/ /   [ - [ - [   U n i c o d e   ] - ] - ] 
 
 / / 
 
 / /   A r a b i c   l a n g u a g e   m o d u l e   f o r   A I D A 6 4 
 
 / / 
 
 / /   T r a n s l a t e d   b y : 
 
 / /       A w a d h   A   A l - G h a a m d i   ( a w a d h _ a l _ g h a a m d i < a t > h o t m a i l < d o t > c o m ) 
 
 / / 
 
 / /   C u r r e n t l y   m a i n t a i n e d   b y : 
 
 / /       A w a d h   A   A l - G h a a m d i   ( a w a d h _ a l _ g h a a m d i < a t > h o t m a i l < d o t > c o m ) 
 
 / / 
 
 / /   L a s t   u p d a t e d :   S e p   1 3 ,   2 0 2 5 
 
 
 
 / /   'D1,'!  9F/  H,H/  D#J  .7#  AJ  'D*1,E)  'D%*5'D  (J  9DI  %JEJDJ
 
 / / 
 
 
 
 / /   a p p l i c a t i o n   m e n u s 
 
 & F i l e = & EDA
 
 V i e w = 916
 
 & V i e w = & 916
 
 & R e p o r t = & 'D*B1J1
 
 & A u d i t = & 'D*/BJB
 
 R e & m o t e = & 'D(9J/
 
 F a v & o r i t e s = & 'DEA6D)
 
 & I n f o r m a t i o n = & E9DHE'*
 
 & T o o l s = & #/H'*
 
 & H e l p = & *9DJE'*
 
 
 
 / /   a p p l i c a t i o n   m e n u i t e m s 
 
 & A u d i t   M a n a g e r = & %/'1)  'D*/BJB
 
 & D a t a b a s e   M a n a g e r = & %/'1)  BH'9/  'D(J'F'*
 
 & C h a n g e   M a n a g e r = & *:JJ1  'DE/J1
 
 D i s k   & B e n c h m a r k = & %.*('1  #/'!  'DB15
 
 C & a c h e   A n d   M e m o r y   B e n c h m a r k = %.*('1  #/'!  'DE.2HF  'DE$B*  H  'D& 0'C1)
 
 * * * & G P G P U   B e n c h m a r k = & G P G P U   s e b e s s e g m e r e s 
 
 * * * A C & P I   B r o w s e r = A C & P I   t a l l o z o 
 
 * * * D & R A M   T i m i n g s = D & R A M   i d o z i t e s e k 
 
 & M o n i t o r   D i a g n o s t i c s = & E1'B()  'D*4.J5'*
 
 S y s t e m   & S t a b i l i t y   T e s t = %.*('1  %3*B1'1  & 'DF8'E
 
 A I D A 6 4   & C P U I D = A I D A 6 4   & C P U I D 
 
 & P r e f e r e n c e s = & .J'1'*
 
 E & x i t = & .1H,
 
 
 
 S e a r c h = (-+
 
 & S e a r c h = & (-+
 
 * * * & M e n u   B a r = & M e n u s o r 
 
 & T o o l b a r s = #& 417)  'D#/H'*
 
 S t a t u s   & B a r = 41J7  'D& E9DHE'*
 
 L a r g e   & I c o n s = & 1EH2  C(J1)
 
 & S m a l l   I c o n s = & 1EH2  5:J1)
 
 & L i s t = & B'&E)
 
 & D e t a i l s = & *A'5JD
 
 & E x p a n d = & *H3J9
 
 & C o l l a p s e = 7J
 
 
 
 & R e p o r t   W i z a r d = & E9'D,  'D*B'1J1
 
 Q u & i c k   R e p o r t = *B1J1  31J9
 
 A l l   p a g e s = CD  'D5A-'*
 
 m e n u = B'&E)
 
 M e n u = B'&E)
 
 F a v o r i t e s = 'DEA6D)
 
