 8 0 S C _ 1 0 7 7 _ e 4 f 1 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 e 1 0 7 7 & s u b s y s _ e 4 f 1 1 0 7 7
% b c m 5 7 9 8 0 _ 1 0 7 7 _ e 4 f 2 _ d e s c % = b c m 5 7 9 8 0 _ 1 0 7 7 _ e 4 f 2 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 3 4 1 0 7 7 & s u b s y s _ e 4 f 2 1 0 7 7
% b c m 5 7 9 8 0 Q P _ 1 0 7 7 _ e 4 f 2 _ d e s c % = b c m 5 7 9 8 0 Q P _ 1 0 7 7 _ e 4 f 2 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 6 6 1 0 7 7 & s u b s y s _ e 4 f 2 1 0 7 7
% b c m 5 7 9 8 0 N P _ 1 0 7 7 _ e 4 f 2 _ d e s c % = b c m 5 7 9 8 0 N P _ 1 0 7 7 _ e 4 f 2 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 3 6 1 0 7 7 & s u b s y s _ e 4 f 2 1 0 7 7
% b c m 5 7 9 8 0 F C X _ 1 0 7 7 _ e 4 f 2 _ d e s c % = b c m 5 7 9 8 0 F C X _ 1 0 7 7 _ e 4 f 2 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 3 8 1 0 7 7 & s u b s y s _ e 4 f 2 1 0 7 7
% b c m 5 7 9 8 0 S C X _ 1 0 7 7 _ e 4 f 2 _ d e s c % = b c m 5 7 9 8 0 S C X _ 1 0 7 7 _ e 4 f 2 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 3 9 1 0 7 7 & s u b s y s _ e 4 f 2 1 0 7 7
% b c m 5 7 9 8 0 F C _ 1 0 7 7 _ e 4 f 2 _ d e s c % = b c m 5 7 9 8 0 F C _ 1 0 7 7 _ e 4 f 2 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 c 1 0 7 7 & s u b s y s _ e 4 f 2 1 0 7 7
% b c m 5 7 9 8 0 S C _ 1 0 7 7 _ e 4 f 2 _ d e s c % = b c m 5 7 9 8 0 S C _ 1 0 7 7 _ e 4 f 2 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 e 1 0 7 7 & s u b s y s _ e 4 f 2 1 0 7 7
% b c m 5 7 9 8 0 _ 1 0 7 7 _ e 4 f 3 _ d e s c % = b c m 5 7 9 8 0 _ 1 0 7 7 _ e 4 f 3 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 3 4 1 0 7 7 & s u b s y s _ e 4 f 3 1 0 7 7
% b c m 5 7 9 8 0 Q P _ 1 0 7 7 _ e 4 f 3 _ d e s c % = b c m 5 7 9 8 0 Q P _ 1 0 7 7 _ e 4 f 3 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 6 6 1 0 7 7 & s u b s y s _ e 4 f 3 1 0 7 7
% b c m 5 7 9 8 0 N P _ 1 0 7 7 _ e 4 f 3 _ d e s c % = b c m 5 7 9 8 0 N P _ 1 0 7 7 _ e 4 f 3 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 3 6 1 0 7 7 & s u b s y s _ e 4 f 3 1 0 7 7
% b c m 5 7 9 8 0 _ 1 0 7 7 _ e 4 f 4 _ d e s c % = b c m 5 7 9 8 0 _ 1 0 7 7 _ e 4 f 4 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 3 4 1 0 7 7 & s u b s y s _ e 4 f 4 1 0 7 7
% b c m 5 7 9 8 0 Q P _ 1 0 7 7 _ e 4 f 4 _ d e s c % = b c m 5 7 9 8 0 Q P _ 1 0 7 7 _ e 4 f 4 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 6 6 1 0 7 7 & s u b s y s _ e 4 f 4 1 0 7 7
% b c m 5 7 9 8 0 N P _ 1 0 7 7 _ e 4 f 4 _ d e s c % = b c m 5 7 9 8 0 N P _ 1 0 7 7 _ e 4 f 4 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 3 6 1 0 7 7 & s u b s y s _ e 4 f 4 1 0 7 7
% b c m 5 7 9 8 0 T G _ 1 0 7 7 _ e 4 f 6 _ d e s c % = b c m 5 7 9 8 0 T G _ 1 0 7 7 _ e 4 f 6 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 6 1 0 7 7 & s u b s y s _ e 4 f 6 1 0 7 7
% b c m 5 7 9 8 0 T G _ 1 0 7 7 _ e 4 f 7 _ d e s c % = b c m 5 7 9 8 0 T G _ 1 0 7 7 _ e 4 f 7 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 6 1 0 7 7 & s u b s y s _ e 4 f 7 1 0 7 7
% b c m 5 7 9 8 0 H G _ 1 0 7 7 _ e 4 f 8 _ d e s c % = b c m 5 7 9 8 0 H G _ 1 0 7 7 _ e 4 f 8 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 4 4 1 0 7 7 & s u b s y s _ e 4 f 8 1 0 7 7
% b c m 5 7 9 8 0 _ 1 0 7 7 _ e 4 f 9 _ d e s c % = b c m 5 7 9 8 0 _ 1 0 7 7 _ e 4 f 9 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 3 4 1 0 7 7 & s u b s y s _ e 4 f 9 1 0 7 7
% b c m 5 7 9 8 0 F C _ 1 0 7 7 _ e 4 f 9 _ d e s c % = b c m 5 7 9 8 0 F C _ 1 0 7 7 _ e 4 f 9 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 c 1 0 7 7 & s u b s y s _ e 4 f 9 1 0 7 7
% b c m 5 7 9 8 0 S C _ 1 0 7 7 _ e 4 f 9 _ d e s c % = b c m 5 7 9 8 0 S C _ 1 0 7 7 _ e 4 f 9 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 e 1 0 7 7 & s u b s y s _ e 4 f 9 1 0 7 7
% b c m 5 7 9 8 0 F G _ 1 0 7 7 _ e 4 f a _ d e s c % = b c m 5 7 9 8 0 F G _ 1 0 7 7 _ e 4 f a _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 4 1 0 7 7 & s u b s y s _ e 4 f a 1 0 7 7
% b c m 5 7 9 8 0 F C _ 1 0 7 7 _ e 4 f a _ d e s c % = b c m 5 7 9 8 0 F C _ 1 0 7 7 _ e 4 f a _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 c 1 0 7 7 & s u b s y s _ e 4 f a 1 0 7 7
% b c m 5 7 9 8 0 S C _ 1 0 7 7 _ e 4 f a _ d e s c % = b c m 5 7 9 8 0 S C _ 1 0 7 7 _ e 4 f a _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 e 1 0 7 7 & s u b s y s _ e 4 f a 1 0 7 7
% b c m 5 7 9 8 0 T G _ 1 0 7 7 _ e 4 f 8 _ d e s c % = b c m 5 7 9 8 0 T G _ 1 0 7 7 _ e 4 f 8 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 6 1 0 7 7 & s u b s y s _ e 4 f 8 1 0 7 7
% b c m 5 7 9 8 0 F G _ 1 0 7 7 _ e 4 f 8 _ d e s c % = b c m 5 7 9 8 0 F G _ 1 0 7 7 _ e 4 f 8 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 4 1 0 7 7 & s u b s y s _ e 4 f 8 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 0 d _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 0 d _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 0 d 1 0 7 7
% b c m A H F C _ 1 0 7 7 _ 0 0 0 d _ d e s c % = b c m A H F C _ 1 0 7 7 _ 0 0 0 d _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 0 1 0 7 7 & s u b s y s _ 0 0 0 d 1 0 7 7
% b c m A H S C _ 1 0 7 7 _ 0 0 0 d _ d e s c % = b c m A H S C _ 1 0 7 7 _ 0 0 0 d _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 4 1 0 7 7 & s u b s y s _ 0 0 0 d 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 0 e _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 0 e _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 0 e 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 1 1 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 1 1 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 1 1 1 0 7 7
% b c m 5 7 9 8 0 T G _ 1 0 7 7 _ e 4 f b _ d e s c % = b c m 5 7 9 8 0 T G _ 1 0 7 7 _ e 4 f b _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 6 1 0 7 7 & s u b s y s _ e 4 f b 1 0 7 7
% b c m 5 7 9 8 0 F C _ 1 0 7 7 _ e 4 f b _ d e s c % = b c m 5 7 9 8 0 F C _ 1 0 7 7 _ e 4 f b _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 c 1 0 7 7 & s u b s y s _ e 4 f b 1 0 7 7
% b c m 5 7 9 8 0 S C _ 1 0 7 7 _ e 4 f b _ d e s c % = b c m 5 7 9 8 0 S C _ 1 0 7 7 _ e 4 f b _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 e 1 0 7 7 & s u b s y s _ e 4 f b 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 1 2 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 1 2 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 1 2 1 0 7 7
% b c m A H F C _ 1 0 7 7 _ 0 0 1 2 _ d e s c % = b c m A H F C _ 1 0 7 7 _ 0 0 1 2 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 0 1 0 7 7 & s u b s y s _ 0 0 1 2 1 0 7 7
% b c m A H S C _ 1 0 7 7 _ 0 0 1 2 _ d e s c % = b c m A H S C _ 1 0 7 7 _ 0 0 1 2 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 4 1 0 7 7 & s u b s y s _ 0 0 1 2 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 1 3 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 1 3 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 1 3 1 0 7 7
% b c m A H F C _ 1 0 7 7 _ 0 0 1 3 _ d e s c % = b c m A H F C _ 1 0 7 7 _ 0 0 1 3 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 0 1 0 7 7 & s u b s y s _ 0 0 1 3 1 0 7 7
% b c m A H S C T _ 1 0 7 7 _ 0 0 1 3 _ d e s c % = b c m A H S C T _ 1 0 7 7 _ 0 0 1 3 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 c 1 0 7 7 & s u b s y s _ 0 0 1 3 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 1 4 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 1 4 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 1 4 1 0 7 7
% b c m A H F C _ 1 0 7 7 _ 0 0 1 4 _ d e s c % = b c m A H F C _ 1 0 7 7 _ 0 0 1 4 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 0 1 0 7 7 & s u b s y s _ 0 0 1 4 1 0 7 7
% b c m A H S C T _ 1 0 7 7 _ 0 0 1 4 _ d e s c % = b c m A H S C T _ 1 0 7 7 _ 0 0 1 4 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 c 1 0 7 7 & s u b s y s _ 0 0 1 4 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 1 5 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 1 5 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 1 5 1 0 7 7
% b c m A H F C _ 1 0 7 7 _ 0 0 1 5 _ d e s c % = b c m A H F C _ 1 0 7 7 _ 0 0 1 5 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 0 1 0 7 7 & s u b s y s _ 0 0 1 5 1 0 7 7
% b c m A H S C _ 1 0 7 7 _ 0 0 1 5 _ d e s c % = b c m A H S C _ 1 0 7 7 _ 0 0 1 5 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 4 1 0 7 7 & s u b s y s _ 0 0 1 5 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 1 6 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 1 6 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 1 6 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 1 8 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 1 8 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 1 8 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 1 9 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 1 9 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 1 9 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 2 0 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 2 0 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 2 0 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 2 1 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 2 1 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 2 1 1 0 7 7
% b c m 5 7 9 8 0 T G _ 1 0 7 7 _ 0 0 2 2 _ d e s c % = b c m 5 7 9 8 0 T G _ 1 0 7 7 _ 0 0 2 2 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 6 1 0 7 7 & s u b s y s _ 0 0 2 2 1 0 7 7
% b c m 5 7 9 8 0 T G _ 1 0 7 7 _ 0 0 2 3 _ d e s c % = b c m 5 7 9 8 0 T G _ 1 0 7 7 _ 0 0 2 3 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 6 1 0 7 7 & s u b s y s _ 0 0 2 3 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 2 4 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 2 4 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 2 4 1 0 7 7
% b c m 5 7 9 8 0 H G _ 1 0 7 7 _ 0 0 2 5 _ d e s c % = b c m 5 7 9 8 0 H G _ 1 0 7 7 _ 0 0 2 5 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 4 4 1 0 7 7 & s u b s y s _ 0 0 2 5 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 2 6 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 2 6 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 2 6 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 2 9 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 2 9 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 2 9 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 3 0 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 3 0 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 3 0 1 0 7 7
% b c m 5 7 9 8 0 F G _ 1 0 7 7 _ 0 0 3 2 _ d e s c % = b c m 5 7 9 8 0 F G _ 1 0 7 7 _ 0 0 3 2 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 4 1 0 7 7 & s u b s y s _ 0 0 3 2 1 0 7 7
% b c m 5 7 9 8 0 T G _ 1 0 7 7 _ 0 0 3 3 _ d e s c % = b c m 5 7 9 8 0 T G _ 1 0 7 7 _ 0 0 3 3 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 6 1 0 7 7 & s u b s y s _ 0 0 3 3 1 0 7 7
% b c m 5 7 9 8 0 F G _ 1 0 7 7 _ 0 0 3 4 _ d e s c % = b c m 5 7 9 8 0 F G _ 1 0 7 7 _ 0 0 3 4 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 4 1 0 7 7 & s u b s y s _ 0 0 3 4 1 0 7 7
% b c m 5 7 9 8 0 F C _ 1 0 7 7 _ 0 0 3 4 _ d e s c % = b c m 5 7 9 8 0 F C _ 1 0 7 7 _ 0 0 3 4 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 c 1 0 7 7 & s u b s y s _ 0 0 3 4 1 0 7 7
% b c m 5 7 9 8 0 S C _ 1 0 7 7 _ 0 0 3 4 _ d e s c % = b c m 5 7 9 8 0 S C _ 1 0 7 7 _ 0 0 3 4 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 e 1 0 7 7 & s u b s y s _ 0 0 3 4 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 3 5 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 3 5 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 3 5 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 3 6 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 3 6 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 3 6 1 0 7 7
% b c m A H F C _ 1 0 7 7 _ 0 0 3 6 _ d e s c % = b c m A H F C _ 1 0 7 7 _ 0 0 3 6 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 0 1 0 7 7 & s u b s y s _ 0 0 3 6 1 0 7 7
% b c m A H S C _ 1 0 7 7 _ 0 0 3 6 _ d e s c % = b c m A H S C _ 1 0 7 7 _ 0 0 3 6 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 4 1 0 7 7 & s u b s y s _ 0 0 3 6 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 3 7 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 3 7 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 3 7 1 0 7 7
% b c m A H F C _ 1 0 7 7 _ 0 0 3 7 _ d e s c % = b c m A H F C _ 1 0 7 7 _ 0 0 3 7 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 0 1 0 7 7 & s u b s y s _ 0 0 3 7 1 0 7 7
% b c m A H S C _ 1 0 7 7 _ 0 0 3 7 _ d e s c % = b c m A H S C _ 1 0 7 7 _ 0 0 3 7 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 4 1 0 7 7 & s u b s y s _ 0 0 3 7 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 3 8 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 3 8 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 3 8 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 3 9 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 3 9 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 3 9 1 0 7 7
% b c m A H F C _ 1 0 7 7 _ 0 0 3 9 _ d e s c % = b c m A H F C _ 1 0 7 7 _ 0 0 3 9 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 0 1 0 7 7 & s u b s y s _ 0 0 3 9 1 0 7 7
% b c m A H S C _ 1 0 7 7 _ 0 0 3 9 _ d e s c % = b c m A H S C _ 1 0 7 7 _ 0 0 3 9 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 4 1 0 7 7 & s u b s y s _ 0 0 3 9 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 4 1 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 4 1 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 4 1 1 0 7 7
% b c m A H S C _ 1 0 7 7 _ 0 0 4 1 _ d e s c % = b c m A H S C _ 1 0 7 7 _ 0 0 4 1 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 4 1 0 7 7 & s u b s y s _ 0 0 4 1 1 0 7 7
% b c m 5 7 9 8 0 H G _ 1 0 7 7 _ 0 0 4 4 _ d e s c % = b c m 5 7 9 8 0 H G _ 1 0 7 7 _ 0 0 4 4 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 4 4 1 0 7 7 & s u b s y s _ 0 0 4 4 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 4 5 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 4 5 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 4 5 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 4 6 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 4 6 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 4 6 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 4 7 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 4 7 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 4 7 1 0 7 7
% b c m 5 7 9 8 0 _ 1 1 3 7 _ 0 2 4 5 _ d e s c % = b c m 5 7 9 8 0 _ 1 1 3 7 _ 0 2 4 5 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 3 4 1 0 7 7 & s u b s y s _ 0 2 4 5 1 1 3 7
% b c m A H N I C _ 1 1 3 7 _ 0 2 4 6 _ d e s c % = b c m A H N I C _ 1 1 3 7 _ 0 2 4 6 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 2 4 6 1 1 3 7
% b c m A H N I C _ 1 1 3 7 _ 0 2 4 c _ d e s c % = b c m A H N I C _ 1 1 3 7 _ 0 2 4 c _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 2 4 c 1 1 3 7
% b c m A H N I C _ 1 1 3 7 _ 0 2 4 d _ d e s c % = b c m A H N I C _ 1 1 3 7 _ 0 2 4 d _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 2 4 d 1 1 3 7
% b c m 5 7 9 8 0 H G _ 1 1 3 7 _ 0 2 4 e _ d e s c % = b c m 5 7 9 8 0 H G _ 1 1 3 7 _ 0 2 4 e _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 4 4 1 0 7 7 & s u b s y s _ 0 2 4 e 1 1 3 7
% b c m 5 7 9 8 0 T G _ 1 0 7 7 _ e 4 f 5 _ d e s c % = b c m 5 7 9 8 0 T G _ 1 0 7 7 _ e 4 f 5 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 6 1 0 7 7 & s u b s y s _ e 4 f 5 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 0 1 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 0 1 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 0 1 1 0 7 7
% b c m A H F C _ 1 0 7 7 _ 0 0 0 1 _ d e s c % = b c m A H F C _ 1 0 7 7 _ 0 0 0 1 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 0 1 0 7 7 & s u b s y s _ 0 0 0 1 1 0 7 7
% b c m A H S C _ 1 0 7 7 _ 0 0 0 1 _ d e s c % = b c m A H S C _ 1 0 7 7 _ 0 0 0 1 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 4 1 0 7 7 & s u b s y s _ 0 0 0 1 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 0 2 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 0 2 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 0 2 1 0 7 7
% b c m A H F C _ 1 0 7 7 _ 0 0 0 2 _ d e s c % = b c m A H F C _ 1 0 7 7 _ 0 0 0 2 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 0 1 0 7 7 & s u b s y s _ 0 0 0 2 1 0 7 7
% b c m A H S C _ 1 0 7 7 _ 0 0 0 2 _ d e s c % = b c m A H S C _ 1 0 7 7 _ 0 0 0 2 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 4 1 0 7 7 & s u b s y s _ 0 0 0 2 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 0 3 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 0 3 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 0 3 1 0 7 7
% b c m A H F C _ 1 0 7 7 _ 0 0 0 3 _ d e s c % = b c m A H F C _ 1 0 7 7 _ 0 0 0 3 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 0 1 0 7 7 & s u b s y s _ 0 0 0 3 1 0 7 7
% b c m A H S C _ 1 0 7 7 _ 0 0 0 3 _ d e s c % = b c m A H S C _ 1 0 7 7 _ 0 0 0 3 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 4 1 0 7 7 & s u b s y s _ 0 0 0 3 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 0 4 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 0 4 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 0 4 1 0 7 7
% b c m A H F C _ 1 0 7 7 _ 0 0 0 4 _ d e s c % = b c m A H F C _ 1 0 7 7 _ 0 0 0 4 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 0 1 0 7 7 & s u b s y s _ 0 0 0 4 1 0 7 7
% b c m A H S C _ 1 0 7 7 _ 0 0 0 4 _ d e s c % = b c m A H S C _ 1 0 7 7 _ 0 0 0 4 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 4 1 0 7 7 & s u b s y s _ 0 0 0 4 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 0 5 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 0 5 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 0 5 1 0 7 7
% b c m A H F C _ 1 0 7 7 _ 0 0 0 5 _ d e s c % = b c m A H F C _ 1 0 7 7 _ 0 0 0 5 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 0 1 0 7 7 & s u b s y s _ 0 0 0 5 1 0 7 7
% b c m A H S C _ 1 0 7 7 _ 0 0 0 5 _ d e s c % = b c m A H S C _ 1 0 7 7 _ 0 0 0 5 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 4 1 0 7 7 & s u b s y s _ 0 0 0 5 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 0 6 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 0 6 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 0 6 1 0 7 7
% b c m A H F C _ 1 0 7 7 _ 0 0 0 6 _ d e s c % = b c m A H F C _ 1 0 7 7 _ 0 0 0 6 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 0 1 0 7 7 & s u b s y s _ 0 0 0 6 1 0 7 7
% b c m A H S C _ 1 0 7 7 _ 0 0 0 6 _ d e s c % = b c m A H S C _ 1 0 7 7 _ 0 0 0 6 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 4 1 0 7 7 & s u b s y s _ 0 0 0 6 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 0 7 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 0 7 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 0 7 1 0 7 7
% b c m A H F C _ 1 0 7 7 _ 0 0 0 7 _ d e s c % = b c m A H F C _ 1 0 7 7 _ 0 0 0 7 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 0 1 0 7 7 & s u b s y s _ 0 0 0 7 1 0 7 7
% b c m A H S C _ 1 0 7 7 _ 0 0 0 7 _ d e s c % = b c m A H S C _ 1 0 7 7 _ 0 0 0 7 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 4 1 0 7 7 & s u b s y s _ 0 0 0 7 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 0 9 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 0 9 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 0 9 1 0 7 7
% b c m A H F C _ 1 0 7 7 _ 0 0 0 9 _ d e s c % = b c m A H F C _ 1 0 7 7 _ 0 0 0 9 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 0 1 0 7 7 & s u b s y s _ 0 0 0 9 1 0 7 7
% b c m A H S C _ 1 0 7 7 _ 0 0 0 9 _ d e s c % = b c m A H S C _ 1 0 7 7 _ 0 0 0 9 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 4 1 0 7 7 & s u b s y s _ 0 0 0 9 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 0 b _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 0 b _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 0 b 1 0 7 7
% b c m A H F C _ 1 0 7 7 _ 0 0 0 b _ d e s c % = b c m A H F C _ 1 0 7 7 _ 0 0 0 b _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 0 1 0 7 7 & s u b s y s _ 0 0 0 b 1 0 7 7
% b c m A H S C _ 1 0 7 7 _ 0 0 0 b _ d e s c % = b c m A H S C _ 1 0 7 7 _ 0 0 0 b _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 4 1 0 7 7 & s u b s y s _ 0 0 0 b 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 0 c _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 0 c _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 0 c 1 0 7 7
% b c m A H F C _ 1 0 7 7 _ 0 0 0 c _ d e s c % = b c m A H F C _ 1 0 7 7 _ 0 0 0 c _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 0 1 0 7 7 & s u b s y s _ 0 0 0 c 1 0 7 7
% b c m A H S C _ 1 0 7 7 _ 0 0 0 c _ d e s c % = b c m A H S C _ 1 0 7 7 _ 0 0 0 c _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 4 1 0 7 7 & s u b s y s _ 0 0 0 c 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 0 f _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 0 f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 0 f 1 0 7 7
% b c m A H F C _ 1 0 7 7 _ 0 0 0 f _ d e s c % = b c m A H F C _ 1 0 7 7 _ 0 0 0 f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 0 1 0 7 7 & s u b s y s _ 0 0 0 f 1 0 7 7
% b c m A H S C _ 1 0 7 7 _ 0 0 0 f _ d e s c % = b c m A H S C _ 1 0 7 7 _ 0 0 0 f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 4 1 0 7 7 & s u b s y s _ 0 0 0 f 1 0 7 7
% b c m A H N I C _ 1 0 7 7 _ 0 0 1 0 _ d e s c % = b c m A H N I C _ 1 0 7 7 _ 0 0 1 0 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 0 1 0 1 0 7 7
% b c m 5 7 9 8 0 H G _ 1 5 2 d _ 8 9 f f _ d e s c % = b c m 5 7 9 8 0 H G _ 1 5 2 d _ 8 9 f f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 4 4 1 0 7 7 & s u b s y s _ 8 9 f f 1 5 2 d
% b c m 5 7 9 8 0 T G _ 1 5 2 d _ 8 a 1 0 _ d e s c % = b c m 5 7 9 8 0 T G _ 1 5 2 d _ 8 a 1 0 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 6 1 0 7 7 & s u b s y s _ 8 a 1 0 1 5 2 d
% b c m 5 7 9 8 0 T G _ 1 5 2 d _ 8 a 1 4 _ d e s c % = b c m 5 7 9 8 0 T G _ 1 5 2 d _ 8 a 1 4 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 6 1 0 7 7 & s u b s y s _ 8 a 1 4 1 5 2 d
% b c m 5 7 9 8 0 H G _ 1 5 2 d _ 8 a 5 7 _ d e s c % = b c m 5 7 9 8 0 H G _ 1 5 2 d _ 8 a 5 7 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 4 4 1 0 7 7 & s u b s y s _ 8 a 5 7 1 5 2 d
% b c m 5 7 9 8 0 _ 1 5 2 d _ 8 a 0 c _ d e s c % = b c m 5 7 9 8 0 _ 1 5 2 d _ 8 a 0 c _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 3 4 1 0 7 7 & s u b s y s _ 8 a 0 c 1 5 2 d
% b c m 5 7 9 8 0 T G _ 1 5 2 d _ 8 a 5 9 _ d e s c % = b c m 5 7 9 8 0 T G _ 1 5 2 d _ 8 a 5 9 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 6 1 0 7 7 & s u b s y s _ 8 a 5 9 1 5 2 d
% b c m 5 7 9 8 0 T G _ 1 5 2 d _ 8 a 5 8 _ d e s c % = b c m 5 7 9 8 0 T G _ 1 5 2 d _ 8 a 5 8 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 6 1 0 7 7 & s u b s y s _ 8 a 5 8 1 5 2 d
% b c m A H N I C _ 1 4 5 8 _ 1 0 0 0 _ d e s c % = b c m A H N I C _ 1 4 5 8 _ 1 0 0 0 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 1 0 0 0 1 4 5 8
% b c m 5 7 9 8 0 T G _ 1 5 2 d _ 8 b 1 3 _ d e s c % = b c m 5 7 9 8 0 T G _ 1 5 2 d _ 8 b 1 3 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 6 1 0 7 7 & s u b s y s _ 8 b 1 3 1 5 2 d
% b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 1 _ v f _ d e s c % = b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 1 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 3 7 1 0 7 7 & s u b s y s _ e 4 f 1 1 0 7 7
% b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 1 _ n w 8 v f _ d e s c % = b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 1 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 1 6 3 7 1 0 7 7 & s u b s y s _ e 4 f 1 1 0 7 7
% b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 1 _ v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 1 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ e 4 f 1 1 0 7 7
% b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 1 _ n w 8 v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 1 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ e 4 f 1 1 0 7 7
% b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 2 _ v f _ d e s c % = b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 2 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 3 7 1 0 7 7 & s u b s y s _ e 4 f 2 1 0 7 7
% b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 2 _ n w 8 v f _ d e s c % = b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 2 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 1 6 3 7 1 0 7 7 & s u b s y s _ e 4 f 2 1 0 7 7
% b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 2 _ v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 2 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ e 4 f 2 1 0 7 7
% b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 2 _ n w 8 v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 2 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ e 4 f 2 1 0 7 7
% b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 3 _ v f _ d e s c % = b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 3 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 3 7 1 0 7 7 & s u b s y s _ e 4 f 3 1 0 7 7
% b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 3 _ n w 8 v f _ d e s c % = b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 3 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 1 6 3 7 1 0 7 7 & s u b s y s _ e 4 f 3 1 0 7 7
% b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 3 _ v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 3 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ e 4 f 3 1 0 7 7