 R e p o r t   & C o n v e r t e r = E-HQD  'D*B'1J1
 
 R & e m o t e   R e p o r t   W i z a r d = & E9'D,  'D*B'1J1  'D(9J/)
 
 
 
 & A d d   R e p o r t   F i l e s = %6'A)  EDA'*  *B1J1
 
 A d d   R e p o r t s   f r o m   D a t a & b a s e = %6'A)  *B'1J1  EF  B'9/)  'D(J'F'*
 
 & F i l e s = & 'DEDA'*
 
 F & o l d e r = & 'DE,D/
 
 C o m p a r e   & L i s t = & EB'1F)  'DBH'&E
 
 & C o m p u t e r s = & 'DCE(JH*1'*
 
 & U s e r s = & 'DE3*./EHF
 
 & S t a t i s t i c s   D e t a i l s = & *A'5JD  %-5'&J)
 
 S t a t i s t i c s   & D i a g r a m = 13E  (J'FJ  %-5'&J
 
 F u l l   & H T M L   R e p o r t = C'ED  & H T M L   *B1J1
 
 R e m o v e   & C o m p u t e r   f r o m   A u d i t = %2'D)  'DCE(JH*1  EF  'D*/BJB
 
 R e m o v e   A l l   C & o m p u t e r s   f r o m   A u d i t = %2'D)  CD  'DCE(JH*1'*  EF  'D*/BJB
 
 & J o i n   L i n e s = *H5JD  'D37H1
 
 D & e l e t e   S e c t i o n = -0A  'DB3E
 
 
 
 C o n n e c t   t o   & R e m o t e   C o m p u t e r = %*5'D  ('DCE(JH*1  'D(9J/
 
 M o n i t o r   R e m o t e   C o m p u t e r s = E1'B()  'DCE(JH*1'*  'D(9J/)
 
 & M o n i t o r   R e m o t e   C o m p u t e r s = & E1'B()  'DCE(JH*1'*  'D(9J/)
 
 & A c c e p t   I n c o m i n g   R e m o t e   C o n n e c t i o n s = & B(HD  'D%*5'D'*  'D(9J/)  'DB'/E)
 
 & I g n o r e   I n c o m i n g   R e m o t e   C o n n e c t i o n s = & *,'GD  'D%*5'D'*  'D(9J/)  'DB'/E)
 
 
 
 R e m o t e   C o m p u t e r   I n f o r m a t i o n = E9DHE'*  'DCE(JH*1  'D(9J/
 
 R e m o t e   C o m p u t e r   & I n f o r m a t i o n = & E9DHE'*  'DCE(JH*1  'D(9J/
 
 M e s s a g e   t o   R e m o t e   U s e r = 13'D)  %DI  'DE3*./E  'D(9J/
 
 M e & s s a g e   t o   R e m o t e   U s e r = & 13'D)  %DI  'DE3*./E  'D(9J/
 
 
 
 & B r o w s e   F i l e s = & *5A-  'DEDA'*
 
 & P r o c e s s e s = & 'D9EDJ'*
 
 S c r e e n   S & h o t = & DB7)  5H1)
 
 & F u l l   S i z e = & -,E  C'ED
 
 & H a l f   S i z e = 1   /   & 2   'D-,E
 
 Q & u a r t e r   S i z e = 1   /   & 4   'D-,E
 
 O p e r a t i o n s = .J'1'*
 
 & O p e r a t i o n s = & .J'1'*
 
 R & u n   P r o g r a m = & *4:JD  'D(1F'E,
 
 & C l o s e   % s = % s   %:D'B
 
 * * * R e s t a r t   A & I D A 6 4 = A & I D A 6 4   u j r a i n d i t a s a 
 
 & T u r n   O f f = & BAD
 
 & R e s t a r t = %9& '/)  *4:JD
 
 & L o g   O f f = *3,& JD  .1H,
 
 
 
 & V i e w   L o g = & 916  'D3,D
 
 & D i s c o n n e c t = & B79  'D%*5'D
 
 D i s c o n n e c t = B79  'D%*5'D
 
 * * * D i s c o n n e c t   A l l = O s s z e s   b o n t a s a 
 
 
 
 A d d   t o   & F a v o r i t e s = %6'A)  DDEA6D)
 
 R e m o v e   f r o m   F & a v o r i t e s = %2'D)  EF  'DEA6D)
 
 & W e b = & 4(C)  'D%F*1F*
 
 
 
 & H a r d w a r e   D a t a b a s e   S t a t u s = -'D)  & B'9/)  (J'F'*  'D#,G2)
 
 & W h a t ' s   N e w = E'  GH  'D,/J/
 
 
 
 % s   & H e l p = % s   & *9DJE'*
 
 % s   & O n l i n e = 9DI  'D%F*1F*  % s 
 
 % s   & F o r u m = % s   & EF*/I
 
 & C o n t a c t = %*5'D
 
 & L i c e n s e = & 'D1.5)
 
 C o & m m a n d - l i n e   O p t i o n s = .J'1'*  371  'D#E1& 
 
 & E n t e r   P r o d u c t   K e y = %& /.'D  EA*'-  'DEF*,
 
 & A b o u t = -HD
 
 
 
 P r e f e r e n c e s = .J'1'*
 
 L i c e n s e   A g r e e m e n t = %*A'BJ)  'D1.5)
 
 R e g i s t r a t i o n = 'D*3,JD
 
 W h a t ' s   N e w = E'  GH  'D,/J/
 
 
 
 / /   r e m o t e   f e a t u r e s 
 
 L o c a l = 'DE-DJ
 
 R e m o t e = 'D(9J/
 
 C o n n e c t   t o   R e m o t e   C o m p u t e r = %*5'D  ('DCE(JH*1  'D(9J/
 
 C o n n e c t   t o   & s i n g l e   c o m p u t e r = %*5'D  (CE(JH*1  H'-/
 
 A d d r e s s : = 'D9FH'F: 
 
 S c a n   l o c a l   & n e t w o r k   f o r   c o m p u t e r s = *A-5  'D4(C)  'DE-DJ)  EF  #,D  CE(JH*1'*
 
 N e t w o r k : = 'D4(C): 
 
 C o n n e c t i o n   E s t a b l i s h e d = *E  *#3J3  'D%*5'D
 
 C l i e n t   C o n n e c t e d = *E  %*5'D  'D9EJD
 
 C o n n e c t i o n   R e f u s e d = *E  1A6  'D%*5'D
 
 P l e a s e   e n t e r   c o m m a n d   l i n e = 'D1,'!  #/.D  371  'D#E1
 
 P l e a s e   e n t e r   p r o c e s s   n a m e = 'D1,'!  #/.D  %3E  'D9EDJ)
 
 P l e a s e   e n t e r   s e r v i c e   n a m e = 'D1,'!  #/.D  %3E  'D./E)
 
 I n c o m i n g   M e s s a g e = 'D13'D)  'DE3*DE)
 
 T o : = %DI: 
 
 F r o m : = EF: 
 
 & S e n d = %13'D
 
 & R e p l y = 1/
 
 R u n   P r o g r a m = *4:JD  (1F'E,
 
 R e m o t e   F i l e   B r o w s i n g = *5A-  EDA  (9J/
 
 R e m o t e   S c r e e n   S h o t = DB7)  5H1)  (9J/)
 
 R e m o t e   P r o g r a m   L a u n c h = *4:JD  (1F'E,  (9J/
 
 R e m o t e   S e r v e r   S h u t d o w n = %:D'B  EDBE  (9J/
 
 R e m o t e   P o w e r   O f f = A5D  DD7'B)  'D(9J/)
 