% b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 3 _ n w 8 v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 3 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ e 4 f 3 1 0 7 7
% b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 4 _ v f _ d e s c % = b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 4 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 3 7 1 0 7 7 & s u b s y s _ e 4 f 4 1 0 7 7
% b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 4 _ n w 8 v f _ d e s c % = b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 4 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 1 6 3 7 1 0 7 7 & s u b s y s _ e 4 f 4 1 0 7 7
% b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 4 _ v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 4 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ e 4 f 4 1 0 7 7
% b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 4 _ n w 8 v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 4 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ e 4 f 4 1 0 7 7
% b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 9 _ v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 9 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ e 4 f 9 1 0 7 7
% b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 9 _ n w 8 v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 9 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ e 4 f 9 1 0 7 7
% b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f a _ v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f a _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ e 4 f a 1 0 7 7
% b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f a _ n w 8 v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f a _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ e 4 f a 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 0 d _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 0 d _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 0 d 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 0 d _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 0 d _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 0 d 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 0 e _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 0 e _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 0 e 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 0 e _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 0 e _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 0 e 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 1 1 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 1 1 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 1 1 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 1 1 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 1 1 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 1 1 1 0 7 7
% b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f b _ v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f b _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ e 4 f b 1 0 7 7
% b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f b _ n w 8 v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f b _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ e 4 f b 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 1 2 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 1 2 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 1 2 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 1 2 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 1 2 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 1 2 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 1 3 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 1 3 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 1 3 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 1 3 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 1 3 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 1 3 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 1 4 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 1 4 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 1 4 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 1 4 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 1 4 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 1 4 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 1 5 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 1 5 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 1 5 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 1 5 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 1 5 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 1 5 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 1 6 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 1 6 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 1 6 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 1 6 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 1 6 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 1 6 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 1 8 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 1 8 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 1 8 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 1 8 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 1 8 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 1 8 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 1 9 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 1 9 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 1 9 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 1 9 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 1 9 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 1 9 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 2 0 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 2 0 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 2 0 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 2 0 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 2 0 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 2 0 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 2 1 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 2 1 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 2 1 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 2 1 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 2 1 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 2 1 1 0 7 7
% b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 2 2 _ v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 2 2 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ 0 0 2 2 1 0 7 7
% b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 2 2 _ n w 8 v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 2 2 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ 0 0 2 2 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 2 4 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 2 4 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 2 4 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 2 4 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 2 4 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 2 4 1 0 7 7
% b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 2 5 _ v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 2 5 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ 0 0 2 5 1 0 7 7
% b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 2 5 _ n w 8 v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 2 5 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ 0 0 2 5 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 2 6 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 2 6 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 2 6 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 2 6 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 2 6 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 2 6 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 2 9 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 2 9 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 2 9 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 2 9 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 2 9 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 2 9 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 3 0 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 3 0 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 3 0 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 3 0 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 3 0 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 3 0 1 0 7 7
% b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 2 _ v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 2 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ 0 0 3 2 1 0 7 7
% b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 2 _ n w 8 v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 2 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ 0 0 3 2 1 0 7 7
% b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 3 _ v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 3 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ 0 0 3 3 1 0 7 7
% b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 3 _ n w 8 v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 3 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ 0 0 3 3 1 0 7 7
% b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 4 _ v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 4 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ 0 0 3 4 1 0 7 7
% b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 4 _ n w 8 v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 4 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ 0 0 3 4 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 3 5 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 3 5 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 3 5 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 3 5 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 3 5 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 3 5 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 3 6 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 3 6 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 3 6 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 3 6 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 3 6 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 3 6 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 3 7 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 3 7 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 3 7 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 3 7 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 3 7 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 3 7 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 3 8 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 3 8 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 3 8 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 3 8 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 3 8 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 3 8 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 3 9 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 3 9 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 3 9 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 3 9 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 3 9 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 3 9 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 4 1 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 4 1 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 4 1 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 4 1 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 4 1 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 4 1 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 4 5 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 4 5 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 4 5 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 4 5 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 4 5 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 4 5 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 4 6 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 4 6 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 4 6 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 4 6 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 4 6 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 4 6 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 4 7 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 4 7 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 4 7 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 4 7 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 4 7 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 4 7 1 0 7 7
% b c m 5 7 9 8 0 S R X _ 1 1 3 7 _ 0 2 3 4 _ v f _ d e s c % = b c m 5 7 9 8 0 S R X _ 1 1 3 7 _ 0 2 3 4 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 3 7 1 0 7 7 & s u b s y s _ 0 2 3 4 1 1 3 7
% b c m 5 7 9 8 0 S R X _ 1 1 3 7 _ 0 2 3 4 _ n w 8 v f _ d e s c % = b c m 5 7 9 8 0 S R X _ 1 1 3 7 _ 0 2 3 4 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 1 6 3 7 1 0 7 7 & s u b s y s _ 0 2 3 4 1 1 3 7
% b c m A H V N I C _ 1 1 3 7 _ 0 2 4 6 _ v f _ d e s c % = b c m A H V N I C _ 1 1 3 7 _ 0 2 4 6 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 2 4 6 1 1 3 7
% b c m A H V N I C _ 1 1 3 7 _ 0 2 4 6 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 1 3 7 _ 0 2 4 6 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 2 4 6 1 1 3 7
% b c m A H V N I C _ 1 1 3 7 _ 0 2 4 c _ v f _ d e s c % = b c m A H V N I C _ 1 1 3 7 _ 0 2 4 c _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 2 4 c 1 1 3 7
% b c m A H V N I C _ 1 1 3 7 _ 0 2 4 c _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 1 3 7 _ 0 2 4 c _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 2 4 c 1 1 3 7
% b c m A H V N I C _ 1 1 3 7 _ 0 2 4 d _ v f _ d e s c % = b c m A H V N I C _ 1 1 3 7 _ 0 2 4 d _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 2 4 d 1 1 3 7
% b c m A H V N I C _ 1 1 3 7 _ 0 2 4 d _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 1 3 7 _ 0 2 4 d _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 2 4 d 1 1 3 7
% b c m 5 7 9 8 0 S R _ 1 1 3 7 _ 0 2 4 e _ v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 1 3 7 _ 0 2 4 e _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ 0 2 4 e 1 1 3 7
% b c m 5 7 9 8 0 S R _ 1 1 3 7 _ 0 2 4 e _ n w 8 v f _ d e s c % = b c m 5 7 9 8 0 S R _ 1 1 3 7 _ 0 2 4 e _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ 0 2 4 e 1 1 3 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 0 3 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 0 3 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 0 3 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 0 3 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 0 3 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 0 3 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 0 4 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 0 4 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 0 4 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 0 4 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 0 4 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 0 4 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 0 5 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 0 5 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 0 5 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 0 5 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 0 5 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 0 5 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 0 6 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 0 6 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 0 6 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 0 6 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 0 6 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 0 6 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 0 7 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 0 7 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 0 7 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 0 7 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 0 7 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 0 7 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 0 9 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 0 9 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 0 9 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 0 9 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 0 9 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 0 9 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 0 c _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 0 c _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 0 c 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 0 c _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 0 c _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 0 c 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 0 f _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 0 f _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 0 f 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 0 f _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 0 f _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 0 f 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 1 0 _ v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 1 0 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 1 0 1 0 7 7
% b c m A H V N I C _ 1 0 7 7 _ 0 0 1 0 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 0 7 7 _ 0 0 1 0 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 0 1 0 1 0 7 7
% b c m A H V N I C _ 1 4 5 8 _ 1 0 0 0 _ v f _ d e s c % = b c m A H V N I C _ 1 4 5 8 _ 1 0 0 0 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 1 0 0 0 1 4 5 8
% b c m A H V N I C _ 1 4 5 8 _ 1 0 0 0 _ n w 8 v f _ d e s c % = b c m A H V N I C _ 1 4 5 8 _ 1 0 0 0 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 1 0 0 0 1 4 5 8
% q l c 5 7 9 8 0 _ 1 6 3 7 _ v f _ d e s c % = q l c 5 7 9 8 0 _ 1 6 3 7 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 3 7 1 0 7 7
% q l c 5 7 9 8 0 _ 1 6 3 7 _ n w 8 v f _ d e s c % = q l c 5 7 9 8 0 _ 1 6 3 7 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 1 6 3 7 1 0 7 7
% q l c 5 7 9 8 0 _ 1 6 6 4 _ v f _ d e s c % = q l c 5 7 9 8 0 _ 1 6 6 4 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 6 4 1 0 7 7
% q l c 5 7 9 8 0 _ 1 6 6 4 _ n w 8 v f _ d e s c % = q l c 5 7 9 8 0 _ 1 6 6 4 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 1 6 6 4 1 0 7 7
% q l c A H _ 8 0 9 0 _ v f _ d e s c % = q l c A H _ 8 0 9 0 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7
% q l c A H _ 8 0 9 0 _ n w 8 v f _ d e s c % = q l c A H _ 8 0 9 0 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7
% h p 5 7 9 8 0 T G _ 1 6 5 6 _ 0 0 c f _ d e s c % = h p 5 7 9 8 0 T G _ 1 6 5 6 _ 0 0 c f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 6 1 0 7 7 & s u b s y s _ 0 0 c f 1 5 9 0
% h p 5 7 9 8 0 F G _ 1 6 5 4 _ 0 2 2 3 _ d e s c % = h p 5 7 9 8 0 F G _ 1 6 5 4 _ 0 2 2 3 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 4 1 0 7 7 & s u b s y s _ 0 2 2 3 1 5 9 0
% h p A H N I C _ 8 0 7 0 _ 0 2 1 d _ d e s c % = h p A H N I C _ 8 0 7 0 _ 0 2 1 d _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 2 1 d 1 5 9 0
% h p A H N I C _ 8 0 7 0 _ 0 2 1 f _ d e s c % = h p A H N I C _ 8 0 7 0 _ 0 2 1 f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 2 1 f 1 5 9 0
% h p A H F C _ 8 0 8 0 _ 0 2 1 f _ d e s c % = h p A H F C _ 8 0 8 0 _ 0 2 1 f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 0 1 0 7 7 & s u b s y s _ 0 2 1 f 1 5 9 0
% h p A H S C _ 8 0 8 4 _ 0 2 1 f _ d e s c % = h p A H S C _ 8 0 8 4 _ 0 2 1 f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 4 1 0 7 7 & s u b s y s _ 0 2 1 f 1 5 9 0
% h p A H N I C _ 8 0 7 0 _ 0 2 2 0 _ d e s c % = h p A H N I C _ 8 0 7 0 _ 0 2 2 0 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 2 2 0 1 5 9 0
% h p A H N I C _ 8 0 7 0 _ 0 2 1 e _ d e s c % = h p A H N I C _ 8 0 7 0 _ 0 2 1 e _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 2 1 e 1 5 9 0
% h p A H F C _ 8 0 8 0 _ 0 2 1 e _ d e s c % = h p A H F C _ 8 0 8 0 _ 0 2 1 e _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 0 1 0 7 7 & s u b s y s _ 0 2 1 e 1 5 9 0
% h p A H S C _ 8 0 8 4 _ 0 2 1 e _ d e s c % = h p A H S C _ 8 0 8 4 _ 0 2 1 e _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 4 1 0 7 7 & s u b s y s _ 0 2 1 e 1 5 9 0
% h p A H N I C _ 8 0 7 0 _ 0 2 1 b _ d e s c % = h p A H N I C _ 8 0 7 0 _ 0 2 1 b _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 2 1 b 1 5 9 0
% h p A H F C _ 8 0 8 0 _ 0 2 1 b _ d e s c % = h p A H F C _ 8 0 8 0 _ 0 2 1 b _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 0 1 0 7 7 & s u b s y s _ 0 2 1 b 1 5 9 0
% h p A H S C _ 8 0 8 4 _ 0 2 1 b _ d e s c % = h p A H S C _ 8 0 8 4 _ 0 2 1 b _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 4 1 0 7 7 & s u b s y s _ 0 2 1 b 1 5 9 0
% h p A H N I C _ 8 0 7 0 _ 0 2 1 a _ d e s c % = h p A H N I C _ 8 0 7 0 _ 0 2 1 a _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 7 0 1 0 7 7 & s u b s y s _ 0 2 1 a 1 5 9 0
% h p A H F C _ 8 0 8 0 _ 0 2 1 a _ d e s c % = h p A H F C _ 8 0 8 0 _ 0 2 1 a _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 0 1 0 7 7 & s u b s y s _ 0 2 1 a 1 5 9 0
% h p A H S C _ 8 0 8 4 _ 0 2 1 a _ d e s c % = h p A H S C _ 8 0 8 4 _ 0 2 1 a _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 8 4 1 0 7 7 & s u b s y s _ 0 2 1 a 1 5 9 0
% h p 5 7 9 8 0 T G _ 1 6 5 6 _ 0 2 4 5 _ d e s c % = h p 5 7 9 8 0 T G _ 1 6 5 6 _ 0 2 4 5 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 6 1 0 7 7 & s u b s y s _ 0 2 4 5 1 5 9 0
% h p 5 7 9 8 0 F C _ 1 6 5 c _ 0 2 4 5 _ d e s c % = h p 5 7 9 8 0 F C _ 1 6 5 c _ 0 2 4 5 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 c 1 0 7 7 & s u b s y s _ 0 2 4 5 1 5 9 0
% h p 5 7 9 8 0 S C _ 1 6 5 e _ 0 2 4 5 _ d e s c % = h p 5 7 9 8 0 S C _ 1 6 5 e _ 0 2 4 5 _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 5 e 1 0 7 7 & s u b s y s _ 0 2 4 5 1 5 9 0
% h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 0 c f _ v f _ d e s c % = h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 0 c f _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ 0 0 c f 1 5 9 0
% h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 0 c f _ n w 8 v f _ d e s c % = h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 0 c f _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ 0 0 c f 1 5 9 0
% h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 2 2 3 _ v f _ d e s c % = h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 2 2 3 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ 0 2 2 3 1 5 9 0
% h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 2 2 3 _ n w 8 v f _ d e s c % = h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 2 2 3 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ 0 2 2 3 1 5 9 0
% h p A H V N I C _ 8 0 9 0 _ 0 2 1 d _ v f _ d e s c % = h p A H V N I C _ 8 0 9 0 _ 0 2 1 d _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 2 1 d 1 5 9 0
% h p A H V N I C _ 8 0 9 0 _ 0 2 1 d _ n w 8 v f _ d e s c % = h p A H V N I C _ 8 0 9 0 _ 0 2 1 d _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 2 1 d 1 5 9 0
% h p A H V N I C _ 8 0 9 0 _ 0 2 1 f _ v f _ d e s c % = h p A H V N I C _ 8 0 9 0 _ 0 2 1 f _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 2 1 f 1 5 9 0
% h p A H V N I C _ 8 0 9 0 _ 0 2 1 f _ n w 8 v f _ d e s c % = h p A H V N I C _ 8 0 9 0 _ 0 2 1 f _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 2 1 f 1 5 9 0
% h p A H V N I C _ 8 0 9 0 _ 0 2 2 0 _ v f _ d e s c % = h p A H V N I C _ 8 0 9 0 _ 0 2 2 0 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 2 2 0 1 5 9 0
% h p A H V N I C _ 8 0 9 0 _ 0 2 2 0 _ n w 8 v f _ d e s c % = h p A H V N I C _ 8 0 9 0 _ 0 2 2 0 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 2 2 0 1 5 9 0
% h p A H V N I C _ 8 0 9 0 _ 0 2 1 e _ v f _ d e s c % = h p A H V N I C _ 8 0 9 0 _ 0 2 1 e _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 2 1 e 1 5 9 0
% h p A H V N I C _ 8 0 9 0 _ 0 2 1 e _ n w 8 v f _ d e s c % = h p A H V N I C _ 8 0 9 0 _ 0 2 1 e _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 2 1 e 1 5 9 0
% h p A H V N I C _ 8 0 9 0 _ 0 2 1 b _ v f _ d e s c % = h p A H V N I C _ 8 0 9 0 _ 0 2 1 b _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 2 1 b 1 5 9 0
% h p A H V N I C _ 8 0 9 0 _ 0 2 1 b _ n w 8 v f _ d e s c % = h p A H V N I C _ 8 0 9 0 _ 0 2 1 b _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 2 1 b 1 5 9 0
% h p A H V N I C _ 8 0 9 0 _ 0 2 1 a _ v f _ d e s c % = h p A H V N I C _ 8 0 9 0 _ 0 2 1 a _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 2 1 a 1 5 9 0
% h p A H V N I C _ 8 0 9 0 _ 0 2 1 a _ n w 8 v f _ d e s c % = h p A H V N I C _ 8 0 9 0 _ 0 2 1 a _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 8 0 9 0 1 0 7 7 & s u b s y s _ 0 2 1 a 1 5 9 0
% h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 2 4 5 _ v f _ d e s c % = h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 2 4 5 _ v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ 0 2 4 5 1 5 9 0
% h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 2 4 5 _ n w 8 v f _ d e s c % = h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 2 4 5 _ n w 8 v f _ a m d 6 4 w i n 1 0 , q e b d r v \ l 2 n d v & p c i _ 1 6 6 4 1 0 7 7 & s u b s y s _ 0 2 4 5 1 5 9 0
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; a m d 6 4 i n s t a l l s e c t i o n s f o r W i n d o w s 2 0 1 6 S e r v e r .
; * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * *
[ q l c 5 7 9 8 0 _ 1 6 5 6 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ r o c e _ m o d e , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n t , p a r a m s _ r s s , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ v m q , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ q l c 5 7 9 8 0 _ 1 6 5 6 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ q l c 5 7 9 8 0 _ 1 6 3 4 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ r o c e _ m o d e , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n t , p a r a m s _ r s s , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ v m q , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ q l c 5 7 9 8 0 _ 1 6 3 4 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ q l c 5 7 9 8 0 _ 1 6 5 4 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ r o c e _ m o d e , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n t , p a r a m s _ r s s , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ v m q , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ q l c 5 7 9 8 0 _ 1 6 5 4 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ q l c 5 7 9 8 0 _ 1 6 4 4 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ q l c 5 7 9 8 0 _ 1 6 4 4 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ q l c A H _ 8 0 7 0 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ r o c e _ m o d e , p a r a m s _ i w a r p , p a r a m s _ i w a r p , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n t , p a r a m s _ r s s , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ v m q , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ q l c A H _ 8 0 7 0 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 _ 1 0 7 7 _ e 4 f 1 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 4 0 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 _ 1 0 7 7 _ e 4 f 1 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 Q P _ 1 0 7 7 _ e 4 f 1 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 5 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 Q P _ 1 0 7 7 _ e 4 f 1 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 N P _ 1 0 7 7 _ e 4 f 1 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ a u t o _ n o _ e n u m , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a u t o _ n o _ e n u m , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 N P _ 1 0 7 7 _ e 4 f 1 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 F C X _ 1 0 7 7 _ e 4 f 1 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 4 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 4 0 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 F C X _ 1 0 7 7 _ e 4 f 1 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S C X _ 1 0 7 7 _ e 4 f 1 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 4 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 4 0 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S C X _ 1 0 7 7 _ e 4 f 1 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 F C _ 1 0 7 7 _ e 4 f 1 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 4 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 4 0 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 F C _ 1 0 7 7 _ e 4 f 1 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S C _ 1 0 7 7 _ e 4 f 1 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 4 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 4 0 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S C _ 1 0 7 7 _ e 4 f 1 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 _ 1 0 7 7 _ e 4 f 2 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 4 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 4 0 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 _ 1 0 7 7 _ e 4 f 2 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 Q P _ 1 0 7 7 _ e 4 f 2 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 5 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 Q P _ 1 0 7 7 _ e 4 f 2 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 N P _ 1 0 7 7 _ e 4 f 2 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ a u t o _ n o _ e n u m , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a u t o _ n o _ e n u m , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 N P _ 1 0 7 7 _ e 4 f 2 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 F C X _ 1 0 7 7 _ e 4 f 2 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 4 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 4 0 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 F C X _ 1 0 7 7 _ e 4 f 2 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S C X _ 1 0 7 7 _ e 4 f 2 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 4 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 4 0 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S C X _ 1 0 7 7 _ e 4 f 2 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 F C _ 1 0 7 7 _ e 4 f 2 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 4 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 4 0 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 F C _ 1 0 7 7 _ e 4 f 2 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S C _ 1 0 7 7 _ e 4 f 2 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 4 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 4 0 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S C _ 1 0 7 7 _ e 4 f 2 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 _ 1 0 7 7 _ e 4 f 3 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 4 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 4 0 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 _ 1 0 7 7 _ e 4 f 3 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 Q P _ 1 0 7 7 _ e 4 f 3 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 5 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 Q P _ 1 0 7 7 _ e 4 f 3 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 N P _ 1 0 7 7 _ e 4 f 3 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ a u t o _ n o _ e n u m , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a u t o _ n o _ e n u m , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 N P _ 1 0 7 7 _ e 4 f 3 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 _ 1 0 7 7 _ e 4 f 4 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 4 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 4 0 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 _ 1 0 7 7 _ e 4 f 4 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 Q P _ 1 0 7 7 _ e 4 f 4 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 5 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 Q P _ 1 0 7 7 _ e 4 f 4 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 N P _ 1 0 7 7 _ e 4 f 4 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ a u t o _ n o _ e n u m , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a u t o _ n o _ e n u m , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 N P _ 1 0 7 7 _ e 4 f 4 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 T G _ 1 0 7 7 _ e 4 f 6 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 T G _ 1 0 7 7 _ e 4 f 6 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 T G _ 1 0 7 7 _ e 4 f 7 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 T G _ 1 0 7 7 _ e 4 f 7 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 H G _ 1 0 7 7 _ e 4 f 8 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 0 G , p a r a m s _ s p e e d _ 1 0 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 H G _ 1 0 7 7 _ e 4 f 8 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 _ 1 0 7 7 _ e 4 f 9 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 4 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 4 0 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 _ 1 0 7 7 _ e 4 f 9 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 F C _ 1 0 7 7 _ e 4 f 9 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 4 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 4 0 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 F C _ 1 0 7 7 _ e 4 f 9 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S C _ 1 0 7 7 _ e 4 f 9 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 4 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 4 0 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S C _ 1 0 7 7 _ e 4 f 9 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 F G _ 1 0 7 7 _ e 4 f a _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G , p a r a m s _ s p e e d _ 5 0 G , p a r a m s _ s p e e d _ 5 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 F G _ 1 0 7 7 _ e 4 f a _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 F C _ 1 0 7 7 _ e 4 f a _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G , p a r a m s _ s p e e d _ 5 0 G , p a r a m s _ s p e e d _ 5 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 F C _ 1 0 7 7 _ e 4 f a _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S C _ 1 0 7 7 _ e 4 f a _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G , p a r a m s _ s p e e d _ 5 0 G , p a r a m s _ s p e e d _ 5 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S C _ 1 0 7 7 _ e 4 f a _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 T G _ 1 0 7 7 _ e 4 f 8 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 5 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G , p a r a m s _ s p e e d _ 2 5 G _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 T G _ 1 0 7 7 _ e 4 f 8 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 F G _ 1 0 7 7 _ e 4 f 8 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G , p a r a m s _ s p e e d _ 5 0 G , p a r a m s _ s p e e d _ 5 0 G _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 F G _ 1 0 7 7 _ e 4 f 8 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 d _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 d _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H F C _ 1 0 7 7 _ 0 0 0 d _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H F C _ 1 0 7 7 _ 0 0 0 d _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H S C _ 1 0 7 7 _ 0 0 0 d _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H S C _ 1 0 7 7 _ 0 0 0 d _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 e _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 e _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 1 1 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 1 1 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 T G _ 1 0 7 7 _ e 4 f b _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 T G _ 1 0 7 7 _ e 4 f b _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 F C _ 1 0 7 7 _ e 4 f b _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 2 5 G , p a r a m s _ s p e e d _ 2 5 G _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 F C _ 1 0 7 7 _ e 4 f b _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S C _ 1 0 7 7 _ e 4 f b _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 2 5 G , p a r a m s _ s p e e d _ 2 5 G _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S C _ 1 0 7 7 _ e 4 f b _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 1 2 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 1 2 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H F C _ 1 0 7 7 _ 0 0 1 2 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H F C _ 1 0 7 7 _ 0 0 1 2 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H S C _ 1 0 7 7 _ 0 0 1 2 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H S C _ 1 0 7 7 _ 0 0 1 2 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 1 3 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 1 3 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H F C _ 1 0 7 7 _ 0 0 1 3 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H F C _ 1 0 7 7 _ 0 0 1 3 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H S C T _ 1 0 7 7 _ 0 0 1 3 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H S C T _ 1 0 7 7 _ 0 0 1 3 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 1 4 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 1 4 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H F C _ 1 0 7 7 _ 0 0 1 4 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H F C _ 1 0 7 7 _ 0 0 1 4 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H S C T _ 1 0 7 7 _ 0 0 1 4 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H S C T _ 1 0 7 7 _ 0 0 1 4 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 1 5 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 1 5 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H F C _ 1 0 7 7 _ 0 0 1 5 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H F C _ 1 0 7 7 _ 0 0 1 5 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H S C _ 1 0 7 7 _ 0 0 1 5 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H S C _ 1 0 7 7 _ 0 0 1 5 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 1 6 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 1 6 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 1 8 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 1 8 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 1 9 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 1 9 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 2 0 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 2 0 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 2 1 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 2 1 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 T G _ 1 0 7 7 _ 0 0 2 2 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 5 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 T G _ 1 0 7 7 _ 0 0 2 2 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 T G _ 1 0 7 7 _ 0 0 2 3 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G , p a r a m s _ s p e e d _ 2 5 G _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 T G _ 1 0 7 7 _ 0 0 2 3 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 2 4 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 2 4 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 H G _ 1 0 7 7 _ 0 0 2 5 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 0 G , p a r a m s _ s p e e d _ 1 0 0 G _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 H G _ 1 0 7 7 _ 0 0 2 5 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 2 6 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 2 6 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 2 9 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 2 9 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 3 0 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 3 0 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 F G _ 1 0 7 7 _ 0 0 3 2 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 2 5 G , p a r a m s _ s p e e d _ 5 0 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ d i s a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 F G _ 1 0 7 7 _ 0 0 3 2 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 T G _ 1 0 7 7 _ 0 0 3 3 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 5 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ d i s a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 T G _ 1 0 7 7 _ 0 0 3 3 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 F G _ 1 0 7 7 _ 0 0 3 4 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 2 5 G , p a r a m s _ s p e e d _ 5 0 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ d i s a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 F G _ 1 0 7 7 _ 0 0 3 4 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 F C _ 1 0 7 7 _ 0 0 3 4 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ 2 5 G , p a r a m s _ s p e e d _ 5 0 G , p a r a m s _ s p e e d _ 5 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 F C _ 1 0 7 7 _ 0 0 3 4 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S C _ 1 0 7 7 _ 0 0 3 4 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ 2 5 G , p a r a m s _ s p e e d _ 5 0 G , p a r a m s _ s p e e d _ 5 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S C _ 1 0 7 7 _ 0 0 3 4 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 3 5 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ E E E , p a r a m s _ E E E _ e n a b l e d , p a r a m s _ E e e C t r l M o d e , p a r a m s _ E e e C t r l M o d e _ b a l a n c e , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 4 8 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ d i s a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 3 5 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 3 6 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 3 6 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H F C _ 1 0 7 7 _ 0 0 3 6 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H F C _ 1 0 7 7 _ 0 0 3 6 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H S C _ 1 0 7 7 _ 0 0 3 6 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H S C _ 1 0 7 7 _ 0 0 3 6 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 3 7 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 3 7 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H F C _ 1 0 7 7 _ 0 0 3 7 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H F C _ 1 0 7 7 _ 0 0 3 7 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H S C _ 1 0 7 7 _ 0 0 3 7 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H S C _ 1 0 7 7 _ 0 0 3 7 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 3 8 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 3 8 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 3 9 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ E E E , p a r a m s _ E E E _ e n a b l e d , p a r a m s _ E e e C t r l M o d e , p a r a m s _ E e e C t r l M o d e _ b a l a n c e , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 4 8 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ d i s a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 3 9 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H F C _ 1 0 7 7 _ 0 0 3 9 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H F C _ 1 0 7 7 _ 0 0 3 9 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H S C _ 1 0 7 7 _ 0 0 3 9 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H S C _ 1 0 7 7 _ 0 0 3 9 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 4 1 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 4 1 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H S C _ 1 0 7 7 _ 0 0 4 1 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a u t o _ n o _ e n u m , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H S C _ 1 0 7 7 _ 0 0 4 1 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 H G _ 1 0 7 7 _ 0 0 4 4 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 0 G , p a r a m s _ s p e e d _ 1 0 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 H G _ 1 0 7 7 _ 0 0 4 4 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 4 5 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 4 5 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 4 6 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 4 6 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 4 7 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 4 7 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 _ 1 1 3 7 _ 0 2 4 5 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 4 0 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 _ 1 1 3 7 _ 0 2 4 5 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 1 3 7 _ 0 2 4 6 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 1 3 7 _ 0 2 4 6 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 1 3 7 _ 0 2 4 c _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 1 3 7 _ 0 2 4 c _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 1 3 7 _ 0 2 4 d _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 1 3 7 _ 0 2 4 d _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 H G _ 1 1 3 7 _ 0 2 4 e _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 0 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 H G _ 1 1 3 7 _ 0 2 4 e _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 T G _ 1 0 7 7 _ e 4 f 5 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 T G _ 1 0 7 7 _ e 4 f 5 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 1 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ E E E , p a r a m s _ E E E _ e n a b l e d , p a r a m s _ E e e C t r l M o d e , p a r a m s _ E e e C t r l M o d e _ b a l a n c e , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 1 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H F C _ 1 0 7 7 _ 0 0 0 1 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H F C _ 1 0 7 7 _ 0 0 0 1 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H S C _ 1 0 7 7 _ 0 0 0 1 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H S C _ 1 0 7 7 _ 0 0 0 1 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 2 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ E E E , p a r a m s _ E E E _ e n a b l e d , p a r a m s _ E e e C t r l M o d e , p a r a m s _ E e e C t r l M o d e _ b a l a n c e , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 2 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H F C _ 1 0 7 7 _ 0 0 0 2 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H F C _ 1 0 7 7 _ 0 0 0 2 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H S C _ 1 0 7 7 _ 0 0 0 2 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H S C _ 1 0 7 7 _ 0 0 0 2 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 3 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ E E E , p a r a m s _ E E E _ e n a b l e d , p a r a m s _ E e e C t r l M o d e , p a r a m s _ E e e C t r l M o d e _ b a l a n c e , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 4 8 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 3 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H F C _ 1 0 7 7 _ 0 0 0 3 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H F C _ 1 0 7 7 _ 0 0 0 3 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H S C _ 1 0 7 7 _ 0 0 0 3 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H S C _ 1 0 7 7 _ 0 0 0 3 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 4 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ E E E , p a r a m s _ E E E _ e n a b l e d , p a r a m s _ E e e C t r l M o d e , p a r a m s _ E e e C t r l M o d e _ b a l a n c e , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 4 8 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 4 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H F C _ 1 0 7 7 _ 0 0 0 4 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H F C _ 1 0 7 7 _ 0 0 0 4 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H S C _ 1 0 7 7 _ 0 0 0 4 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H S C _ 1 0 7 7 _ 0 0 0 4 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 5 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ E E E , p a r a m s _ E E E _ e n a b l e d , p a r a m s _ E e e C t r l M o d e , p a r a m s _ E e e C t r l M o d e _ b a l a n c e , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 4 8 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 5 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H F C _ 1 0 7 7 _ 0 0 0 5 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H F C _ 1 0 7 7 _ 0 0 0 5 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H S C _ 1 0 7 7 _ 0 0 0 5 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H S C _ 1 0 7 7 _ 0 0 0 5 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 6 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ E E E , p a r a m s _ E E E _ e n a b l e d , p a r a m s _ E e e C