 R e m o t e   R e s t a r t = %9'/)  *4:JD  DD(9J/
 
 R e m o t e   L o g   O f f = *3,JD  .1H,  DD(9J/
 
 R e m o t e   c o m p u t e r   i s   c u r r e n t l y   b u s y .     P l e a s e   t r y   a g a i n   l a t e r = 'DCE(JH*1  'D(9J/  E4:HD  -'DJ'  ,   A6D'  C11  'DE-'HD  D'-B'
 
 C o n n e c t i o n   T y p e = FH9  'D1'(7
 
 S i m p l e = (3J7
 
 C o m m a n d = 'D#E1
 
 S e r v e r   L o g = 3,D  'DEDBE
 
 C l e a r = E3-
 
 C & l e a r = E& 3-
 
 
 
 / /   r e m o t e   m o n i t o r 
 
 C o l u m n s = 'D#9E/)
 
 & C o l u m n s = 'D#9E/)
 
 R e m o t e   M o n i t o r = 'DE1'B(  'D(9J/
 
 C o n n e c t   t o   R e m o t e   C o m p u t e r s = 'D%*5'D  ('DCE(JH*1'*  'D(9J/)
 
 C o n n e c t   t o   & R e m o t e   C o m p u t e r s = 'D%*5'D  ('DCE(JH*1'*  'D(9J/)
 
 & R e m o v e   f r o m   L i s t = %2'D)  EF  'DB'&E)
 
 A d d r e s s = 'D9FH'F
 
 P e n d i n g = *#,JD
 
 B u s y = E4:HD
 
 O S = F8'E  'D*4:JD
 
 I d l e   T i m e = HB*  'D.EHD
 
 M e m .   T o t a l = %,E'DJ  'D0'C1)
 
 M e m .   F r e e = *HA1  0'C1)
 
 D i s k   T o t a l = %,E'DJ  'DB15
 
 D i s k   F r e e = *HA1  'DB15
 
 A c t i v e   W i n d o w = 'DF'A0)  'DF47)
 
 P r o c e s s   # % d = # % d   'D9EDJ)
 
 S e r v i c e   # % d = # % d   'D./E)
 
 S c r e e n   S h o t = DB7)  5H1)
 
 S a v e   S c r e e n   S h o t = -A8  DB7)  DD4'4)
 
 J P E G   f i l e s = J P E G   EDA'*
 
 S a v e   & A s = -A8  ('3E
 
 D a t e   M o d i f i e d = ".1  *9/JD
 
 B r o w s e = *5A-
 
 P r o c e s s   a n d   S e r v i c e   M o n i t o r = E1'B(  'D9EDJ)  H  'D./E)
 
 P r o c e s s   # % d   n a m e : = # % d   %3E  9EDJ)  : 
 
 S e r v i c e   # % d   n a m e : = # % d   %3E  ./E)  : 
 
 U p d a t e   F r e q u e n c y = *1//  'D*-/J+
 
 U p T i m e ,   I d l e T i m e : = HB*  'D01)  ,   HB*  'D.EHD
 
 C P U   u s a g e : = C P U   %3*./'E  'D@  : 
 
 M e m o r y   u s a g e : = %3*./'E  'D0'C1): 
 
 H a r d   d i s k   u s a g e : = %3*./'E  'DB15  'D5D(  : 
 
 N e t w o r k   u s a g e : = %3*./'E  'D4(C)  : 
 
 S M A R T   s t a t u s : = S M A R T   -'D)  : 
 
 S M A R T   S t a t u s = S M A R T   -'D)
 
 A n t i - v i r u s   s t a t u s : = A n t i v - v i r u s   -'D)  : 
 
 P r o c e s s   c o u n t : = 9/'/  'D9EDJ): 
 
 A c t i v e   w i n d o w : = 'DF'A0)  'DF47)  : 
 
 P r o c e s s   m o n i t o r : = E1'B(  'D9EDJ)  : 
 
 S e r v i c e   m o n i t o r : = E1'B(  'D./E)  : 
 
 s e c o n d s = +'FJ)
 
 S t a r t   S e r v i c e = (/!  'D./E)
 
 S t & a r t   S e r v i c e = (/!  'D./E)
 
 S t o p   S e r v i c e = %JB'A  'D./E)
 
 & S t o p   S e r v i c e = %JB'A  'D./E)
 
 C o n n e c t   & T o = 'D%*5'D  (@  : 
 
 R e m o t e   M o n i & t o r = 'DE1'B()& 'D(9J/)
 
 R e m o t e   S y s t e m   & I n f o r m a t i o n = & E9DHE'*  'DF8'E  'D(9J/
 
 R e m o t e   C o & n t r o l = 'D*-CE  & 'D(9J/
 
 C o m p u t e r   G r o u p s = E,EH9'*  CE(JH*1
 
 N e w   C o m p u t e r   G r o u p = E,EH9)  CE(JH*1  ,/J/)
 
 M o d i f y   C o m p u t e r   G r o u p = *9/JD  E,EH9)  'DCE(JH*1
 
 & G r o u p   n a m e : = %3E  'DE,EH9): 
 
 A d d r e s s   m a y   b e   o n e   o f   t h e   f o l l o w i n g   i t e m s : = B/  JCHF  'D9FH'F  #-/  'D9('1'*  'D*'DJ)  : 
 
 c o m p u t e r   n a m e   ( e . g .   A D M I N P C ) = ( A D M I N P C %3E  'DCE(JH*1  ( E+'D  : 
 
 I P   a d d r e s s   ( e . g .   1 9 2 . 1 6 8 . 0 . 8 ) = ( 9FH'F  'DEFA0  ( E+'D  :   1 9 2 . 1 6 8 . 0 . 8 
 
 I P   a d d r e s s   r a n g e   ( e . g .   1 9 2 . 1 6 8 . 0 . 1 - 1 9 2 . 1 6 8 . 0 . 2 1 ) = ( E,'D  9FH'F  'DEFA0  ( E+'D  :   1 9 2 . 1 6 8 . 0 . 1 - 1 9 2 . 1 6 8 . 0 . 2 1 
 
 M u l t i p l e   a d d r e s s e s   c a n   b e   e n t e r e d ,   s e p a r a t e d   b y   c o m m a = 'D9F'HJF  'DE*9//)  JECF  %/.'DG'  (H69  'DA'5D)  (JFG'
 
 D i s p l a y   d i s k   s p a c e s   i n   & G B = 916  E3'-'*  'DB15  ('DBJB'('J*
 
 S h o r t c u t s = %.*5'1'*
 
 & D e s c r i p t i o n : = 'DH5A: 
 
 & C o m m a n d - l i n e : = 371  'D#E1: 
 
 R u n   o n   t h e   & l o c a l   c o m p u t e r = *4:JD  AJ  'DCE(JH*1  'DE-DJ  : 
 
 R u n   o n   t h e   & r e m o t e   c o m p u t e r = *4:JD  AJ  'DCE(JH*1  'D(9J/
 
 
 
 / /   r e m o t e   r e p o r t 
 
 N e w = ,/J/
 
 & N e w = & ,/J/
 
 N & e w = & ,/J/
 
 D e l e t e = -0A
 
 & D e l e t e = E3-
 
 & S e l e c t   A l l = *-/J/  'DCD
 
 & C l e a r   A l l = E3-  'DCD
 
 C o m m a n d   s e n t = %13'D  'D#E1
 
 W e l c o m e   t o   t h e   R e m o t e   R e p o r t   w i z a r d = E1-('  (C  AJ  E9'D,  'D*B'1J1  'D(9J/)
 
 T h i s   w i z a r d   w i l l   h e l p   y o u   t o   c r e a t e   r e p o r t   f i l e s   o f   r e m o t e   c o m p u t e r s . = G0'  'DE9'D,  3J3'9/C  AJ  9ED  EDA'*  'D*B1J1  DDCE(JH*1'*  'D(9J/)
 