t r l M o d e , p a r a m s _ E e e C t r l M o d e _ b a l a n c e , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w _ e n u m _ n o _ a u t o , p a r a m s _ f l o w _ r x _ t x , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 4 8 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 6 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H F C _ 1 0 7 7 _ 0 0 0 6 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H F C _ 1 0 7 7 _ 0 0 0 6 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H S C _ 1 0 7 7 _ 0 0 0 6 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H S C _ 1 0 7 7 _ 0 0 0 6 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 7 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ E E E , p a r a m s _ E E E _ e n a b l e d , p a r a m s _ E e e C t r l M o d e , p a r a m s _ E e e C t r l M o d e _ b a l a n c e , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 7 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H F C _ 1 0 7 7 _ 0 0 0 7 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H F C _ 1 0 7 7 _ 0 0 0 7 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H S C _ 1 0 7 7 _ 0 0 0 7 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H S C _ 1 0 7 7 _ 0 0 0 7 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 9 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ E E E , p a r a m s _ E E E _ e n a b l e d , p a r a m s _ E e e C t r l M o d e , p a r a m s _ E e e C t r l M o d e _ b a l a n c e , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 9 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H F C _ 1 0 7 7 _ 0 0 0 9 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H F C _ 1 0 7 7 _ 0 0 0 9 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H S C _ 1 0 7 7 _ 0 0 0 9 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H S C _ 1 0 7 7 _ 0 0 0 9 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 b _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ E E E , p a r a m s _ E E E _ e n a b l e d , p a r a m s _ E e e C t r l M o d e , p a r a m s _ E e e C t r l M o d e _ b a l a n c e , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 b _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H F C _ 1 0 7 7 _ 0 0 0 b _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H F C _ 1 0 7 7 _ 0 0 0 b _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H S C _ 1 0 7 7 _ 0 0 0 b _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H S C _ 1 0 7 7 _ 0 0 0 b _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 c _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ E E E , p a r a m s _ E E E _ e n a b l e d , p a r a m s _ E e e C t r l M o d e , p a r a m s _ E e e C t r l M o d e _ b a l a n c e , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 c _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H F C _ 1 0 7 7 _ 0 0 0 c _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H F C _ 1 0 7 7 _ 0 0 0 c _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H S C _ 1 0 7 7 _ 0 0 0 c _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H S C _ 1 0 7 7 _ 0 0 0 c _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ E E E , p a r a m s _ E E E _ e n a b l e d , p a r a m s _ E e e C t r l M o d e , p a r a m s _ E e e C t r l M o d e _ b a l a n c e , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 0 f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H F C _ 1 0 7 7 _ 0 0 0 f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H F C _ 1 0 7 7 _ 0 0 0 f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H S C _ 1 0 7 7 _ 0 0 0 f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H S C _ 1 0 7 7 _ 0 0 0 f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 0 7 7 _ 0 0 1 0 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ E E E , p a r a m s _ E E E _ e n a b l e d , p a r a m s _ E e e C t r l M o d e , p a r a m s _ E e e C t r l M o d e _ b a l a n c e , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 0 7 7 _ 0 0 1 0 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 H G _ 1 5 2 d _ 8 9 f f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 0 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 H G _ 1 5 2 d _ 8 9 f f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 T G _ 1 5 2 d _ 8 a 1 0 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 T G _ 1 5 2 d _ 8 a 1 0 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 T G _ 1 5 2 d _ 8 a 1 4 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 T G _ 1 5 2 d _ 8 a 1 4 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 H G _ 1 5 2 d _ 8 a 5 7 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 0 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 H G _ 1 5 2 d _ 8 a 5 7 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 _ 1 5 2 d _ 8 a 0 c _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 4 0 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 _ 1 5 2 d _ 8 a 0 c _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 T G _ 1 5 2 d _ 8 a 5 9 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 T G _ 1 5 2 d _ 8 a 5 9 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 T G _ 1 5 2 d _ 8 a 5 8 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 T G _ 1 5 2 d _ 8 a 5 8 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H N I C _ 1 4 5 8 _ 1 0 0 0 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H N I C _ 1 4 5 8 _ 1 0 0 0 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 T G _ 1 5 2 d _ 8 b 1 3 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 T G _ 1 5 2 d _ 8 b 1 3 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 1 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 1 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 1 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 1 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 1 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 1 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 1 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 1 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 2 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 2 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 2 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 2 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 2 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 2 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 2 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 2 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 3 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 3 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 3 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 3 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 3 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 3 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 3 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 3 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 4 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 4 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 4 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 4 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 4 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 4 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 4 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 4 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 9 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 9 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 9 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 9 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f a _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f a _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f a _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f a _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 d _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 d _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 d _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 d _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 e _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 e _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 e _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 e _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 1 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 1 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 1 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 1 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f b _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f b _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f b _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f b _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 2 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 2 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 2 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 2 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 3 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 3 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 3 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 3 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 4 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 4 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 4 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 4 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 5 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 5 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 5 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 5 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 6 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 6 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 6 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 6 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 8 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 8 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 8 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 8 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 9 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 9 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 9 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 9 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 2 0 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 2 0 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 2 0 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 2 0 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 2 1 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 2 1 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 2 1 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 2 1 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 2 2 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 2 2 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 2 2 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 2 2 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 2 4 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 2 4 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 2 4 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 2 4 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 2 5 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 2 5 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 2 5 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 2 5 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 2 6 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 2 6 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 2 6 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 2 6 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 2 9 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 2 9 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 2 9 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 2 9 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 3 0 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 3 0 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 3 0 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 3 0 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 2 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 2 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 2 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 2 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 3 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 3 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 3 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 3 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 4 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 4 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 4 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 4 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 3 5 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 3 5 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 3 5 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 3 5 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 3 6 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 3 6 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 3 6 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 3 6 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 3 7 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 3 7 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 3 7 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 3 7 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 3 8 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 3 8 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 3 8 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 3 8 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 3 9 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 3 9 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 3 9 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 3 9 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 4 1 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 4 1 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 4 1 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 4 1 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 4 5 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 4 5 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 4 5 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 4 5 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 4 6 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 4 6 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 4 6 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 4 6 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 4 7 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 4 7 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 4 7 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 4 7 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R X _ 1 1 3 7 _ 0 2 3 4 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R X _ 1 1 3 7 _ 0 2 3 4 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R X _ 1 1 3 7 _ 0 2 3 4 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R X _ 1 1 3 7 _ 0 2 3 4 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 1 3 7 _ 0 2 4 6 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 1 3 7 _ 0 2 4 6 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 1 3 7 _ 0 2 4 6 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 1 3 7 _ 0 2 4 6 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 1 3 7 _ 0 2 4 c _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 1 3 7 _ 0 2 4 c _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 1 3 7 _ 0 2 4 c _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 1 3 7 _ 0 2 4 c _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 1 3 7 _ 0 2 4 d _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 1 3 7 _ 0 2 4 d _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 1 3 7 _ 0 2 4 d _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 1 3 7 _ 0 2 4 d _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 1 3 7 _ 0 2 4 e _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 1 3 7 _ 0 2 4 e _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m 5 7 9 8 0 S R _ 1 1 3 7 _ 0 2 4 e _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m 5 7 9 8 0 S R _ 1 1 3 7 _ 0 2 4 e _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 3 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 3 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 3 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 3 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 4 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 4 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 4 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 4 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 5 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 5 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 5 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 5 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 6 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 6 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 6 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 6 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 7 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 7 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 7 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 7 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 9 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 9 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 9 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 9 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 c _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 c _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 c _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 c _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 f _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 f _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 f _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 0 f _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 0 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 0 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 0 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 0 7 7 _ 0 0 1 0 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 4 5 8 _ 1 0 0 0 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 4 5 8 _ 1 0 0 0 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ b c m A H V N I C _ 1 4 5 8 _ 1 0 0 0 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ b c m A H V N I C _ 1 4 5 8 _ 1 0 0 0 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ q l c 5 7 9 8 0 _ 1 6 3 7 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ n t _ v f , p a r a m s _ m t u _ v f , p a r a m s _ l s o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ b u f _ d e s c , p a r a m s _ r s s , p a r a m s _ v f _ r s s , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ q l c 5 7 9 8 0 _ 1 6 3 7 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ q l c 5 7 9 8 0 _ 1 6 3 7 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ l s o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ b u f _ d e s c , p a r a m s _ r s s , p a r a m s _ v f _ r s s , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ q l c 5 7 9 8 0 _ 1 6 3 7 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ q l c 5 7 9 8 0 _ 1 6 6 4 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ n t _ v f , p a r a m s _ m t u _ v f , p a r a m s _ l s o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ b u f _ d e s c , p a r a m s _ r s s , p a r a m s _ v f _ r s s , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ q l c 5 7 9 8 0 _ 1 6 6 4 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ q l c 5 7 9 8 0 _ 1 6 6 4 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ l s o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ b u f _ d e s c , p a r a m s _ r s s , p a r a m s _ v f _ r s s , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ q l c 5 7 9 8 0 _ 1 6 6 4 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ q l c A H _ 8 0 9 0 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ n t _ v f , p a r a m s _ m t u _ v f , p a r a m s _ l s o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ b u f _ d e s c , p a r a m s _ r s s , p a r a m s _ v f _ r s s , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ q l c A H _ 8 0 9 0 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ q l c A H _ 8 0 9 0 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ l s o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ b u f _ d e s c , p a r a m s _ r s s , p a r a m s _ v f _ r s s , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ q l c A H _ 8 0 9 0 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p 5 7 9 8 0 T G _ 1 6 5 6 _ 0 0 c f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 5 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G , p a r a m s _ s p e e d _ 2 5 G _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p 5 7 9 8 0 T G _ 1 6 5 6 _ 0 0 c f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p 5 7 9 8 0 F G _ 1 6 5 4 _ 0 2 2 3 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G , p a r a m s _ s p e e d _ 5 0 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p 5 7 9 8 0 F G _ 1 6 5 4 _ 0 2 2 3 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H N I C _ 8 0 7 0 _ 0 2 1 d _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H N I C _ 8 0 7 0 _ 0 2 1 d _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H N I C _ 8 0 7 0 _ 0 2 1 f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H N I C _ 8 0 7 0 _ 0 2 1 f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H F C _ 8 0 8 0 _ 0 2 1 f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H F C _ 8 0 8 0 _ 0 2 1 f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H S C _ 8 0 8 4 _ 0 2 1 f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H S C _ 8 0 8 4 _ 0 2 1 f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H N I C _ 8 0 7 0 _ 0 2 2 0 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ E E E , p a r a m s _ E E E _ e n a b l e d , p a r a m s _ E e e C t r l M o d e , p a r a m s _ E e e C t r l M o d e _ b a l a n c e , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H N I C _ 8 0 7 0 _ 0 2 2 0 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H N I C _ 8 0 7 0 _ 0 2 1 e _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ E E E , p a r a m s _ E E E _ e n a b l e d , p a r a m s _ E e e C t r l M o d e , p a r a m s _ E e e C t r l M o d e _ b a l a n c e , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H N I C _ 8 0 7 0 _ 0 2 1 e _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H F C _ 8 0 8 0 _ 0 2 1 e _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H F C _ 8 0 8 0 _ 0 2 1 e _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H S C _ 8 0 8 4 _ 0 2 1 e _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H S C _ 8 0 8 4 _ 0 2 1 e _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H N I C _ 8 0 7 0 _ 0 2 1 b _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H N I C _ 8 0 7 0 _ 0 2 1 b _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H F C _ 8 0 8 0 _ 0 2 1 b _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H F C _ 8 0 8 0 _ 0 2 1 b _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H S C _ 8 0 8 4 _ 0 2 1 b _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 2 5 G _ d e f a u l t , p a r a m s _ s p e e d _ a l l _ 2 5 G , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H S C _ 8 0 8 4 _ 0 2 1 b _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H N I C _ 8 0 7 0 _ 0 2 1 a _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 9 6 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H N I C _ 8 0 7 0 _ 0 2 1 a _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H F C _ 8 0 8 0 _ 0 2 1 a _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H F C _ 8 0 8 0 _ 0 2 1 a _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H S C _ 8 0 8 4 _ 0 2 1 a _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ 1 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H S C _ 8 0 8 4 _ 0 2 1 a _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p 5 7 9 8 0 T G _ 1 6 5 6 _ 0 2 4 5 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ i w a r p , p a r a m s _ l s o , p a r a m s _ m a x v f _ 1 2 0 , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n d _ m a x _ q p , p a r a m s _ n e t _ d i r e c t , p a r a m s _ n e t _ d i r e c t _ m t u , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ q o s _ e n a b l e d , p a r a m s _ r o c e _ m o d e , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 2 0 G , p a r a m s _ s p e e d _ 2 5 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ a u t o _ d e f a u l t , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ s r i o v , p a r a m s _ s r i o v _ e n a b l e d , p a r a m s _ v m q , p a r a m s _ v r s s , p a r a m s _ w o l _ c a p
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p 5 7 9 8 0 T G _ 1 6 5 6 _ 0 2 4 5 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p 5 7 9 8 0 F C _ 1 6 5 c _ 0 2 4 5 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ 2 0 G , p a r a m s _ s p e e d _ 2 5 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p 5 7 9 8 0 F C _ 1 6 5 c _ 0 2 4 5 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p 5 7 9 8 0 S C _ 1 6 5 e _ 0 2 4 5 _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ 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 , p a r a m s _ 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 , p a r a m s _ V x l a n U D P P o r t N u m b e r , p a r a m s _ b u f _ d e s c , p a r a m s _ e n c a p _ o v e r h e a d , p a r a m s _ 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 , p a r a m s _ f l o w , p a r a m s _ f l o w _ a u t o , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t , p a r a m s _ n u m a _ n o d e _ i d , p a r a m s _ o v e r r i d e _ s p e e d , p a r a m s _ r s s , p a r a m s _ r s s _ p r o f i l e , p a r a m s _ r s s _ q u e u e s _ 1 6 , p a r a m s _ s p e e d _ 1 0 G , p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t , p a r a m s _ s p e e d _ 2 0 G , p a r a m s _ s p e e d _ 2 5 G , p a r a m s _ s p e e d _ a u t o , p a r a m s _ s p e e d _ c o m m o n , p a r a m s _ v m q
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p 5 7 9 8 0 S C _ 1 6 5 e _ 0 2 4 5 _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 0 c f _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 0 c f _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 0 c f _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 0 c f _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 2 2 3 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 2 2 3 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 2 2 3 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 2 2 3 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H V N I C _ 8 0 9 0 _ 0 2 1 d _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H V N I C _ 8 0 9 0 _ 0 2 1 d _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H V N I C _ 8 0 9 0 _ 0 2 1 d _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H V N I C _ 8 0 9 0 _ 0 2 1 d _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H V N I C _ 8 0 9 0 _ 0 2 1 f _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H V N I C _ 8 0 9 0 _ 0 2 1 f _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H V N I C _ 8 0 9 0 _ 0 2 1 f _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H V N I C _ 8 0 9 0 _ 0 2 1 f _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H V N I C _ 8 0 9 0 _ 0 2 2 0 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H V N I C _ 8 0 9 0 _ 0 2 2 0 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H V N I C _ 8 0 9 0 _ 0 2 2 0 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H V N I C _ 8 0 9 0 _ 0 2 2 0 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H V N I C _ 8 0 9 0 _ 0 2 1 e _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H V N I C _ 8 0 9 0 _ 0 2 1 e _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H V N I C _ 8 0 9 0 _ 0 2 1 e _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H V N I C _ 8 0 9 0 _ 0 2 1 e _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H V N I C _ 8 0 9 0 _ 0 2 1 b _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H V N I C _ 8 0 9 0 _ 0 2 1 b _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H V N I C _ 8 0 9 0 _ 0 2 1 b _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H V N I C _ 8 0 9 0 _ 0 2 1 b _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H V N I C _ 8 0 9 0 _ 0 2 1 a _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H V N I C _ 8 0 9 0 _ 0 2 1 a _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p A H V N I C _ 8 0 9 0 _ 0 2 1 a _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p A H V N I C _ 8 0 9 0 _ 0 2 1 a _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 2 4 5 _ v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ v f _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ v f , p a r a m s _ n t _ v f , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 2 4 5 _ v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
[ h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 2 4 5 _ n w 8 v f _ a m d 6 4 w i n 1 0 ]
c h a r a c t e r i s t i c s = 0 x 8 4 ; N C F _ H A S _ U I | N C F _ P H Y S I C A L
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g , p a r a m s _ b u f _ d e s c , p a r a m s _ i p v 6 _ c k s u m , p a r a m s _ i p v 6 _ l s o , p a r a m s _ l s o , p a r a m s _ m t u _ 9 6 0 0 , p a r a m s _ n t _ v f , p a r a m s _ n t _ v f _ n w 8 , p a r a m s _ r s c _ i p v 4 _ e n a b l e d , p a r a m s _ r s c _ i p v 6 _ e n a b l e d , p a r a m s _ r s s , p a r a m s _ v f _ r s s
c o p y f i l e s = a m d 6 4 w i n 1 0 _ s y s _ f i l e
b u s t y p e = 5
* I f T y p e = 6 ; I F _ T Y P E _ E T H E R N E T _ C S M A C D
* M e d i a T y p e = 0 ; N d i s M e d i u m 8 0 2 _ 3
* P h y s i c a l M e d i a T y p e = 1 4 ; N d i s P h y s i c a l M e d i u m 8 0 2 _ 3
P o r t 1 F u n c t i o n N u m b e r = 0
[ h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 2 4 5 _ n w 8 v f _ a m d 6 4 w i n 1 0 . S e r v i c e s ]
a d d s e r v i c e = l 2 n d 2 , 2 , a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e , a m d 6 4 w i n 1 0 _ e v e n t l o g
; * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * *
; a m d 6 4 c o m m o n s e c t i o n s f o r W i n d o w s 2 0 1 6 S e r v e r .
; * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * *
[ a m d 6 4 w i n 1 0 _ a d d _ s e r v i c e ]
d i s p l a y n a m e = % m p _ s r v _ d e s c %
s e r v i c e t y p e = 1
s t a r t t y p e = 3
e r r o r c o n t r o l = 1
s e r v i c e b i n a r y = % 1 2 % \ q e n d a . s y s
[ a m d 6 4 w i n 1 0 _ a d d r e g ]
h k r , n d i , s e r v i c e , 0 , " l 2 n d 2 "
h k r , n d i \ i n t e r f a c e s , u p p e r r a n g e , 0 , " n d i s 5 "
h k r , n d i \ i n t e r f a c e s , l o w e r r a n g e , 0 , " e t h e r n e t "
[ a m d 6 4 w i n 1 0 _ v f _ a d d r e g ]
h k r , , b u s n u m b e r , 0 , " 0 "
h k r , n d i , s e r v i c e , 0 , " l 2 n d 2 "
h k r , n d i \ i n t e r f a c e s , u p p e r r a n g e , 0 , " n d i s v f "
h k r , n d i \ i n t e r f a c e s , l o w e r r a n g e , 0 , " i o v v f "
[ a m d 6 4 w i n 1 0 _ e v e n t l o g ]
a d d r e g = a m d 6 4 w i n 1 0 _ a d d r e g _ e v e n t l o g
[ a m d 6 4 w i n 1 0 _ a d d r e g _ e v e n t l o g ]
h k r , , e v e n t m e s s a g e f i l e , 0 x 0 0 0 2 0 0 0 0 , " % % S y s t e m R o o t % % \ S y s t e m 3 2 \ n e t e v e n t . d l l ; % % S y s t e m R o o t % % \ S y s t e m 3 2 \ d r i v e r s \ q e n d a . s y s "
h k r , , t y p e s s u p p o r t e d , 0 x 0 0 0 1 0 0 0 1 , 7
; * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * *
; R e g i s t r y p a r a m e t e r s .
; * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * *
[ p a r a m s _ n t ]
h k r , n d i \ p a r a m s \ * 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 , p a r a m D e s c , , % t a s k o f f l o a d _ d e s c _ i p v 4 %
h k r , n d i \ p a r a m s \ * 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 , d e f a u l t , , " 3 "
h k r , n d i \ p a r a m s \ * 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 y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * 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 \ e n u m , 0 , , % t a s k o f f l o a d _ d i s a b l e d %
h k r , n d i \ p a r a m s \ * 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 \ e n u m , 1 , , % t a s k o f f l o a d _ t x _ c k s u m %
h k r , n d i \ p a r a m s \ * 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 \ e n u m , 2 , , % t a s k o f f l o a d _ r x _ c k s u m %
h k r , n d i \ p a r a m s \ * 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 \ e n u m , 3 , , % t a s k o f f l o a d _ r x _ t x _ c k s u m %
h k r , n d i \ p a r a m s \ * P r i o r i t y V L A N T a g , p a r a m D e s c , , % p r i o r i t y _ v l a n _ d e s c %
h k r , n d i \ p a r a m s \ * P r i o r i t y V L A N T a g , d e f a u l t , , " 3 "
h k r , n d i \ p a r a m s \ * P r i o r i t y V L A N T a g , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * P r i o r i t y V L A N T a g \ e n u m , 0 , , % p r i o r i t y _ v l a n _ d i s a b l e d %
h k r , n d i \ p a r a m s \ * P r i o r i t y V L A N T a g \ e n u m , 1 , , % p r i o r i t y _ e n a b l e d %
h k r , n d i \ p a r a m s \ * P r i o r i t y V L A N T a g \ e n u m , 2 , , % v l a n _ e n a b l e d %
h k r , n d i \ p a r a m s \ * P r i o r i t y V L A N T a g \ e n u m , 3 , , % p r i o r i t y _ v l a n _ e n a b l e d %
h k r , n d i \ p a r a m s \ V l a n I D , p a r a m d e s c , , % v l a n _ i d _ d e s c %
h k r , n d i \ p a r a m s \ V l a n I D , d e f a u l t , , " 0 "
h k r , n d i \ p a r a m s \ V l a n I D , t y p e , , " d w o r d "
h k r , n d i \ p a r a m s \ V l a n I D , m i n , , " 0 "
h k r , n d i \ p a r a m s \ V l a n I D , m a x , , " 4 0 9 4 "
h k r , n d i \ p a r a m s \ V l a n I D , s t e p , , " 1 "
h k r , n d i \ p a r a m s \ V l a n I D , b a s e , , " 1 0 "
h k r , n d i \ p a r a m s \ * I n t e r r u p t M o d e r a t i o n , p a r a m D e s c , , % i n t r _ m o d _ d e s c %
h k r , n d i \ p a r a m s \ * I n t e r r u p t M o d e r a t i o n , d e f a u l t , , " 1 "
h k r , n d i \ p a r a m s \ * I n t e r r u p t M o d e r a t i o n , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * I n t e r r u p t M o d e r a t i o n \ e n u m , 0 , , % d i s a b l e d %
h k r , n d i \ p a r a m s \ * I n t e r r u p t M o d e r a t i o n \ e n u m , 1 , , % e n a b l e d %
h k r , n d i \ p a r a m s \ n e t w o r k a d d r e s s , p a r a m d e s c , 0 , % n e t w o r k _ a d d r e s s %
h k r , n d i \ p a r a m s \ n e t w o r k a d d r e s s , d e f a u l t , 0 , " "
h k r , n d i \ p a r a m s \ n e t w o r k a d d r e s s , t y p e , 0 , " e d i t "
h k r , n d i \ p a r a m s \ n e t w o r k a d d r e s s , l i m i t t e x t , 0 , " 1 2 "
h k r , n d i \ p a r a m s \ n e t w o r k a d d r e s s , u p p e r c a s e , 0 , " 1 "
h k r , n d i \ p a r a m s \ n e t w o r k a d d r e s s , o p t i o n a l , 0 , " 1 "
[ p a r a m s _ n t _ v f ]
h k r , n d i \ p a r a m s \ * 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 , p a r a m D e s c , , % t a s k o f f l o a d _ d e s c _ i p v 4 %
h k r , n d i \ p a r a m s \ * 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 , d e f a u l t , , " 3 "
h k r , n d i \ p a r a m s \ * 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 y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * 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 \ e n u m , 0 , , % t a s k o f f l o a d _ d i s a b l e d %
h k r , n d i \ p a r a m s \ * 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 \ e n u m , 1 , , % t a s k o f f l o a d _ t x _ c k s u m %
h k r , n d i \ p a r a m s \ * 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 \ e n u m , 2 , , % t a s k o f f l o a d _ r x _ c k s u m %
h k r , n d i \ p a r a m s \ * 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 \ e n u m , 3 , , % t a s k o f f l o a d _ r x _ t x _ c k s u m %
[ p a r a m s _ n t _ v f _ n w 8 ]
h k r , n d i \ p a r a m s \ * P r i o r i t y V L A N T a g , p a r a m D e s c , , % p r i o r i t y _ v l a n _ d e s c %
h k r , n d i \ p a r a m s \ * P r i o r i t y V L A N T a g , d e f a u l t , , " 3 "
h k r , n d i \ p a r a m s \ * P r i o r i t y V L A N T a g , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * P r i o r i t y V L A N T a g \ e n u m , 0 , , % p r i o r i t y _ v l a n _ d i s a b l e d %
h k r , n d i \ p a r a m s \ * P r i o r i t y V L A N T a g \ e n u m , 1 , , % p r i o r i t y _ e n a b l e d %
h k r , n d i \ p a r a m s \ * P r i o r i t y V L A N T a g \ e n u m , 2 , , % v l a n _ e n a b l e d %
h k r , n d i \ p a r a m s \ * P r i o r i t y V L A N T a g \ e n u m , 3 , , % p r i o r i t y _ v l a n _ e n a b l e d %
h k r , n d i \ p a r a m s \ V l a n I D , p a r a m d e s c , , % v l a n _ i d _ d e s c %
h k r , n d i \ p a r a m s \ V l a n I D , d e f a u l t , , " 0 "
h k r , n d i \ p a r a m s \ V l a n I D , t y p e , , " d w o r d "
h k r , n d i \ p a r a m s \ V l a n I D , m i n , , " 0 "
h k r , n d i \ p a r a m s \ V l a n I D , m a x , , " 4 0 9 4 "
h k r , n d i \ p a r a m s \ V l a n I D , s t e p , , " 1 "
h k r , n d i \ p a r a m s \ V l a n I D , b a s e , , " 1 0 "
h k r , n d i \ p a r a m s \ n e t w o r k a d d r e s s , p a r a m d e s c , 0 , % n e t w o r k _ a d d r e s s %
h k r , n d i \ p a r a m s \ n e t w o r k a d d r e s s , d e f a u l t , 0 , " "
h k r , n d i \ p a r a m s \ n e t w o r k a d d r e s s , t y p e , 0 , " e d i t "
h k r , n d i \ p a r a m s \ n e t w o r k a d d r e s s , l i m i t t e x t , 0 , " 1 2 "
h k r , n d i \ p a r a m s \ n e t w o r k a d d r e s s , u p p e r c a s e , 0 , " 1 "
h k r , n d i \ p a r a m s \ n e t w o r k a d d r e s s , o p t i o n a l , 0 , " 1 "
[ p a r a m s _ v m q ]
h k r , n d i \ p a r a m s \ * V M Q , p a r a m D e s c , , % v m q _ d e s c %
h k r , n d i \ p a r a m s \ * V M Q , d e f a u l t , , " 1 "
h k r , n d i \ p a r a m s \ * V M Q , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * V M Q \ e n u m , 0 , , % d i s a b l e d %
h k r , n d i \ p a r a m s \ * V M Q \ e n u m , 1 , , % e n a b l e d %
[ p a r a m s _ s r i o v ]
h k r , n d i \ p a r a m s \ * S r i o v , p a r a m D e s c , , % s r i o v _ d e s c %
h k r , n d i \ p a r a m s \ * S r i o v , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * S r i o v \ e n u m , 0 , , % d i s a b l e d %
h k r , n d i \ p a r a m s \ * S r i o v \ e n u m , 1 , , % e n a b l e d %
h k r , N i c S w i t c h e s \ 0 , * S w i t c h N a m e , 0 x 0 0 0 0 0 0 0 0 , " D e f a u l t S w i t c h "
h k r , N i c S w i t c h e s \ 0 , * F l a g s , 0 x 0 0 0 1 0 0 0 1 , 0 x f f f f f f f f
h k r , N i c S w i t c h e s \ 0 , * S w i t c h T y p e , 0 x 0 0 0 1 0 0 0 1 , 1
h k r , N i c S w i t c h e s \ 0 , * S w i t c h I d , 0 x 0 0 0 1 0 0 0 1 , 0
h k r , N i c S w i t c h e s \ 0 , * N u m P e r f e c t M u l t i c a s t M a c A d d r e s s e s F o r D e f a u l t V P o r t , 0 x 0 0 0 1 0 0 0 1 , 0
h k r , N i c S w i t c h e s \ 0 , * N u m P e r f e c t M u l t i c a s t M a c A d d r e s s e s F o r N o n D e f a u l t V P o r t s , 0 x 0 0 0 1 0 0 0 1 , 0
h k r , N i c S w i t c h e s \ 0 , * N u m H a s h M u l t i c a s t M a c A d d r e s s e s F o r D e f a u l t V P o r t , 0 x 0 0 0 1 0 0 0 1 , 6 4
h k r , N i c S w i t c h e s \ 0 , * N u m H a s h M u l t i c a s t M a c A d d r e s s e s F o r N o n D e f a u l t V P o r t s , 0 x 0 0 0 1 0 0 0 1 , 6 4
[ p a r a m s _ m a x v f _ 1 2 0 ]
h k r , N i c S w i t c h e s \ 0 , * N u m V F s , 0 x 0 0 0 1 0 0 0 1 , 1 2 0
[ p a r a m s _ m a x v f _ 5 6 ]
h k r , N i c S w i t c h e s \ 0 , * N u m V F s , 0 x 0 0 0 1 0 0 0 1 , 5 6
[ p a r a m s _ m a x v f _ 9 6 ]
h k r , N i c S w i t c h e s \ 0 , * N u m V F s , 0 x 0 0 0 1 0 0 0 1 , 9 6
[ p a r a m s _ m a x v f _ 4 8 ]
h k r , N i c S w i t c h e s \ 0 , * N u m V F s , 0 x 0 0 0 1 0 0 0 1 , 4 8
[ p a r a m s _ s r i o v _ e n a b l e d ]
h k r , n d i \ p a r a m s \ * S r i o v , d e f a u l t , , " 1 "
[ p a r a m s _ s r i o v _ d i s a b l e d ]
h k r , n d i \ p a r a m s \ * S r i o v , d e f a u l t , , " 0 "
[ p a r a m s _ r s c _ i p v 4 _ e n a b l e d ]
h k r , n d i \ p a r a m s \ * R s c I P v 4 , p a r a m D e s c , , % i p v 4 _ r s c _ d e s c %
h k r , n d i \ p a r a m s \ * R s c I P v 4 , d e f a u l t , , " 1 "
h k r , n d i \ p a r a m s \ * R s c I P v 4 , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * R s c I P v 4 \ e n u m , 0 , , % d i s a b l e d %
h k r , n d i \ p a r a m s \ * R s c I P v 4 \ e n u m , 1 , , % e n a b l e d %
[ p a r a m s _ r s c _ i p v 6 _ e n a b l e d ]
h k r , n d i \ p a r a m s \ * R s c I P v 6 , p a r a m D e s c , , % i p v 6 _ r s c _ d e s c %
h k r , n d i \ p a r a m s \ * R s c I P v 6 , d e f a u l t , , " 1 "
h k r , n d i \ p a r a m s \ * R s c I P v 6 , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * R s c I P v 6 \ e n u m , 0 , , % d i s a b l e d %
h k r , n d i \ p a r a m s \ * R s c I P v 6 \ e n u m , 1 , , % e n a b l e d %
[ p a r a m s _ q o s _ e n a b l e d ]
h k r , n d i \ p a r a m s \ * Q O S , p a r a m D e s c , , % q o s _ d e s c %
h k r , n d i \ p a r a m s \ * Q O S , d e f a u l t , , " 1 "
h k r , n d i \ p a r a m s \ * Q O S , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * Q O S \ e n u m , 0 , , % d i s a b l e d %
h k r , n d i \ p a r a m s \ * Q O S \ e n u m , 1 , , % e n a b l e d %
[ p a r a m s _ m t u _ 9 6 0 0 ]
h k r , n d i \ p a r a m s \ * J u m b o P a c k e t , p a r a m d e s c , , % m t u _ d e s c %
h k r , n d i \ p a r a m s \ * J u m b o P a c k e t , d e f a u l t , , " 1 5 1 4 "
h k r , n d i \ p a r a m s \ * J u m b o P a c k e t , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * J u m b o P a c k e t \ e n u m , 1 5 1 4 , , " 1 5 1 4 "
h k r , n d i \ p a r a m s \ * J u m b o P a c k e t \ e n u m , 4 0 8 8 , , " 4 0 8 8 "
h k r , n d i \ p a r a m s \ * J u m b o P a c k e t \ e n u m , 9 0 1 4 , , " 9 0 1 4 "
h k r , n d i \ p a r a m s \ * J u m b o P a c k e t \ e n u m , 9 6 1 4 , , " 9 6 1 4 "
[ p a r a m s _ e n c a p _ o v e r h e a d ]
h k r , n d i \ p a r a m s \ * E n c a p O v e r h e a d , p a r a m d e s c , , % e n c a p _ o v e r h e a d _ d e s c %
h k r , n d i \ p a r a m s \ * E n c a p O v e r h e a d , d e f a u l t , , " 0 "
h k r , n d i \ p a r a m s \ * E n c a p O v e r h e a d , t y p e , , " i n t "
h k r , n d i \ p a r a m s \ * E n c a p O v e r h e a d , m i n , , " 0 "
h k r , n d i \ p a r a m s \ * E n c a p O v e r h e a d , m a x , , " 2 5 6 "
h k r , n d i \ p a r a m s \ * E n c a p O v e r h e a d , s t e p , , " 3 2 "
h k r , n d i \ p a r a m s \ * E n c a p O v e r h e a d , b a s e , , " 1 0 "
[ p a r a m s _ m t u _ v f ]
h k r , n d i \ p a r a m s \ * J u m b o P a c k e t , p a r a m d e s c , , % m t u _ d e s c %
h k r , n d i \ p a r a m s \ * J u m b o P a c k e t , d e f a u l t , , " 1 5 1 4 "
h k r , n d i \ p a r a m s \ * J u m b o P a c k e t , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * J u m b o P a c k e t \ e n u m , 1 5 1 4 , , " 1 5 1 4 "
h k r , n d i \ p a r a m s \ * J u m b o P a c k e t \ e n u m , 4 0 8 8 , , " 4 0 8 8 "
h k r , n d i \ p a r a m s \ * J u m b o P a c k e t \ e n u m , 9 0 1 4 , , " 9 0 1 4 "
[ p a r a m s _ r s s _ q u e u e s _ 1 6 ]
h k r , n d i \ p a r a m s \ * N u m R S S Q u e u e s , p a r a m D e s c , , % r s s _ q u e u e _ c n t _ d e s c %
h k r , n d i \ p a r a m s \ * N u m R S S Q u e u e s , d e f a u l t , , " 8 "
h k r , n d i \ p a r a m s \ * N u m R S S Q u e u e s , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * N u m R S S Q u e u e s \ e n u m , 2 , , " 2 "
h k r , n d i \ p a r a m s \ * N u m R S S Q u e u e s \ e n u m , 4 , , " 4 "
h k r , n d i \ p a r a m s \ * N u m R S S Q u e u e s \ e n u m , 8 , , " 8 "
h k r , n d i \ p a r a m s \ * N u m R S S Q u e u e s \ e n u m , 1 6 , , " 1 6 "
h k r , , * M a x R s s P r o c e s s o r s , 0 , " 1 6 "
[ p a r a m s _ r s s _ p r o f i l e ]
h k r , n d i \ p a r a m s \ * R S S P r o f i l e , p a r a m D e s c , , % r s s _ p r o f i l e _ d e s c %
h k r , n d i \ p a r a m s \ * R S S P r o f i l e , d e f a u l t , , " 4 "
h k r , n d i \ p a r a m s \ * R S S P r o f i l e , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * R S S P r o f i l e \ e n u m , 1 , , % c l o s e s t _ p r o _ d e s c %
h k r , n d i \ p a r a m s \ * R S S P r o f i l e \ e n u m , 2 , , % c l o s e s t _ p r o _ s t a t i c _ d e s c %
h k r , n d i \ p a r a m s \ * R S S P r o f i l e \ e n u m , 3 , , % n u m a _ s c a l i n g _ d e s c %
h k r , n d i \ p a r a m s \ * R S S P r o f i l e \ e n u m , 4 , , % n u m a _ s c a l _ s t a t i c _ d e s c %
h k r , n d i \ p a r a m s \ * R S S P r o f i l e \ e n u m , 5 , , % c o n s e r v a t i v e _ s c a l i n g _ d e s c %
[ p a r a m s _ n u m a _ n o d e _ i d ]
h k r , n d i \ p a r a m s \ * N u m a N o d e I d , p a r a m D e s c , , % n u m a _ n o d e _ i d _ d e s c %
h k r , n d i \ p a r a m s \ * N u m a N o d e I d , d e f a u l t , , " 6 5 5 3 5 "
h k r , n d i \ p a r a m s \ * N u m a N o d e I d , t y p e , , " d w o r d "
h k r , n d i \ p a r a m s \ * N u m a N o d e I d , m i n , , " 0 "
h k r , n d i \ p a r a m s \ * N u m a N o d e I d , m a x , , " 6 5 5 3 5 "
h k r , n d i \ p a r a m s \ * N u m a N o d e I d , s t e p , , " 1 "
h k r , n d i \ p a r a m s \ * N u m a N o d e I d , b a s e , , " 1 0 "
[ p a r a m s _ v f _ r s s ]
h k r , , * N u m R S S Q u e u e s , 0 , " 1 6 "
h k r , , * M a x R s s P r o c e s s o r s , 0 , " 1 6 "
[ p a r a m s _ w o l _ c a p ]
h k r , n d i \ p a r a m s \ * W a k e O n M a g i c P a c k e t , p a r a m D e s c , , % w a k e _ o n _ m a g i c _ d e s c %
h k r , n d i \ p a r a m s \ * W a k e O n M a g i c P a c k e t , d e f a u l t , , " 1 "
h k r , n d i \ p a r a m s \ * W a k e O n M a g i c P a c k e t , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * W a k e O n M a g i c P a c k e t \ e n u m , 0 , , % d i s a b l e d %
h k r , n d i \ p a r a m s \ * W a k e O n M a g i c P a c k e t \ e n u m , 1 , , % e n a b l e d %
h k r , n d i \ p a r a m s \ * W a k e O n P a t t e r n , p a r a m D e s c , , % w a k e _ o n _ p a t t e r n _ d e s c %