 R e m o t e   c o m p u t e r s = 'DCE(JH*1'*  'D(9J/)
 
 & R e m o t e   C o m p u t e r s = 'DCE(JH*1'*  'D(9J/)
 
 P l e a s e   c h o o s e   t h e   c o m p u t e r s   y o u   w a n t   t o   h a v e   r e p o r t   o f : = : A6D'  %.*1  'DCE(JH*1'*  'D*J  *1:(  (9ED  *B'1J1  DG'
 
 R e p o r t   o u t p u t = -A8  'D*B1J1
 
 P l e a s e   e n t e r   r e p o r t s   f i l e   n a m e   a n d   r e p o r t s   f o l d e r : = A6D'  69  %3E  EDA  'D*B1J1  H  'DE,D/  : 
 
 & D e s t i n a t i o n   f o l d e r   f o r   t h e   c o l l e c t e d   r e p o r t s : = & E,D/  'DH,G)  DD*B'1J1  'DE,E9): 
 
 F i l e & n a m e   f o r   t h e   c o l l e c t e d   r e p o r t s : = %3E  & 'DEDA  DD*B'1J1  'DE,E9): 
 
 S a v e   t o   & f i l e = -A8  & %DI  EDA
 
 & S e n d   i n   e - m a i l = & %13'D  ('D(1J/  'D%DC*1HFJ
 
 
 
 / /   r e m o t e   p r o c e s s e s 
 
 E n d   P r o c e s s = %FG'!  'D9EDJ)
 
 & E n d   P r o c e s s = & %FG'!  'D9EDJ)
 
 A r e   y o u   s u r e   y o u   w a n t   t o   e n d   ' % s ' ? =   ' % s '   #*1J/  A9D'  #F  *FGJ
 
 
 
 / /   w i n s o c k   e r r o r s 
 
 R e m o t e   c o m p u t e r   c a n n o t   b e   f o u n d = D'  JECF  %J,'/  'DCE(JH*1  'D(9J/
 
 C o n n e c t i o n   t i m e d   o u t = FA0  HB*  'D%*5'D
 
 R e m o t e   c o m p u t e r   n a m e   c a n n o t   b e   r e s o l v e d = D'  JECF  %3*.D'5  %3E  'DCE(JH*1  'D(9J/
 
 I n c o r r e c t   p a s s w o r d = CDE)  'DE1H1  :J1  5-J-)
 
 
 
 / /   h a r d w a r e   d a t a b a s e   s t a t u s 
 
 H a r d w a r e   D a t a b a s e   S t a t u s = -'D)  B'9/)  (J'F'*  'D#,G2)
 
 M o t h e r b o a r d s = 'DDH-'*  'D#E
 
 H a r d   D i s k   D r i v e s = E-1C'*  'D#B1'5  'D5D()
 
 S o l i d - S t a t e   D r i v e s = E-1C'*  #B1'5  -'D)- 'D5D()
 
 O p t i c a l   D r i v e s = 'DE-1C'*  'D(51J)
 
 V i d e o   A d a p t e r s = H5D'*  'DAJ/JH
 
 M o n i t o r s = 'D4'4'*
 
 J E D E C   M a n u f a c t u r e r s = J E D E C   E5F9H  'D@
 
 
 
 / /   d a t a b a s e   m a n a g e r 
 
 D a t a b a s e   M a n a g e r = E/J1  B'9/)  'D(J'F'*
 
 % d   r e p o r t s = % d   *B1J1
 
 % d   c o m p u t e r s = % d   CE(JH*1
 
 % d   u s e r s = % d   E3*./E
 
 % d   d a y s   o l d = 'D9E1  % d   JHE
 
 % d   r e p o r t s   s e l e c t e d = % d   *B1J1  E-//
 
 R e f r e s h = *-/J+
 
 & R e f r e s h = & *-/J+
 
 S h o w   & O u t d a t e d   R e p o r t s = %8G'1  & 'D*B'1J1  'DB/JE)
 