h k r , n d i \ p a r a m s \ * W a k e O n P a t t e r n , d e f a u l t , , " 1 "
h k r , n d i \ p a r a m s \ * W a k e O n P a t t e r n , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * W a k e O n P a t t e r n \ e n u m , 0 , , % d i s a b l e d %
h k r , n d i \ p a r a m s \ * W a k e O n P a t t e r n \ e n u m , 1 , , % e n a b l e d %
[ p a r a m s _ b u f _ d e s c ]
h k r , n d i \ p a r a m s \ * T r a n s m i t B u f f e r s , p a r a m d e s c , , % t x _ b u f s _ d e s c %
h k r , n d i \ p a r a m s \ * T r a n s m i t B u f f e r s , d e f a u l t , , " 0 "
h k r , n d i \ p a r a m s \ * T r a n s m i t B u f f e r s , t y p e , , " d w o r d "
h k r , n d i \ p a r a m s \ * T r a n s m i t B u f f e r s , m i n , , " 0 "
h k r , n d i \ p a r a m s \ * T r a n s m i t B u f f e r s , m a x , , " 5 0 0 0 "
h k r , n d i \ p a r a m s \ * T r a n s m i t B u f f e r s , s t e p , , " 5 0 "
h k r , n d i \ p a r a m s \ * T r a n s m i t B u f f e r s , b a s e , , " 1 0 "
h k r , n d i \ p a r a m s \ * R e c e i v e B u f f e r s , p a r a m d e s c , , % r x _ b u f s _ d e s c %
h k r , n d i \ p a r a m s \ * R e c e i v e B u f f e r s , d e f a u l t , , " 0 "
h k r , n d i \ p a r a m s \ * R e c e i v e B u f f e r s , t y p e , , " d w o r d "
h k r , n d i \ p a r a m s \ * R e c e i v e B u f f e r s , m i n , , " 0 "
h k r , n d i \ p a r a m s \ * R e c e i v e B u f f e r s , m a x , , " 3 5 0 0 0 "
h k r , n d i \ p a r a m s \ * R e c e i v e B u f f e r s , s t e p , , " 5 0 0 "
h k r , n d i \ p a r a m s \ * R e c e i v e B u f f e r s , b a s e , , " 1 0 "
[ p a r a m s _ i p v 6 _ c k s u m ]
h k r , n d i \ p a r a m s \ * 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 , p a r a m D e s c , , % t a s k o f f l o a d _ d e s c _ i p v 6 %
h k r , n d i \ p a r a m s \ * 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 , d e f a u l t , , " 3 "
h k r , n d i \ p a r a m s \ * 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 y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * 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 \ e n u m , 0 , , % t a s k o f f l o a d _ d i s a b l e d %
h k r , n d i \ p a r a m s \ * 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 \ e n u m , 1 , , % t a s k o f f l o a d _ t x _ c k s u m %
h k r , n d i \ p a r a m s \ * 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 \ e n u m , 2 , , % t a s k o f f l o a d _ r x _ c k s u m %
h k r , n d i \ p a r a m s \ * 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 \ e n u m , 3 , , % t a s k o f f l o a d _ r x _ t x _ c k s u m %
[ p a r a m s _ i p v 6 _ l s o ]
h k r , n d i \ p a r a m s \ * L S O v 2 I P v 6 , p a r a m D e s c , , % l s o _ d e s c _ i p v 6 %
h k r , n d i \ p a r a m s \ * L S O v 2 I P v 6 , d e f a u l t , , " 1 "
h k r , n d i \ p a r a m s \ * L S O v 2 I P v 6 , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * L S O v 2 I P v 6 \ e n u m , 0 , , % l s o _ d i s a b l e d %
h k r , n d i \ p a r a m s \ * L S O v 2 I P v 6 \ e n u m , 1 , , % l s o _ e n a b l e d %
[ p a r a m s _ n e t _ d i r e c t ]
h k r , n d i \ p a r a m s \ * N e t w o r k D i r e c t , p a r a m D e s c , , % n e t _ d i r e c t _ d e s c %
h k r , n d i \ p a r a m s \ * N e t w o r k D i r e c t , d e f a u l t , , " 0 "
h k r , n d i \ p a r a m s \ * N e t w o r k D i r e c t , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * N e t w o r k D i r e c t \ e n u m , 0 , , % n e t _ d i r e c t _ d i s a b l e d %
h k r , n d i \ p a r a m s \ * N e t w o r k D i r e c t \ e n u m , 1 , , % n e t _ d i r e c t _ e n a b l e d %
[ p a r a m s _ n e t _ d i r e c t _ m t u ]
h k r , n d i \ p a r a m s \ N e t w o r k D i r e c t M t u , p a r a m D e s c , , % n e t _ d i r e c t _ m t u _ d e s c %
h k r , n d i \ p a r a m s \ N e t w o r k D i r e c t M t u , d e f a u l t , , " 1 0 2 4 "
h k r , n d i \ p a r a m s \ N e t w o r k D i r e c t M t u , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ N e t w o r k D i r e c t M t u \ e n u m , 2 5 6 , , " 2 5 6 "
h k r , n d i \ p a r a m s \ N e t w o r k D i r e c t M t u \ e n u m , 5 1 2 , , " 5 1 2 "
h k r , n d i \ p a r a m s \ N e t w o r k D i r e c t M t u \ e n u m , 1 0 2 4 , , " 1 0 2 4 "
h k r , n d i \ p a r a m s \ N e t w o r k D i r e c t M t u \ e n u m , 2 0 4 8 , , " 2 0 4 8 "
h k r , n d i \ p a r a m s \ N e t w o r k D i r e c t M t u \ e n u m , 4 0 9 6 , , " 4 0 9 6 "
[ p a r a m s _ r o c e _ m o d e ]
h k r , n d i \ p a r a m s \ R D M A M o d e , p a r a m D e s c , , % r d m a _ m o d e _ d e s c %
h k r , n d i \ p a r a m s \ R D M A M o d e , d e f a u l t , , " 1 "
h k r , n d i \ p a r a m s \ R D M A M o d e , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ R D M A M o d e \ e n u m , 0 , , % r o c e _ m o d e _ v 1 %
h k r , n d i \ p a r a m s \ R D M A M o d e \ e n u m , 1 , , % r o c e _ m o d e _ v 2 %
[ p a r a m s _ i w a r p ]
h k r , n d i \ p a r a m s \ R D M A M o d e \ e n u m , 2 , , % i w a r p _ m o d e %
h k r , n d i \ p a r a m s \ i W A R P R e c v W i n d o w S i z e , p a r a m D e s c , , % i w a r p _ r e c v _ w i n d o w _ s i z e _ d e s c %
h k r , n d i \ p a r a m s \ i W A R P R e c v W i n d o w S i z e , d e f a u l t , , " 6 4 "
h k r , n d i \ p a r a m s \ i W A R P R e c v W i n d o w S i z e , t y p e , , " d w o r d "
h k r , n d i \ p a r a m s \ i W A R P R e c v W i n d o w S i z e , m i n , , " 6 4 "
h k r , n d i \ p a r a m s \ i W A R P R e c v W i n d o w S i z e , m a x , , " 1 0 4 8 5 6 0 "
h k r , n d i \ p a r a m s \ i W A R P R e c v W i n d o w S i z e , s t e p , , " 1 "
h k r , n d i \ p a r a m s \ i W A R P R e c v W i n d o w S i z e , b a s e , , " 1 0 "
h k r , n d i \ p a r a m s \ i W A R P T i m e S t a m p , p a r a m D e s c , , % i w a r p _ t i m e s t a m p _ d e s c %
h k r , n d i \ p a r a m s \ i W A R P T i m e S t a m p , d e f a u l t , , " 0 "
h k r , n d i \ p a r a m s \ i W A R P T i m e S t a m p , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ i W A R P T i m e S t a m p \ e n u m , 0 , , % i w a r p _ t i m e s t a m p _ d i s a b l e d %
h k r , n d i \ p a r a m s \ i W A R P T i m e S t a m p \ e n u m , 1 , , % i w a r p _ t i m e s t a m p _ e n a b l e d %
h k r , n d i \ p a r a m s \ i W A R P D e l a y e d A c k , p a r a m D e s c , , % i w a r p _ d e l a y e d _ a c k _ d e s c %
h k r , n d i \ p a r a m s \ i W A R P D e l a y e d A c k , d e f a u l t , , " 0 "
h k r , n d i \ p a r a m s \ i W A R P D e l a y e d A c k , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ i W A R P D e l a y e d A c k \ e n u m , 0 , , % i w a r p _ d e l a y e d _ a c k _ d i s a b l e d %
h k r , n d i \ p a r a m s \ i W A R P D e l a y e d A c k \ e n u m , 1 , , % i w a r p _ d e l a y e d _ a c k _ e n a b l e d %
[ p a r a m s _ n d _ m a x _ q p ]
h k r , n d i \ p a r a m s \ M a x N d Q p N u m , p a r a m D e s c , , % n e t _ d i r e c t _ q p _ d e s c %
h k r , n d i \ p a r a m s \ M a x N d Q p N u m , d e f a u l t , , " 1 0 2 4 "
h k r , n d i \ p a r a m s \ M a x N d Q p N u m , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ M a x N d Q p N u m \ e n u m , 2 5 6 , , " 2 5 6 "
h k r , n d i \ p a r a m s \ M a x N d Q p N u m \ e n u m , 5 1 2 , , " 5 1 2 "
h k r , n d i \ p a r a m s \ M a x N d Q p N u m \ e n u m , 1 0 2 4 , , " 1 0 2 4 "
h k r , n d i \ p a r a m s \ M a x N d Q p N u m \ e n u m , 2 0 4 8 , , " 2 0 4 8 "
h k r , n d i \ p a r a m s \ M a x N d Q p N u m \ e n u m , 4 0 9 6 , , " 4 0 9 6 "
[ p a r a m s _ f l o w ]
h k r , n d i \ p a r a m s \ * F l o w C o n t r o l , p a r a m d e s c , , % f l o w _ c t r l %
h k r , n d i \ p a r a m s \ * F l o w C o n t r o l , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * F l o w C o n t r o l \ e n u m , 0 , , % f l o w _ c t r l _ d i s a b l e d %
h k r , n d i \ p a r a m s \ * F l o w C o n t r o l \ e n u m , 1 , , % f l o w _ c t r l _ t x %
h k r , n d i \ p a r a m s \ * F l o w C o n t r o l \ e n u m , 2 , , % f l o w _ c t r l _ r x %
h k r , n d i \ p a r a m s \ * F l o w C o n t r o l \ e n u m , 3 , , % f l o w _ c t r l _ r x _ t x %
h k r , n d i \ p a r a m s \ * F l o w C o n t r o l \ e n u m , 4 , , % f l o w _ c t r l _ a u t o %
[ p a r a m s _ f l o w _ a u t o ]
h k r , n d i \ p a r a m s \ * F l o w C o n t r o l , d e f a u l t , , " 4 "
[ p a r a m s _ f l o w _ e n u m _ n o _ a u t o ]
h k r , n d i \ p a r a m s \ * F l o w C o n t r o l , p a r a m d e s c , , % f l o w _ c t r l %
h k r , n d i \ p a r a m s \ * F l o w C o n t r o l , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * F l o w C o n t r o l \ e n u m , 0 , , % f l o w _ c t r l _ d i s a b l e d %
h k r , n d i \ p a r a m s \ * F l o w C o n t r o l \ e n u m , 1 , , % f l o w _ c t r l _ t x %
h k r , n d i \ p a r a m s \ * F l o w C o n t r o l \ e n u m , 2 , , % f l o w _ c t r l _ r x %
h k r , n d i \ p a r a m s \ * F l o w C o n t r o l \ e n u m , 3 , , % f l o w _ c t r l _ r x _ t x %
[ p a r a m s _ f l o w _ r x _ t x ]
h k r , n d i \ p a r a m s \ * F l o w C o n t r o l , d e f a u l t , , " 3 "
[ p a r a m s _ f l o w _ a u t o _ n o _ e n u m ]
h k r , , * F l o w C o n t r o l , 2 , " 4 "
[ p a r a m s _ r s s ]
h k r , n d i \ p a r a m s \ * R S S , p a r a m D e s c , , % r s s _ d e s c %
h k r , n d i \ p a r a m s \ * R S S , d e f a u l t , , " 1 "
h k r , n d i \ p a r a m s \ * R S S , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * R S S \ e n u m , 0 , , % r s s _ d i s a b l e d %
h k r , n d i \ p a r a m s \ * R S S \ e n u m , 1 , , % r s s _ e n a b l e d %
[ p a r a m s _ v r s s ]
h k r , n d i \ p a r a m s \ * R s s O n H o s t V P o r t s , p a r a m D e s c , , % v r s s _ d e s c %
h k r , n d i \ p a r a m s \ * R s s O n H o s t V P o r t s , d e f a u l t , , " 1 "
h k r , n d i \ p a r a m s \ * R s s O n H o s t V P o r t s , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * R s s O n H o s t V P o r t s \ e n u m , 0 , , % g e n e r i c _ d i s a b l e %
h k r , n d i \ p a r a m s \ * R s s O n H o s t V P o r t s \ e n u m , 1 , , % g e n e r i c _ e n a b l e %
[ p a r a m s _ s p e e d _ c o m m o n ]
h k r , n d i \ p a r a m s \ * S p e e d D u p l e x , p a r a m D e s c , , % s p e e d _ d u p l e x _ d e s c %
h k r , n d i \ p a r a m s \ * S p e e d D u p l e x , t y p e , , " e n u m "
[ p a r a m s _ s p e e d _ a u t o _ n o _ e n u m ]
h k r , , * S p e e d D u p l e x , 0 , " 0 "
[ p a r a m s _ s p e e d _ a l l _ 2 5 G ]
h k r , n d i \ p a r a m s \ * S p e e d D u p l e x \ e n u m , 0 , , % s p e e d _ d u p l e x _ a u t o %
h k r , n d i \ p a r a m s \ * S p e e d D u p l e x \ e n u m , 7 , , % s p e e d _ d u p l e x _ 1 0 G b _ f d %
h k r , n d i \ p a r a m s \ * S p e e d D u p l e x \ e n u m , 2 5 0 0 0 , , % s p e e d _ d u p l e x _ 2 5 G b _ f d %
[ p a r a m s _ s p e e d _ a l l _ 4 0 G ]
h k r , n d i \ p a r a m s \ * S p e e d D u p l e x \ e n u m , 0 , , % s p e e d _ d u p l e x _ a u t o %
h k r , n d i \ p a r a m s \ * S p e e d D u p l e x \ e n u m , 7 , , % s p e e d _ d u p l e x _ 1 0 G b _ f d %
h k r , n d i \ p a r a m s \ * S p e e d D u p l e x \ e n u m , 9 , , % s p e e d _ d u p l e x _ 4 0 G b _ f d %
[ p a r a m s _ s p e e d _ a u t o ]
h k r , n d i \ p a r a m s \ * S p e e d D u p l e x \ e n u m , 0 , , % s p e e d _ d u p l e x _ a u t o %
[ p a r a m s _ s p e e d _ 1 G ]
h k r , n d i \ p a r a m s \ * S p e e d D u p l e x \ e n u m , 6 , , % s p e e d _ d u p l e x _ 1 G b _ f d %
[ p a r a m s _ s p e e d _ 1 0 G ]
h k r , n d i \ p a r a m s \ * S p e e d D u p l e x \ e n u m , 7 , , % s p e e d _ d u p l e x _ 1 0 G b _ f d %
[ p a r a m s _ s p e e d _ 2 0 G ]
h k r , n d i \ p a r a m s \ * S p e e d D u p l e x \ e n u m , 8 , , % s p e e d _ d u p l e x _ 2 0 G b _ f d %
[ p a r a m s _ s p e e d _ 2 5 G ]
h k r , n d i \ p a r a m s \ * S p e e d D u p l e x \ e n u m , 2 5 0 0 0 , , % s p e e d _ d u p l e x _ 2 5 G b _ f d %
[ p a r a m s _ s p e e d _ 4 0 G ]
h k r , n d i \ p a r a m s \ * S p e e d D u p l e x \ e n u m , 9 , , % s p e e d _ d u p l e x _ 4 0 G b _ f d %
[ p a r a m s _ s p e e d _ 5 0 G ]
h k r , n d i \ p a r a m s \ * S p e e d D u p l e x \ e n u m , 5 0 0 0 0 , , % s p e e d _ d u p l e x _ 5 0 G b _ f d %
[ p a r a m s _ s p e e d _ 1 0 0 G ]
h k r , n d i \ p a r a m s \ * S p e e d D u p l e x \ e n u m , 1 0 , , % s p e e d _ d u p l e x _ 1 0 0 G b _ f d %
[ p a r a m s _ s p e e d _ a u t o _ d e f a u l t ]
h k r , n d i \ p a r a m s \ * S p e e d D u p l e x , d e f a u l t , , " 0 "
h k r , , * S p e e d D u p l e x , 2 , " 0 "
[ p a r a m s _ s p e e d _ 1 0 G _ d e f a u l t ]
h k r , n d i \ p a r a m s \ * S p e e d D u p l e x , d e f a u l t , , " 7 "
h k r , , * S p e e d D u p l e x , 2 , " 7 "
[ p a r a m s _ s p e e d _ 2 5 G _ d e f a u l t ]
h k r , n d i \ p a r a m s \ * S p e e d D u p l e x , d e f a u l t , , " 2 5 0 0 0 "
h k r , , * S p e e d D u p l e x , 2 , " 2 5 0 0 0 "
[ p a r a m s _ s p e e d _ 4 0 G _ d e f a u l t ]
h k r , n d i \ p a r a m s \ * S p e e d D u p l e x , d e f a u l t , , " 9 "
h k r , , * S p e e d D u p l e x , 2 , " 9 "
[ p a r a m s _ s p e e d _ 5 0 G _ d e f a u l t ]
h k r , n d i \ p a r a m s \ * S p e e d D u p l e x , d e f a u l t , , " 5 0 0 0 0 "
h k r , , * S p e e d D u p l e x , 2 , " 5 0 0 0 0 "
[ p a r a m s _ s p e e d _ 1 0 0 G _ d e f a u l t ]
h k r , n d i \ p a r a m s \ * S p e e d D u p l e x , d e f a u l t , , " 1 0 "
h k r , , * S p e e d D u p l e x , 2 , " 1 0 "
[ p a r a m s _ 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 ]
h k r , n d i \ p a r a m s \ * 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 , p a r a m D e s c , , % e n c a p s u l a t e d _ p a c k e t s _ d e s c %
h k r , n d i \ p a r a m s \ * 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 , d e f a u l t , , " 1 "
h k r , n d i \ p a r a m s \ * 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 , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * 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 \ e n u m , 0 , , % d i s a b l e d %
h k r , n d i \ p a r a m s \ * 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 \ e n u m , 1 , , % e n a b l e d %
[ p a r a m s _ 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 ]
h k r , n d i \ p a r a m s \ * 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 , p a r a m D e s c , , % e n c a p s u l a t e d _ n v g r e _ d e s c %
h k r , n d i \ p a r a m s \ * 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 , d e f a u l t , , " 1 "
h k r , n d i \ p a r a m s \ * 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 , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * 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 \ e n u m , 0 , , % d i s a b l e d %
h k r , n d i \ p a r a m s \ * 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 \ e n u m , 1 , , % e n a b l e d %
[ p a r a m s _ 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 ]
h k r , n d i \ p a r a m s \ * 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 , p a r a m D e s c , , % e n c a p s u l a t e d _ v x l a n _ d e s c %
h k r , n d i \ p a r a m s \ * 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 , d e f a u l t , , " 1 "
h k r , n d i \ p a r a m s \ * 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 , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * 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 \ e n u m , 0 , , % d i s a b l e d %
h k r , n d i \ p a r a m s \ * 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 \ e n u m , 1 , , % e n a b l e d %
[ p a r a m s _ V x l a n U D P P o r t N u m b e r ]
h k r , n d i \ p a r a m s \ * V x l a n U D P P o r t N u m b e r , p a r a m D e s c , , % v x l a n _ u d p _ p o r t _ d e s c %
h k r , n d i \ p a r a m s \ * V x l a n U D P P o r t N u m b e r , d e f a u l t , , " 4 7 8 9 "
h k r , n d i \ p a r a m s \ * V x l a n U D P P o r t N u m b e r , t y p e , , " d w o r d "
h k r , n d i \ p a r a m s \ * V x l a n U D P P o r t N u m b e r , m i n , , " 1 "
h k r , n d i \ p a r a m s \ * V x l a n U D P P o r t N u m b e r , m a x , , " 6 5 5 3 5 "
h k r , n d i \ p a r a m s \ * V x l a n U D P P o r t N u m b e r , s t e p , , " 1 "
h k r , n d i \ p a r a m s \ * V x l a n U D P P o r t N u m b e r , b a s e , , " 1 0 "
[ p a r a m s _ E E E ]
h k r , n d i \ p a r a m s \ * E E E , p a r a m D e s c , , % a u t o g r e e e n _ d e s c %
h k r , n d i \ p a r a m s \ * E E E , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * E E E \ e n u m , 0 , , % g e n e r i c _ d i s a b l e %
h k r , n d i \ p a r a m s \ * E E E \ e n u m , 1 , , % g e n e r i c _ e n a b l e %
[ p a r a m s _ E E E _ e n a b l e d ]
h k r , , * E E E , 2 , " 1 "
h k r , n d i \ p a r a m s \ * E E E , d e f a u l t , , " 1 "
[ p a r a m s _ E e e C t r l M o d e ]
h k r , n d i \ p a r a m s \ E e e C t r l M o d e , p a r a m D e s c , , % e e e _ c t r l _ m o d e _ d e s c %
h k r , n d i \ p a r a m s \ E e e C t r l M o d e , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ E e e C t r l M o d e \ e n u m , 0 , , % e e e _ c t r l _ m o d e _ m a x _ p o w e r _ s a v e %
h k r , n d i \ p a r a m s \ E e e C t r l M o d e \ e n u m , 1 , , % e e e _ c t r l _ m o d e _ b a l a n c e %
h k r , n d i \ p a r a m s \ E e e C t r l M o d e \ e n u m , 2 , , % e e e _ c t r l _ m o d e _ m a x _ p e r f o r m a n c e %
[ p a r a m s _ E e e C t r l M o d e _ b a l a n c e ]
h k r , , E e e C t r l M o d e , 2 , " 1 "
h k r , n d i \ p a r a m s \ E e e C t r l M o d e , d e f a u l t , , " 1 "
[ p a r a m s _ l s o ]
h k r , n d i \ p a r a m s \ * L S O v 2 I P v 4 , p a r a m D e s c , , % l s o _ d e s c _ i p v 4 %
h k r , n d i \ p a r a m s \ * L S O v 2 I P v 4 , d e f a u l t , , " 1 "
h k r , n d i \ p a r a m s \ * L S O v 2 I P v 4 , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ * L S O v 2 I P v 4 \ e n u m , 0 , , % l s o _ d i s a b l e d %
h k r , n d i \ p a r a m s \ * L S O v 2 I P v 4 \ e n u m , 1 , , % l s o _ e n a b l e d %
[ p a r a m s _ o v e r r i d e _ s p e e d ]
h k r , n d i \ p a r a m s \ O v e r r i d e S p e e d D u p l e x , p a r a m D e s c , , % o v e r r i d e _ s p e e d _ d u p l e x _ d e s c %
h k r , n d i \ p a r a m s \ O v e r r i d e S p e e d D u p l e x , d e f a u l t , , " 0 "
h k r , n d i \ p a r a m s \ O v e r r i d e S p e e d D u p l e x , t y p e , , " e n u m "
h k r , n d i \ p a r a m s \ O v e r r i d e S p e e d D u p l e x \ e n u m , 0 , , % l i n k _ c t r l _ p r e b o o t _ c o n t r o l l e d %
h k r , n d i \ p a r a m s \ O v e r r i d e S p e e d D u p l e x \ e n u m , 1 , , % l i n k _ c t r l _ d r i v e r _ c o n t r o l l e d %
; * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * *
; D e s t i n a t i o n d i r e c t o r i e s
; * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * *
[ d e s t i n a t i o n d i r s ]
d e f a u l t d e s t d i r = 1 1
a m d 6 4 w i n 1 0 _ s y s _ f i l e = 1 2
[ s o u r c e d i s k s n a m e s ]
1 = % d i s k _ d e s c % , , ,
[ s o u r c e d i s k s f i l e s ]
q e n d a . s y s = 1
[ a m d 6 4 w i n 1 0 _ s y s _ f i l e ]
q e n d a . s y s , , , 1
[ s t r i n g s ]
; * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * *
; N o n - L o c a l i z a b l e s t r i n g s
; * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * *
q l g c = " C a v i u m , I n c . "
m s f t = " M i c r o s o f t "
; * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * *
; L o c a l i z a b l e s t r i n g s
; * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * *
d i s k _ d e s c = " Q L o g i c I n s t a l l a t i o n M e d i a "
m p _ s r v _ d e s c = " Q L o g i c F a s t L i n Q E t h e r n e t N D I S M i n i p o r t "
q l c 5 7 9 8 0 _ 1 6 5 6 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 2 5 G b E C o n t r o l l e r ( V B D C l i e n t ) "
q l c 5 7 9 8 0 _ 1 6 3 4 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 4 0 G b E C o n t r o l l e r ( V B D C l i e n t ) "
q l c 5 7 9 8 0 _ 1 6 5 4 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 5 0 G b E C o n t r o l l e r ( V B D C l i e n t ) "
q l c 5 7 9 8 0 _ 1 6 4 4 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 1 0 0 G b E C o n t r o l l e r ( V B D C l i e n t ) "
q l c A H _ 8 0 7 0 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 0 0 0 S e r i e s C o n t r o l l e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 _ 1 0 7 7 _ e 4 f 1 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 4 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 Q P _ 1 0 7 7 _ e 4 f 1 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 1 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 N P _ 1 0 7 7 _ e 4 f 1 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 4 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 F C X _ 1 0 7 7 _ e 4 f 1 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 4 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 S C X _ 1 0 7 7 _ e 4 f 1 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 4 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 F C _ 1 0 7 7 _ e 4 f 1 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 4 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 S C _ 1 0 7 7 _ e 4 f 1 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 4 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 _ 1 0 7 7 _ e 4 f 2 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 4 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 Q P _ 1 0 7 7 _ e 4 f 2 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 1 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 N P _ 1 0 7 7 _ e 4 f 2 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 4 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 F C X _ 1 0 7 7 _ e 4 f 2 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 4 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 S C X _ 1 0 7 7 _ e 4 f 2 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 4 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 F C _ 1 0 7 7 _ e 4 f 2 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 4 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 S C _ 1 0 7 7 _ e 4 f 2 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 4 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 _ 1 0 7 7 _ e 4 f 3 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 4 1 2 H 4 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 Q P _ 1 0 7 7 _ e 4 f 3 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 1 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 N P _ 1 0 7 7 _ e 4 f 3 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 4 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 _ 1 0 7 7 _ e 4 f 4 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 4 1 1 H 4 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 Q P _ 1 0 7 7 _ e 4 f 4 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 1 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 N P _ 1 0 7 7 _ e 4 f 4 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 4 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 T G _ 1 0 7 7 _ e 4 f 6 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 2 1 1 H 2 5 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 T G _ 1 0 7 7 _ e 4 f 7 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 2 1 2 H 2 5 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 H G _ 1 0 7 7 _ e 4 f 8 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 6 1 1 H 1 0 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 _ 1 0 7 7 _ e 4 f 9 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 4 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 F C _ 1 0 7 7 _ e 4 f 9 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 4 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 S C _ 1 0 7 7 _ e 4 f 9 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 4 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 F G _ 1 0 7 7 _ e 4 f a _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 5 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 F C _ 1 0 7 7 _ e 4 f a _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 5 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 S C _ 1 0 7 7 _ e 4 f a _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 5 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 T G _ 1 0 7 7 _ e 4 f 8 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 2 5 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 F G _ 1 0 7 7 _ e 4 f 8 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s 5 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 0 d _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 6 2 H 2 5 G b E A d a p t e r ( V B D C l i e n t ) "
b c m A H F C _ 1 0 7 7 _ 0 0 0 d _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 6 2 H 2 5 G b E F C o E A d a p t e r ( V B D C l i e n t ) "
b c m A H S C _ 1 0 7 7 _ 0 0 0 d _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 6 2 H 2 5 G b E i S C S I A d a p t e r ( V B D C l i e n t ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 0 e _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 1 2 H 1 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 1 1 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 1 2 H 2 5 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 T G _ 1 0 7 7 _ e 4 f b _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 2 6 2 H 2 5 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 F C _ 1 0 7 7 _ e 4 f b _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 2 6 2 H 2 5 G b E A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 S C _ 1 0 7 7 _ e 4 f b _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 2 6 2 H 2 5 G b E A d a p t e r ( V B D C l i e n t ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 1 2 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 6 2 H 1 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m A H F C _ 1 0 7 7 _ 0 0 1 2 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 6 2 H 1 0 G b E F C o E A d a p t e r ( V B D C l i e n t ) "
b c m A H S C _ 1 0 7 7 _ 0 0 1 2 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 6 2 H 1 0 G b E i S C S I A d a p t e r ( V B D C l i e n t ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 1 3 _ d e s c = " Q L o g i c F a s t L i n Q Q T E 8 6 4 2 1 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m A H F C _ 1 0 7 7 _ 0 0 1 3 _ d e s c = " Q L o g i c F a s t L i n Q Q T E 8 6 4 2 1 0 G b E F C o E A d a p t e r ( V B D C l i e n t ) "
b c m A H S C T _ 1 0 7 7 _ 0 0 1 3 _ d e s c = " Q L o g i c F a s t L i n Q Q T E 8 6 4 2 1 0 G b E i S C S I A d a p t e r ( V B D C l i e n t ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 1 4 _ d e s c = " Q L o g i c F a s t L i n Q Q T E 8 6 5 2 2 5 G b E A d a p t e r ( V B D C l i e n t ) "
b c m A H F C _ 1 0 7 7 _ 0 0 1 4 _ d e s c = " Q L o g i c F a s t L i n Q Q T E 8 6 5 2 2 5 G b E F C o E A d a p t e r ( V B D C l i e n t ) "
b c m A H S C T _ 1 0 7 7 _ 0 0 1 4 _ d e s c = " Q L o g i c F a s t L i n Q Q T E 8 6 5 2 2 5 G b E i S C S I A d a p t e r ( V B D C l i e n t ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 1 5 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 5 2 2 5 G b E A d a p t e r ( V B D C l i e n t ) "
b c m A H F C _ 1 0 7 7 _ 0 0 1 5 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 5 2 2 5 G b E F C o E A d a p t e r ( V B D C l i e n t ) "
b c m A H S C _ 1 0 7 7 _ 0 0 1 5 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 5 2 2 5 G b E i S C S I A d a p t e r ( V B D C l i e n t ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 1 6 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 1 2 2 5 G b E A d a p t e r ( V B D C l i e n t ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 1 8 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 3 2 H 1 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 1 9 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 3 2 H 2 5 G b E O C P A d a p t e r "
b c m A H N I C _ 1 0 7 7 _ 0 0 2 0 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 3 1 H 2 5 G b E O C P A d a p t e r "
b c m A H N I C _ 1 0 7 7 _ 0 0 2 1 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 3 2 H 1 0 G b E O C P A d a p t e r "
b c m 5 7 9 8 0 T G _ 1 0 7 7 _ 0 0 2 2 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 6 0 4 4 x 2 5 G b E S F P 2 8 O C P A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 T G _ 1 0 7 7 _ 0 0 2 3 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 2 1 2 2 x 2 5 G b E A d a p t e r ( V B D C l i e n t ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 2 4 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 3 2 H 1 0 G b E A d a p t e r ( N D I S ) "
b c m 5 7 9 8 0 H G _ 1 0 7 7 _ 0 0 2 5 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 6 3 1 H 1 0 0 G b E A d a p t e r ( N D I S ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 2 6 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 3 4 H 1 0 G b E A d a p t e r ( N D I S ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 2 9 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 3 4 H 1 0 G b E A d a p t e r ( N D I S ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 3 0 _ d e s c = " Q L 4 1 2 3 4 H L C U - Q u a d P o r t 2 5 G b E S F P + A d a p t e r ( N D I S ) "
b c m 5 7 9 8 0 F G _ 1 0 7 7 _ 0 0 3 2 _ d e s c = " L e n o v o T h i n k S y s t e m Q L o g i c Q L 4 5 2 1 2 F l e x 5 0 G b 2 - p o r t E t h e r n e t A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 T G _ 1 0 7 7 _ 0 0 3 3 _ d e s c = " L e n o v o T h i n k S y s t e m Q L o g i c Q L 4 5 2 1 4 F l e x 2 5 G b 4 - p o r t E t h e r n e t A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 F G _ 1 0 7 7 _ 0 0 3 4 _ d e s c = " L e n o v o T h i n k S y s t e m Q L o g i c Q L 4 5 2 6 2 F l e x 5 0 G b 2 - p o r t E t h e r n e t A d a p t e r w / i S C S I / F C o E ( V B D C l i e n t ) "
b c m 5 7 9 8 0 F C _ 1 0 7 7 _ 0 0 3 4 _ d e s c = " L e n o v o T h i n k S y s t e m Q L o g i c Q L 4 5 2 6 2 F l e x 5 0 G b 2 - p o r t E t h e r n e t A d a p t e r w / i S C S I / F C o E ( V B D C l i e n t ) "
b c m 5 7 9 8 0 S C _ 1 0 7 7 _ 0 0 3 4 _ d e s c = " L e n o v o T h i n k S y s t e m Q L o g i c Q L 4 5 2 6 2 F l e x 5 0 G b 2 - p o r t E t h e r n e t A d a p t e r w / i S C S I / F C o E ( V B D C l i e n t ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 3 5 _ d e s c = " L e n o v o T h i n k S y s t e m Q L o g i c Q L 4 1 1 3 4 P C I e 1 0 G b 4 - P o r t B a s e - T E t h e r n e t A d a p t e r ( N D I S ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 3 6 _ d e s c = " Q L o g i c F a s t L i n Q Q T E 8 6 5 4 4 x 2 5 G b E A d a p t e r ( N D I S ) "
b c m A H F C _ 1 0 7 7 _ 0 0 3 6 _ d e s c = " Q L o g i c F a s t L i n Q Q T E 8 6 5 4 4 x 2 5 G b E A d a p t e r ( F C o E ) "
b c m A H S C _ 1 0 7 7 _ 0 0 3 6 _ d e s c = " Q L o g i c F a s t L i n Q Q T E 8 6 5 4 4 x 2 5 G b E A d a p t e r ( i S C S I ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 3 7 _ d e s c = " Q L o g i c F a s t L i n Q Q T E 8 6 4 4 4 x 1 0 G b E A d a p t e r ( N D I S ) "
b c m A H F C _ 1 0 7 7 _ 0 0 3 7 _ d e s c = " Q L o g i c F a s t L i n Q Q T E 8 6 4 4 4 x 1 0 G b E A d a p t e r ( F C o E ) "
b c m A H S C _ 1 0 7 7 _ 0 0 3 7 _ d e s c = " Q L o g i c F a s t L i n Q Q T E 8 6 4 4 4 x 1 0 G b E A d a p t e r ( i S C S I ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 3 8 _ d e s c = " Q L 4 1 2 3 4 H L C U - Q u a d P o r t 2 5 G b E S F P + A d a p t e r ( N D I S ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 3 9 _ d e s c = " Q L o g i c 2 x 2 5 G b Q L 4 1 2 6 2 H L C U A d a p t e r ( N D I S ) "
b c m A H F C _ 1 0 7 7 _ 0 0 3 9 _ d e s c = " Q L o g i c 2 x 2 5 G b Q L 4 1 2 6 2 H L C U A d a p t e r ( F C o E ) "
b c m A H S C _ 1 0 7 7 _ 0 0 3 9 _ d e s c = " Q L o g i c 2 x 2 5 G b Q L 4 1 2 6 2 H L C U A d a p t e r ( i S C S I ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 4 1 _ d e s c = " Q L 4 1 2 5 4 H L C U - Q u a d P o r t 2 5 G b E S F P + A d a p t e r ( N D I S ) "
b c m A H S C _ 1 0 7 7 _ 0 0 4 1 _ d e s c = " Q L 4 1 2 5 4 H L C U - Q u a d P o r t 2 5 G b E S F P + A d a p t e r ( i S C S I ) "
b c m 5 7 9 8 0 H G _ 1 0 7 7 _ 0 0 4 4 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 6 1 1 H 1 0 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 4 5 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 3 2 H 1 0 G b E A d a p t e r ( N D I S ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 4 6 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 3 2 H Q C U 2 x 2 5 G b E O C P N I C ( V B D C l i e n t ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 4 7 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 3 2 H Q R J 2 x 1 0 G b T O C P N I C ( V B D C l i e n t ) "
b c m 5 7 9 8 0 _ 1 1 3 7 _ 0 2 4 5 _ d e s c = " C i s c o F a s t L i n Q Q L 4 5 4 1 2 H 4 0 G b E A d a p t e r ( N D I S ) "
b c m A H N I C _ 1 1 3 7 _ 0 2 4 6 _ d e s c = " C i s c o F a s t L i n Q Q L 4 1 2 1 2 H L C U 2 5 G b E A d a p t e r ( N D I S ) "
b c m A H N I C _ 1 1 3 7 _ 0 2 4 c _ d e s c = " C i s c o F a s t L i n Q Q L 4 1 1 3 2 H O R J _ 2 x 1 0 O C P A d a p t e r ( N D I S V B D C l i e n t ) "
b c m A H N I C _ 1 1 3 7 _ 0 2 4 d _ d e s c = " C i s c o F a s t L i n Q Q L 4 1 2 3 2 H O C U 2 x 2 5 G b E S F P 2 8 O C P A d a p t e r ( N D I S V B D C l i e n t ) "
b c m 5 7 9 8 0 H G _ 1 1 3 7 _ 0 2 4 e _ d e s c = " C i s c o F a s t L i n Q Q L 4 5 6 3 1 H O C U 1 x 1 0 0 G b E Q S F P 2 8 O C P A d a p t e r ( N D I S V B D C l i e n t ) "
b c m 5 7 9 8 0 T G _ 1 0 7 7 _ e 4 f 5 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 2 1 2 - D E 2 5 G b E A d a p t e r ( V B D c l i e n t ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 0 1 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 6 2 - D E 1 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m A H F C _ 1 0 7 7 _ 0 0 0 1 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 6 2 - D E 1 0 G b E F C o E A d a p t e r ( V B D C l i e n t ) "
b c m A H S C _ 1 0 7 7 _ 0 0 0 1 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 6 2 - D E 1 0 G b E i S C S I A d a p t e r ( V B D C l i e n t ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 0 2 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 1 2 - D E 1 0 G b E A d a p t e r ( V B D C l i e n t ) "
b c m A H F C _ 1 0 7 7 _ 0 0 0 2 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 1 2 - D E 1 0 G b E F C o E A d a p t e r ( V B D C l i e n t ) "
b c m A H S C _ 1 0 7 7 _ 0 0 0 2 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 1 2 - D E 1 0 G b E i S C S I A d a p t e r ( V B D C l i e n t ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 0 3 _ d e s c = " Q L o g i c 4 x 1 0 G E Q L 4 1 1 6 4 H x R J C N A ( N D I S ) "
b c m A H F C _ 1 0 7 7 _ 0 0 0 3 _ d e s c = " Q L o g i c 4 x 1 0 G E Q L 4 1 1 6 4 H x R J C N A ( F C o E ) "
b c m A H S C _ 1 0 7 7 _ 0 0 0 3 _ d e s c = " Q L o g i c 4 x 1 0 G E Q L 4 1 1 6 4 H x R J C N A ( i S C S I ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 0 4 _ d e s c = " Q L o g i c 4 x 1 0 G E Q L 4 1 1 6 4 H x C U C N A ( N D I S ) "
b c m A H F C _ 1 0 7 7 _ 0 0 0 4 _ d e s c = " Q L o g i c 4 x 1 0 G E Q L 4 1 1 6 4 H x C U C N A ( F C o E ) "
b c m A H S C _ 1 0 7 7 _ 0 0 0 4 _ d e s c = " Q L o g i c 4 x 1 0 G E Q L 4 1 1 6 4 H x C U C N A ( i S C S I ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 0 5 _ d e s c = " Q L o g i c 4 x 1 0 G E Q L 4 1 1 6 4 H M R J C N A ( N D I S ) "
b c m A H F C _ 1 0 7 7 _ 0 0 0 5 _ d e s c = " Q L o g i c 4 x 1 0 G E Q L 4 1 1 6 4 H M R J C N A ( F C o E ) "
b c m A H S C _ 1 0 7 7 _ 0 0 0 5 _ d e s c = " Q L o g i c 4 x 1 0 G E Q L 4 1 1 6 4 H M R J C N A ( i S C S I ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 0 6 _ d e s c = " Q L o g i c 4 x 1 0 G E Q L 4 1 1 6 4 H M C U C N A ( N D I S ) "
b c m A H F C _ 1 0 7 7 _ 0 0 0 6 _ d e s c = " Q L o g i c 4 x 1 0 G E Q L 4 1 1 6 4 H M C U C N A ( F C o E ) "
b c m A H S C _ 1 0 7 7 _ 0 0 0 6 _ d e s c = " Q L o g i c 4 x 1 0 G E Q L 4 1 1 6 4 H M C U C N A ( i S C S I ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 0 7 _ d e s c = " Q L o g i c 2 x 1 G E + 2 x 1 0 G E Q L 4 1 2 6 4 H M C U C N A ( N D I S ) "
b c m A H F C _ 1 0 7 7 _ 0 0 0 7 _ d e s c = " Q L o g i c 2 x 1 G E + 2 x 1 0 G E Q L 4 1 2 6 4 H M C U C N A ( F C o E ) "
b c m A H S C _ 1 0 7 7 _ 0 0 0 7 _ d e s c = " Q L o g i c 2 x 1 G E + 2 x 1 0 G E Q L 4 1 2 6 4 H M C U C N A ( i S C S I ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 0 9 _ d e s c = " Q L o g i c 2 x 1 G E + 2 x 1 0 G E Q L 4 1 1 6 2 H M R J C N A ( N D I S ) "
b c m A H F C _ 1 0 7 7 _ 0 0 0 9 _ d e s c = " Q L o g i c 2 x 1 G E + 2 x 1 0 G E Q L 4 1 1 6 2 H M R J C N A ( F C o E ) "
b c m A H S C _ 1 0 7 7 _ 0 0 0 9 _ d e s c = " Q L o g i c 2 x 1 G E + 2 x 1 0 G E Q L 4 1 1 6 2 H M R J C N A ( i S C S I ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 0 b _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 6 2 - D E 2 5 G b E A d a p t e r ( V B D C l i e n t ) "
b c m A H F C _ 1 0 7 7 _ 0 0 0 b _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 6 2 - D E 2 5 G b E F C o E A d a p t e r ( V B D C l i e n t ) "
b c m A H S C _ 1 0 7 7 _ 0 0 0 b _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 6 2 - D E 2 5 G b E i S C S I A d a p t e r ( V B D C l i e n t ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 0 c _ d e s c = " Q L o g i c 2 x 2 5 G E Q L 4 1 2 6 2 H M C U C N A ( N D I S ) "
b c m A H F C _ 1 0 7 7 _ 0 0 0 c _ d e s c = " Q L o g i c 2 x 2 5 G E Q L 4 1 2 6 2 H M C U C N A ( F C o E ) "
b c m A H S C _ 1 0 7 7 _ 0 0 0 c _ d e s c = " Q L o g i c 2 x 2 5 G E Q L 4 1 2 6 2 H M C U C N A ( i S C S I ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 0 f _ d e s c = " Q L o g i c 2 x 2 5 G E Q L 4 1 2 6 2 H M K R C N A ( N D I S ) "
b c m A H F C _ 1 0 7 7 _ 0 0 0 f _ d e s c = " Q L o g i c 2 x 2 5 G E Q L 4 1 2 6 2 H M K R C N A ( F C o E ) "
b c m A H S C _ 1 0 7 7 _ 0 0 0 f _ d e s c = " Q L o g i c 2 x 2 5 G E Q L 4 1 2 6 2 H M K R C N A ( i S C S I ) "
b c m A H N I C _ 1 0 7 7 _ 0 0 1 0 _ d e s c = " Q L o g i c 2 x 2 5 G E Q L 4 1 2 3 2 H M K R N I C ( N D I S ) "
b c m 5 7 9 8 0 H G _ 1 5 2 d _ 8 9 f f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 6 0 4 1 0 0 G b E E t h e r n e t A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 T G _ 1 5 2 d _ 8 a 1 0 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 2 0 4 2 5 G b E E t h e r n e t A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 T G _ 1 5 2 d _ 8 a 1 4 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 2 0 4 2 5 G b E E t h e r n e t A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 H G _ 1 5 2 d _ 8 a 5 7 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 6 0 4 1 0 0 G b E E t h e r n e t A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 _ 1 5 2 d _ 8 a 0 c _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 6 0 4 4 0 G b E E t h e r n e t A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 T G _ 1 5 2 d _ 8 a 5 9 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 2 0 4 2 5 G b E E t h e r n e t A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 T G _ 1 5 2 d _ 8 a 5 8 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 2 0 4 2 5 G b E E t h e r n e t A d a p t e r ( V B D C l i e n t ) "
b c m A H N I C _ 1 4 5 8 _ 1 0 0 0 _ d e s c = " G e n e v a - L Q L 4 1 1 0 2 2 x 1 0 g S F P + L O M ( V B D C l i e n t ) "
b c m 5 7 9 8 0 T G _ 1 5 2 d _ 8 b 1 3 _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 2 0 4 2 5 G b E E t h e r n e t A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 1 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 1 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 1 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 1 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 2 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 2 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 2 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 2 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 3 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 3 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 3 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 3 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 4 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
b c m 5 7 9 8 0 S R X _ 1 0 7 7 _ e 4 f 4 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 4 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 4 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 9 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f 9 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f a _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f a _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 0 d _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 6 2 H 2 5 G b E A d a p t e r ( V B D C l i e n t S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 0 d _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 6 2 H 2 5 G b E A d a p t e r ( V B D C l i e n t S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 0 e _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 1 2 H 1 0 G b E A d a p t e r ( V B D C l i e n t S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 0 e _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 1 2 H 1 0 G b E A d a p t e r ( V B D C l i e n t S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 1 1 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 1 2 H 2 5 G b E A d a p t e r ( V B D C l i e n t S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 1 1 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 1 2 H 2 5 G b E A d a p t e r ( V B D C l i e n t S R - I O V V F ) "
b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f b _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 2 6 2 H 2 5 G b E A d a p t e r ( V B D C l i e n t S R - I O V V F ) "
b c m 5 7 9 8 0 S R _ 1 0 7 7 _ e 4 f b _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 2 6 2 H 2 5 G b E A d a p t e r ( V B D C l i e n t S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 1 2 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 6 2 H 1 0 G b E A d a p t e r ( V B D C l i e n t S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 1 2 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 6 2 H 1 0 G b E A d a p t e r ( V B D C l i e n t S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 1 3 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q T E 8 6 4 2 1 0 G b E A d a p t e r ( V B D C l i e n t S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 1 3 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q T E 8 6 4 2 1 0 G b E A d a p t e r ( V B D C l i e n t S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 1 4 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q T E 8 6 5 2 2 5 G b E A d a p t e r ( V B D C l i e n t S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 1 4 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q T E 8 6 5 2 2 5 G b E A d a p t e r ( V B D C l i e n t S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 1 5 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 5 2 2 5 G b E A d a p t e r ( V B D C l i e n t S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 1 5 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 5 2 2 5 G b E A d a p t e r ( V B D C l i e n t S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 1 6 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 1 2 2 5 G b E A d a p t e r ( V B D C l i e n t S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 1 6 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 1 2 2 5 G b E A d a p t e r ( V B D C l i e n t S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 1 8 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 3 2 H 1 0 G b E A d a p t e r ( V B D C l i e n t S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 1 8 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 3 2 H 1 0 G b E A d a p t e r ( V B D C l i e n t S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 1 9 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 3 2 H 2 5 G b E O C P A d a p t e r ( S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 1 9 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 3 2 H 2 5 G b E O C P A d a p t e r ( S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 2 0 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 3 1 H 2 5 G b E O C P A d a p t e r ( S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 2 0 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 3 1 H 2 5 G b E O C P A d a p t e r ( S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 2 1 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 3 2 H 1 0 G b E O C P A d a p t e r ( S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 2 1 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 3 2 H 1 0 G b E O C P A d a p t e r ( S R - I O V V F ) "
b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 2 2 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 6 0 4 4 x 2 5 G b E S F P 2 8 O C P A d a p t e r ( V B D C l i e n t S R - I O V V F ) "
b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 2 2 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 6 0 4 4 x 2 5 G b E S F P 2 8 O C P A d a p t e r ( V B D C l i e n t S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 2 4 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 3 2 H 1 0 G b E A d a p t e r ( S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 2 4 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 3 2 H 1 0 G b E A d a p t e r ( S R - I O V V F ) "
b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 2 5 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 6 3 1 H 1 0 0 G b E A d a p t e r ( S R - I O V V F ) "
b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 2 5 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 6 3 1 H 1 0 0 G b E A d a p t e r ( S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 2 6 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 3 4 H 1 0 G b E A d a p t e r ( S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 2 6 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 3 4 H 1 0 G b E A d a p t e r ( S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 2 9 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 3 4 H 1 0 G b E A d a p t e r ( S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 2 9 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 3 4 H 1 0 G b E A d a p t e r ( S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 3 0 _ v f _ d e s c = " Q L 4 1 2 3 4 H L C U - Q u a d P o r t 2 5 G b E S F P + A d a p t e r ( S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 3 0 _ n w 8 v f _ d e s c = " Q L 4 1 2 3 4 H L C U - Q u a d P o r t 2 5 G b E S F P + A d a p t e r ( S R - I O V V F ) "
b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 2 _ v f _ d e s c = " L e n o v o T h i n k S y s t e m Q L o g i c Q L 4 5 2 1 2 F l e x 5 0 G b 2 - p o r t E t h e r n e t A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 2 _ n w 8 v f _ d e s c = " L e n o v o T h i n k S y s t e m Q L o g i c Q L 4 5 2 1 2 F l e x 5 0 G b 2 - p o r t E t h e r n e t A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 3 _ v f _ d e s c = " L e n o v o T h i n k S y s t e m Q L o g i c Q L 4 5 2 1 4 F l e x 2 5 G b 4 - p o r t E t h e r n e t A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 3 _ n w 8 v f _ d e s c = " L e n o v o T h i n k S y s t e m Q L o g i c Q L 4 5 2 1 4 F l e x 2 5 G b 4 - p o r t E t h e r n e t A d a p t e r ( V B D C l i e n t ) "
b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 4 _ v f _ d e s c = " L e n o v o T h i n k S y s t e m Q L o g i c Q L 4 5 2 6 2 F l e x 5 0 G b 2 - p o r t E t h e r n e t A d a p t e r w / i S C S I / F C o E ( V B D C l i e n t ) "
b c m 5 7 9 8 0 S R _ 1 0 7 7 _ 0 0 3 4 _ n w 8 v f _ d e s c = " L e n o v o T h i n k S y s t e m Q L o g i c Q L 4 5 2 6 2 F l e x 5 0 G b 2 - p o r t E t h e r n e t A d a p t e r w / i S C S I / F C o E ( V B D C l i e n t ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 3 5 _ v f _ d e s c = " L e n o v o T h i n k S y s t e m Q L o g i c Q L 4 1 1 3 4 P C I e 1 0 G b 4 - P o r t B a s e - T E t h e r n e t A d a p t e r ( S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 3 5 _ n w 8 v f _ d e s c = " L e n o v o T h i n k S y s t e m Q L o g i c Q L 4 1 1 3 4 P C I e 1 0 G b 4 - P o r t B a s e - T E t h e r n e t A d a p t e r ( S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 3 6 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q T E 8 6 5 4 4 x 2 5 G b E A d a p t e r ( S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 3 6 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q T E 8 6 5 4 4 x 2 5 G b E A d a p t e r ( S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 3 7 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q T E 8 6 4 4 4 x 1 0 G b E A d a p t e r ( S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 3 7 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q T E 8 6 4 4 4 x 1 0 G b E A d a p t e r ( S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 3 8 _ v f _ d e s c = " Q L 4 1 2 3 4 H L C U - Q u a d P o r t 2 5 G b E S F P + A d a p t e r ( S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 3 8 _ n w 8 v f _ d e s c = " Q L 4 1 2 3 4 H L C U - Q u a d P o r t 2 5 G b E S F P + A d a p t e r ( S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 3 9 _ v f _ d e s c = " Q L o g i c 2 x 2 5 G b Q L 4 1 2 6 2 H L C U A d a p t e r ( S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 3 9 _ n w 8 v f _ d e s c = " Q L o g i c 2 x 2 5 G b Q L 4 1 2 6 2 H L C U A d a p t e r ( S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 4 1 _ v f _ d e s c = " Q L 4 1 2 5 4 H L C U - Q u a d P o r t 2 5 G b E S F P + A d a p t e r ( S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 4 1 _ n w 8 v f _ d e s c = " Q L 4 1 2 5 4 H L C U - Q u a d P o r t 2 5 G b E S F P + A d a p t e r ( S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 4 5 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 3 2 H 1 0 G b E A d a p t e r ( S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 4 5 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 3 2 H 1 0 G b E A d a p t e r ( S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 4 6 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 3 2 H Q C U 2 x 2 5 G b E O C P N I C ( V B D C l i e n t S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 4 6 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 2 3 2 H Q C U 2 x 2 5 G b E O C P N I C ( V B D C l i e n t S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 4 7 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 3 2 H Q R J 2 x 1 0 G b T O C P N I C ( V B D C l i e n t S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 4 7 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 1 3 2 H Q R J 2 x 1 0 G b T O C P N I C ( V B D C l i e n t S R - I O V ) "
b c m 5 7 9 8 0 S R X _ 1 1 3 7 _ 0 2 3 4 _ v f _ d e s c = " C i s c o F a s t L i n Q Q L 4 5 4 1 2 H 4 0 G b E A d a p t e r ( S R - I O V V F ) "
b c m 5 7 9 8 0 S R X _ 1 1 3 7 _ 0 2 3 4 _ n w 8 v f _ d e s c = " C i s c o F a s t L i n Q Q L 4 5 4 1 2 H 4 0 G b E A d a p t e r ( S R - I O V V F ) "
b c m A H V N I C _ 1 1 3 7 _ 0 2 4 6 _ v f _ d e s c = " C i s c o F a s t L i n Q Q L 4 1 2 1 2 H L C U 2 5 G b E A d a p t e r ( S R - I O V V F ) "
b c m A H V N I C _ 1 1 3 7 _ 0 2 4 6 _ n w 8 v f _ d e s c = " C i s c o F a s t L i n Q Q L 4 1 2 1 2 H L C U 2 5 G b E A d a p t e r ( S R - I O V V F ) "
b c m A H V N I C _ 1 1 3 7 _ 0 2 4 c _ v f _ d e s c = " C i s c o F a s t L i n Q Q L 4 1 1 3 2 H O R J _ 2 x 1 0 O C P A d a p t e r ( S R - I O V V F ) "
b c m A H V N I C _ 1 1 3 7 _ 0 2 4 c _ n w 8 v f _ d e s c = " C i s c o F a s t L i n Q Q L 4 1 1 3 2 H O R J _ 2 x 1 0 O C P A d a p t e r ( S R - I O V V F ) "
b c m A H V N I C _ 1 1 3 7 _ 0 2 4 d _ v f _ d e s c = " C i s c o F a s t L i n Q Q L 4 1 2 3 2 H O C U 2 x 2 5 G b E S F P 2 8 O C P A d a p t e r ( S R - I O V V F ) "
b c m A H V N I C _ 1 1 3 7 _ 0 2 4 d _ n w 8 v f _ d e s c = " C i s c o F a s t L i n Q Q L 4 1 2 3 2 H O C U 2 x 2 5 G b E S F P 2 8 O C P A d a p t e r ( S R - I O V V F ) "
b c m 5 7 9 8 0 S R _ 1 1 3 7 _ 0 2 4 e _ v f _ d e s c = " C i s c o F a s t L i n Q Q L 4 5 6 3 1 H O C U 1 x 1 0 0 G b E Q S F P 2 8 O C P A d a p t e r ( S R - I O V V F ) "
b c m 5 7 9 8 0 S R _ 1 1 3 7 _ 0 2 4 e _ n w 8 v f _ d e s c = " C i s c o F a s t L i n Q Q L 4 5 6 3 1 H O C U 1 x 1 0 0 G b E Q S F P 2 8 O C P A d a p t e r ( S R - I O V V F ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 0 3 _ v f _ d e s c = " Q L o g i c 4 x 1 0 G E Q L 4 1 1 6 4 H x R J C N A ( S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 0 3 _ n w 8 v f _ d e s c = " Q L o g i c 4 x 1 0 G E Q L 4 1 1 6 4 H x R J C N A ( S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 0 4 _ v f _ d e s c = " Q L o g i c 4 x 1 0 G E Q L 4 1 1 6 4 H x C U C N A ( S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 0 4 _ n w 8 v f _ d e s c = " Q L o g i c 4 x 1 0 G E Q L 4 1 1 6 4 H x C U C N A ( S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 0 5 _ v f _ d e s c = " Q L o g i c 4 x 1 0 G E Q L 4 1 1 6 4 H M R J C N A ( S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 0 5 _ n w 8 v f _ d e s c = " Q L o g i c 4 x 1 0 G E Q L 4 1 1 6 4 H M R J C N A ( S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 0 6 _ v f _ d e s c = " Q L o g i c 4 x 1 0 G E Q L 4 1 1 6 4 H M C U C N A ( S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 0 6 _ n w 8 v f _ d e s c = " Q L o g i c 4 x 1 0 G E Q L 4 1 1 6 4 H M C U C N A ( S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 0 7 _ v f _ d e s c = " Q L o g i c 2 x 1 G E + 2 x 1 0 G E Q L 4 1 2 6 4 H M C U C N A ( S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 0 7 _ n w 8 v f _ d e s c = " Q L o g i c 2 x 1 G E + 2 x 1 0 G E Q L 4 1 2 6 4 H M C U C N A ( S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 0 9 _ v f _ d e s c = " Q L o g i c 2 x 1 G E + 2 x 1 0 G E Q L 4 1 1 6 2 H M R J C N A ( S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 0 9 _ n w 8 v f _ d e s c = " Q L o g i c 2 x 1 G E + 2 x 1 0 G E Q L 4 1 1 6 2 H M R J C N A ( S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 0 c _ v f _ d e s c = " Q L o g i c 2 x 2 5 G E Q L 4 1 2 6 2 H M C U C N A ( S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 0 c _ n w 8 v f _ d e s c = " Q L o g i c 2 x 2 5 G E Q L 4 1 2 6 2 H M C U C N A ( S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 0 f _ v f _ d e s c = " Q L o g i c 2 x 2 5 G E Q L 4 1 2 6 2 H M K R C N A ( S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 0 f _ n w 8 v f _ d e s c = " Q L o g i c 2 x 2 5 G E Q L 4 1 2 6 2 H M K R C N A ( S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 1 0 _ v f _ d e s c = " Q L o g i c 2 x 2 5 G E Q L 4 1 2 3 2 H M K R N I C ( S R - I O V ) "
b c m A H V N I C _ 1 0 7 7 _ 0 0 1 0 _ n w 8 v f _ d e s c = " Q L o g i c 2 x 2 5 G E Q L 4 1 2 3 2 H M K R N I C ( S R - I O V ) "
b c m A H V N I C _ 1 4 5 8 _ 1 0 0 0 _ v f _ d e s c = " G e n e v a - L Q L 4 1 1 0 2 2 x 1 0 g S F P + L O M ( V B D C l i e n t S R - I O V V F ) "
b c m A H V N I C _ 1 4 5 8 _ 1 0 0 0 _ n w 8 v f _ d e s c = " G e n e v a - L Q L 4 1 1 0 2 2 x 1 0 g S F P + L O M ( V B D C l i e n t S R - I O V V F ) "
q l c 5 7 9 8 0 _ 1 6 3 7 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
q l c 5 7 9 8 0 _ 1 6 3 7 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
q l c 5 7 9 8 0 _ 1 6 6 4 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
q l c 5 7 9 8 0 _ 1 6 6 4 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 5 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
q l c A H _ 8 0 9 0 _ v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
q l c A H _ 8 0 9 0 _ n w 8 v f _ d e s c = " Q L o g i c F a s t L i n Q Q L 4 1 0 0 0 S e r i e s G i g a b i t E t h e r n e t C o n t r o l l e r ( V B D C l i e n t S R - I O V V F ) "
h p 5 7 9 8 0 T G _ 1 6 5 6 _ 0 0 c f _ d e s c = " H P E E t h e r n e t 4 x 2 5 G b 1 - p o r t 6 2 0 Q S F P 2 8 A d a p t e r "
h p 5 7 9 8 0 F G _ 1 6 5 4 _ 0 2 2 3 _ d e s c = " H P E S y n e r g y 6 8 1 0 C 2 5 / 5 0 G b E t h e r n e t A d a p t e r "
h p A H N I C _ 8 0 7 0 _ 0 2 1 d _ d e s c = " H P E E t h e r n e t 1 0 / 2 5 G b 2 - p o r t 6 2 1 S F P 2 8 A d a p t e r "
h p A H N I C _ 8 0 7 0 _ 0 2 1 f _ d e s c = " H P E E t h e r n e t 1 0 / 2 5 G b 2 - p o r t 6 2 2 F L R - S F P 2 8 C o n v e r g e d N e t w o r k A d a p t e r "
h p A H F C _ 8 0 8 0 _ 0 2 1 f _ d e s c = " H P E E t h e r n e t 1 0 / 2 5 G b 2 - p o r t 6 2 2 F L R - S F P 2 8 C o n v e r g e d N e t w o r k A d a p t e r "
h p A H S C _ 8 0 8 4 _ 0 2 1 f _ d e s c = " H P E E t h e r n e t 1 0 / 2 5 G b 2 - p o r t 6 2 2 F L R - S F P 2 8 C o n v e r g e d N e t w o r k A d a p t e r "
h p A H N I C _ 8 0 7 0 _ 0 2 2 0 _ d e s c = " H P E E t h e r n e t 1 0 G b 2 - p o r t 5 2 1 T A d a p t e r "
h p A H N I C _ 8 0 7 0 _ 0 2 1 e _ d e s c = " H P E E t h e r n e t 1 0 G b 2 - p o r t 5 2 2 F L R - T C o n v e r g e d N e t w o r k A d a p t e r "
h p A H F C _ 8 0 8 0 _ 0 2 1 e _ d e s c = " H P E E t h e r n e t 1 0 G b 2 - p o r t 5 2 2 F L R - T C o n v e r g e d N e t w o r k A d a p t e r "
h p A H S C _ 8 0 8 4 _ 0 2 1 e _ d e s c = " H P E E t h e r n e t 1 0 G b 2 - p o r t 5 2 2 F L R - T C o n v e r g e d N e t w o r k A d a p t e r "
h p A H N I C _ 8 0 7 0 _ 0 2 1 b _ d e s c = " H P E S t o r e F a b r i c C N 1 3 0 0 R 1 0 / 2 5 G b D u a l P o r t C o n v e r g e d N e t w o r k A d a p t e r "
h p A H F C _ 8 0 8 0 _ 0 2 1 b _ d e s c = " H P E S t o r e F a b r i c C N 1 3 0 0 R 1 0 / 2 5 G b D u a l P o r t C o n v e r g e d N e t w o r k A d a p t e r "
h p A H S C _ 8 0 8 4 _ 0 2 1 b _ d e s c = " H P E S t o r e F a b r i c C N 1 3 0 0 R 1 0 / 2 5 G b D u a l P o r t C o n v e r g e d N e t w o r k A d a p t e r "
h p A H N I C _ 8 0 7 0 _ 0 2 1 a _ d e s c = " H P E S t o r e F a b r i c C N 1 2 0 0 R 1 0 G b B a s e - T C o n v e r g e d N e t w o r k A d a p t e r "
h p A H F C _ 8 0 8 0 _ 0 2 1 a _ d e s c = " H P E S t o r e F a b r i c C N 1 2 0 0 R 1 0 G b B a s e - T C o n v e r g e d N e t w o r k A d a p t e r "
h p A H S C _ 8 0 8 4 _ 0 2 1 a _ d e s c = " H P E S t o r e F a b r i c C N 1 2 0 0 R 1 0 G b B a s e - T C o n v e r g e d N e t w o r k A d a p t e r "
h p 5 7 9 8 0 T G _ 1 6 5 6 _ 0 2 4 5 _ d e s c = " H P E S y n e r g y 4 8 2 0 C 1 0 / 2 5 G b C o n v e r g e d N e t w o r k A d a p t e r "
h p 5 7 9 8 0 F C _ 1 6 5 c _ 0 2 4 5 _ d e s c = " H P E S y n e r g y 4 8 2 0 C 1 0 / 2 5 G b C o n v e r g e d N e t w o r k A d a p t e r "
h p 5 7 9 8 0 S C _ 1 6 5 e _ 0 2 4 5 _ d e s c = " H P E S y n e r g y 4 8 2 0 C 1 0 / 2 5 G b C o n v e r g e d N e t w o r k A d a p t e r "
h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 0 c f _ v f _ d e s c = " H P E E t h e r n e t 4 x 2 5 G b 1 - p o r t 6 2 0 Q S F P 2 8 A d a p t e r "
h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 0 c f _ n w 8 v f _ d e s c = " H P E E t h e r n e t 4 x 2 5 G b 1 - p o r t 6 2 0 Q S F P 2 8 A d a p t e r "
h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 2 2 3 _ v f _ d e s c = " H P E S y n e r g y 6 8 1 0 C 2 5 / 5 0 G b E t h e r n e t A d a p t e r "
h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 2 2 3 _ n w 8 v f _ d e s c = " H P E S y n e r g y 6 8 1 0 C 2 5 / 5 0 G b E t h e r n e t A d a p t e r "
h p A H V N I C _ 8 0 9 0 _ 0 2 1 d _ v f _ d e s c = " H P E E t h e r n e t 1 0 / 2 5 G b 2 - p o r t 6 2 1 S F P 2 8 A d a p t e r "
h p A H V N I C _ 8 0 9 0 _ 0 2 1 d _ n w 8 v f _ d e s c = " H P E E t h e r n e t 1 0 / 2 5 G b 2 - p o r t 6 2 1 S F P 2 8 A d a p t e r "
h p A H V N I C _ 8 0 9 0 _ 0 2 1 f _ v f _ d e s c = " H P E E t h e r n e t 1 0 / 2 5 G b 2 - p o r t 6 2 2 F L R - S F P 2 8 C o n v e r g e d N e t w o r k A d a p t e r "
h p A H V N I C _ 8 0 9 0 _ 0 2 1 f _ n w 8 v f _ d e s c = " H P E E t h e r n e t 1 0 / 2 5 G b 2 - p o r t 6 2 2 F L R - S F P 2 8 C o n v e r g e d N e t w o r k A d a p t e r "
h p A H V N I C _ 8 0 9 0 _ 0 2 2 0 _ v f _ d e s c = " H P E E t h e r n e t 1 0 G b 2 - p o r t 5 2 1 T A d a p t e r "
h p A H V N I C _ 8 0 9 0 _ 0 2 2 0 _ n w 8 v f _ d e s c = " H P E E t h e r n e t 1 0 G b 2 - p o r t 5 2 1 T A d a p t e r "
h p A H V N I C _ 8 0 9 0 _ 0 2 1 e _ v f _ d e s c = " H P E E t h e r n e t 1 0 G b 2 - p o r t 5 2 2 F L R - T C o n v e r g e d N e t w o r k A d a p t e r "
h p A H V N I C _ 8 0 9 0 _ 0 2 1 e _ n w 8 v f _ d e s c = " H P E E t h e r n e t 1 0 G b 2 - p o r t 5 2 2 F L R - T C o n v e r g e d N e t w o r k A d a p t e r "
h p A H V N I C _ 8 0 9 0 _ 0 2 1 b _ v f _ d e s c = " H P E S t o r e F a b r i c C N 1 3 0 0 R 1 0 / 2 5 G b D u a l P o r t C o n v e r g e d N e t w o r k A d a p t e r "
h p A H V N I C _ 8 0 9 0 _ 0 2 1 b _ n w 8 v f _ d e s c = " H P E S t o r e F a b r i c C N 1 3 0 0 R 1 0 / 2 5 G b D u a l P o r t C o n v e r g e d N e t w o r k A d a p t e r "
h p A H V N I C _ 8 0 9 0 _ 0 2 1 a _ v f _ d e s c = " H P E S t o r e F a b r i c C N 1 2 0 0 R 1 0 G b B a s e - T C o n v e r g e d N e t w o r k A d a p t e r "
h p A H V N I C _ 8 0 9 0 _ 0 2 1 a _ n w 8 v f _ d e s c = " H P E S t o r e F a b r i c C N 1 2 0 0 R 1 0 G b B a s e - T C o n v e r g e d N e t w o r k A d a p t e r "
h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 2 4 5 _ v f _ d e s c = " H P E S y n e r g y 4 8 2 0 C 1 0 / 2 5 G b C o n v e r g e d N e t w o r k A d a p t e r "
h p 5 7 9 8 0 S R _ 1 6 6 4 _ 0 2 4 5 _ n w 8 v f _ d e s c = " H P E S y n e r g y 4 8 2 0 C 1 0 / 2 5 G b C o n v e r g e d N e t w o r k A d a p t e r "
s p e e d _ d u p l e x _ d e s c = " S p e e d & D u p l e x "
s p e e d _ d u p l e x _ a u t o = " A u t o N e g o t i a t i o n "
s p e e d _ d u p l e x _ 1 0 g b _ a u t o = " 1 0 G A u t o "
s p e e d _ d u p l e x _ 1 0 M b _ h d = " 1 0 M b p s H a l f D u p l e x "
s p e e d _ d u p l e x _ 1 0 M b _ f d = " 1 0 M b p s F u l l D u p l e x "
s p e e d _ d u p l e x _ 1 0 0 M b _ h d = " 1 0 0 M b p s H a l f D u p l e x "
s p e e d _ d u p l e x _ 1 0 0 M b _ f d = " 1 0 0 M b p s F u l l D u p l e x "
s p e e d _ d u p l e x _ 1 G b _ f d _ a n = " 1 . 0 G b p s F u l l A u t o "
s p e e d _ d u p l e x _ 1 G b _ f d = " 1 . 0 G b p s F u l l D u p l e x "
s p e e d _ d u p l e x _ 2 5 0 0 M b _ f d = " 2 . 5 G b p s F u l l D u p l e x "
s p e e d _ d u p l e x _ 1 0 G b _ f d = " 1 0 G b p s F u l l D u p l e x "
s p e e d _ d u p l e x _ 2 0 G b _ f d = " 2 0 G b p s F u l l D u p l e x "
s p e e d _ d u p l e x _ 2 5 G b _ f d = " 2 5 G b p s F u l l D u p l e x "
s p e e d _ d u p l e x _ 4 0 G b _ f d = " 4 0 G b p s F u l l D u p l e x "
s p e e d _ d u p l e x _ 5 0 G b _ f d = " 5 0 G b p s F u l l D u p l e x "
s p e e d _ d u p l e x _ 1 0 0 G b _ f d = " 1 0 0 G b p s F u l l D u p l e x "
s p e e d _ d u p l e x _ a u t o _ 1 G b _ f d _ f a l l b a c k = " A u t o W i t h 1 . 0 G b p s F a l l b a c k F u l l "
s p e e d _ n v r a m _ d e f a u l t = " H a r d w a r e D e f a u l t "
s p e e d _ d u p l e x _ 1 0 g b a s e t _ a u t o = " 1 0 G b a s e T P H Y A u t o "
s p e e d _ d u p l e x _ 1 0 g b a s e t _ 1 0 M b _ f d = " 1 0 G b a s e T P H Y 1 0 M b F u l l "
s p e e d _ d u p l e x _ 1 0 g b a s e t _ 1 0 0 M b _ f d = " 1 0 G b a s e T P H Y 1 0 0 M b F u l l "
s p e e d _ d u p l e x _ 1 0 g b a s e t _ 1 G b _ f d = " 1 0 G b a s e T P H Y 1 G b F u l l "
s p e e d _ d u p l e x _ 1 0 g b a s e t _ 1 0 G b _ f d = " 1 0 G b a s e T P H Y 1 0 G b F u l l "
s p e e d _ d u p l e x _ s e r d e s _ 1 G b _ f d = " S E R D E S P H Y 1 G b F u l l "
s p e e d _ d u p l e x _ s e r d e s _ 1 0 G b _ f d = " S E R D E S P H Y 1 0 G b F u l l "
e n a b l e d = " E n a b l e d "
d i s a b l e d = " D i s a b l e d "
w i r e _ s p e e d = " E t h e r n e t @ W i r e S p e e d "
w i r e _ s p e e d _ d i s a b l e d = " D i s a b l e d "
w i r e _ s p e e d _ e n a b l e d = " E n a b l e d "
a u t o g r e e e n _ d e s c = " 8 0 2 . 3 a z E E E "
e e e _ c t r l _ m o d e _ d e s c = " E E E C o n t r o l P o l i c i e s "
e e e _ c t r l _ m o d e _ m a x _ p o w e r _ s a v e = " M a x i m u m P o w e r S a v i n g "
e e e _ c t r l _ m o d e _ b a l a n c e = " O p t i m a l P o w e r a n d P e r f o r m a n c e "
e e e _ c t r l _ m o d e _ m a x _ p e r f o r m a n c e = " M a x i m u m P e r f o r m a n c e "
e e e _ c t r l _ m o d e _ u s e _ n v r a m = " H a r d w a r e D e f a u l t "
g e n e r i c _ e n a b l e = " E n a b l e d "
g e n e r i c _ d i s a b l e = " D i s a b l e d "
m t u _ d e s c = " J u m b o P a c k e t "
r s s _ q u e u e _ c n t _ d e s c = " M a x i m u m N u m b e r o f R S S Q u e u e s "
p r i o r i t y _ v l a n _ d e s c = " P r i o r i t y & V L A N "
p r i o r i t y _ v l a n _ d i s a b l e d = " P r i o r i t y & V L A N d i s a b l e d "
p r i o r i t y _ e n a b l e d = " P r i o r i t y e n a b l e d "
v l a n _ e n a b l e d = " V L A N e n a b l e d "
p r i o r i t y _ v l a n _ e n a b l e d = " P r i o r i t y & V L A N e n a b l e d "
v l a n _ i d _ d e s c = " V L A N I D "
t a s k o f f l o a d _ d e s c _ 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 4 ) "
t a s k o f f l o a d _ d e s c _ i p v 6 = " 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 a s k o f f l o a d _ d i s a b l e d = " D i s a b l e d "
t a s k o f f l o a d _ t x _ c k s u m = " T x E n a b l e d "
t a s k o f f l o a d _ r x _ c k s u m = " R x E n a b l e d "
t a s k o f f l o a d _ r x _ t x _ c k s u m = " R x & T x E n a b l e d "
r x _ c p u _ d e s c = " R e c e i v e C P U A f f i n i t y "
t x _ c p u _ d e s c = " T r a n s m i t C P U A f f i n i t y "
l s o _ d e s c _ i p v 4 = " L a r g e S e n d O f f l o a d V 2 ( I P v 4 ) "
l s o _ d e s c _ i p v 6 = " L a r g e S e n d O f f l o a d V 2 ( I P v 6 ) "
l s o _ d i s a b l e d = " D i s a b l e d "
l s o _ e n a b l e d = " E n a b l e d "
f l o w _ c t r l = " F l o w C o n t r o l "
f l o w _ c t r l _ d i s a b l e d = " D i s a b l e d "
f l o w _ c t r l _ r x = " R x E n a b l e d "
f l o w _ c t r l _ t x = " T x E n a b l e d "
f l o w _ c t r l _ r x _ t x = " R x & T x E n a b l e d "
f l o w _ c t r l _ a u t o = " A u t o N e g o t i a t i o n "
n e t w o r k _ a d d r e s s = " L o c a l l y A d m i n i s t e r e d A d d r e s s "
r s s _ d e s c = " R e c e i v e S i d e S c a l i n g "
v r s s _ d e s c = " V i r t u a l S w i t c h R S S "
r s s _ b a s e _ p r o c _ n u m _ d e s c = " S t a r t i n g R S S C P U "
r s s _ p r o f i l e _ d e s c = " R S S P r o f i l e "
c l o s e s t _ p r o _ d e s c = " 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 _ s t a t i c _ d e s 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 _ d e s c = " N U M A S c a l i n g "
n u m a _ s c a l _ s t a t i c _ d e s 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 _ d e s c = " C o n s e r v a t i v e S c a l i n g "
n u m a _ n o d e _ i d _ d e s c = " N U M A n o d e I D "
r s s _ d i s a b l e d = " D i s a b l e d "
r s s _ e n a b l e d = " E n a b l e d "
t x _ b u f s _ d e s c = " T r a n s m i t B u f f e r s ( 0 = A u t o ) "
r x _ b u f s _ d e s c = " R e c e i v e B u f f e r s ( 0 = A u t o ) "
v m q _ d e s c = " V i r t u a l M a c h i n e Q u e u e s "
i n t r _ m o d _ d e s c = " I n t e r r u p t M o d e r a t i o n "
W a k e _ o n _ m a g i c _ d e s c = " 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 _ d e s c = " W a k e O n P a t t e r n M a t c h "
s r i o v _ d e s c = " S R - I O V "
i p v 4 _ r s c _ d e s c = " R e c v S e g m e n t C o a l e s c i n g ( I P v 4 ) "
i p v 6 _ r s c _ d e s c = " R e c v S e g m e n t C o a l e s c i n g ( I P v 6 ) "
q o s _ d e s c = " Q u a l i t y o f S e r v i c e "
e n c a p _ o v e r h e a d _ d e s c = " E n c a p s u l a t i o n O v e r h e a d S i z e "
e n c a p s u l a t e d _ p a c k e t s _ d e s c = " E n c a p s u l a t e d T a s k O f f l o a d "
e n c a p s u l a t e d _ n v g r e _ d e s c = " N V G R E E n c a p s u l a t e d T a s k O f f l o a d "
e n c a p s u l a t e d _ v x l a n _ d e s c = " V X L A N E n c a p s u l a t e d T a s k O f f l o a d "
v x l a n _ u d p _ p o r t _ d e s c = " V X L A N U D P d e s t i n a t i o n p o r t n u m b e r "
n e t _ d i r e c t _ d e s c = " N e t w o r k D i r e c t F u n c t i o n a l i t y "
n e t _ d i r e c t _ q p _ d e s c = " R D M A M a x Q P s N u m b e r "
n e t _ d i r e c t _ d i s a b l e d = " D i s a b l e d "
n e t _ d i r e c t _ e n a b l e d = " E n a b l e d "
n e t _ d i r e c t _ m t u _ d e s c = " R o C E M T U S i z e "
r d m a _ m o d e _ d e s c = " R D M A M o d e "
r o c e _ m o d e _ v 1 = " R o C E v 1 "
r o c e _ m o d e _ v 2 = " R o C E v 2 "
i w a r p _ m o d e = " i W A R P "
i w a r p _ r e c v _ w i n d o w _ s i z e _ d e s c = " i W A R P R e c v W i n d o w S i z e ( i n K B ) "
i w a r p _ t i m e s t a m p _ d e s c = " i W A R P T C P T i m e s t a m p "
i w a r p _ t i m e s t a m p _ d i s a b l e d = " D i s a b l e d "
i w a r p _ t i m e s t a m p _ e n a b l e d = " E n a b l e d "
i w a r p _ d e l a y e d _ a c k _ d e s c = " i W A R P D e l a y e d A c k "
i w a r p _ d e l a y e d _ a c k _ d i s a b l e d = " D i s a b l e d "
i w a r p _ d e l a y e d _ a c k _ e n a b l e d = " E n a b l e d "
o v e r r i d e _ s p e e d _ d u p l e x _ d e s c = " L i n k c o n t r o l "
l i n k _ c t r l _ p r e b o o t _ c o n t r o l l e d = " P r e b o o t c o n t r o l l e d "
l i n k _ c t r l _ d r i v e r _ c o n t r o l l e d = " D r i v e r c o n t r o l l e d "
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