 & I n s e r t   R e p o r t   F i l e s   t o   D a t a b a s e = & %/1',  EDA'*  *B1J1  %DI  B'9/)  'D(J'F'*
 
 & E x p o r t   S e l e c t e d   R e p o r t s = & *5/J1  *B'1J1  E-//)
 
 & D e l e t e   S e l e c t e d   R e p o r t s = & -0A  *B'1J1  E-//)
 
 D e l e t e   & O u t d a t e d   R e p o r t s = -0A  & 'D*B'1J1  'DB/JE)
 
 S w i t c h   & R C o m p l e t e   F i e l d   t o   Y e s = *4:JD  'D-BHD  'D:J1  EC*ED)  %DI  F9E
 
 D o   y o u   w a n t   t o   i n s e r t   ' % s '   f i l e   t o   d a t a b a s e ? = %DI  B'9/)  'D(J'F'*    ' % s '   #*1J/  %/1',  'DEDA
 
 D o   y o u   w a n t   t o   i n s e r t   % d   r e p o r t   f i l e s   t o   d a t a b a s e ? = %DI  B'9/)  'D(J'F'*    ' % s '   #*1J/  %/1',  EDA'*  'D*B1J1
 
 o u t d a t e d = B/JE
 
 L i n e s = 'D37H1
 
 R e p o r t s = 'D*B'1J1
 
 I n s e r t i n g   r e p o r t   f i l e   t o   d a t a b a s e = %/1',  EDA  'D*B1J1  %DI  B'9/)  'D(J'F'*
 
 E x p o r t i n g   r e p o r t   f r o m   d a t a b a s e = *5/J1  *B1J1  EF  B'9/)  'D(J'F'*
 
 D e l e t i n g   r e p o r t   f r o m   d a t a b a s e = -0A  *B1J1  EF  B'9/)  'D(J'F'*
 
 
 
 I n s e r t   R e p o r t   F i l e s   t o   D a t a b a s e = %/1',  EDA'*  *B'1J1  EF  B'9/)  'D(J'F'*
 
 & U s e   f i l e   n a m e   i n s t e a d   o f   c o m p u t e r   n a m e = & %3*./'E  %3E  'DEDA  (/D'  EF  %3E  'DCE(JH*1
 
 & O n l y   i n s e r t   t h e   l i n e s   u s e d   b y   A u d i t   S t a t i s t i c s = & AB7  BE  (%/1',  'D37H1  'DE3*./E)  (H'37)  %-5'&J'*  'D*/BJB
 
 & D e l e t e   i n s e r t e d   r e p o r t   f i l e s   a f t e r   s u c c e s s f u l   i n s e r t i o n = & -0A  EDA'*  'D*B1J1  'DE/1,)  (9/  'D%/1',  'DF',-
 
 & S h o w   g r i d   l i n e s = & #8G1  'D37H1  'D4(CJ)
 
 
 
 / /   c h a n g e   m a n a g e r 
 
 C h a n g e   M a n a g e r = *:JJ1  'DE/J1
 
 S t a r t = (/!
 
 & S t a r t = & (/!
 
 C h e c k i n g   f o r   c h a n g e s = A-5  EF  #,D  'D*:JJ1'*
 
 F u l l   L i s t = B'&E)  C'ED)
 
 V a l u e   B e f o r e = 'DBJE)  3'(B'
 
 V a l u e   A f t e r = 'DBJE)  (9/  0DC
 
 A d d e d = E6'A)
 
 R e m o v e d = %2'D)
 
 C h a n g e d = E*:JQ1)
 
 % d   e v e n t s = % d   -/+  
 
 L o a d   r e p o r t s   f r o m : = A*-  'D*B1J1  EF  : 
 
 & F o l d e r   ( C S V   r e p o r t   f i l e s ) : = ( C S V   & 'DE,D/  ( EDA'*  'D*B'1J1
 
 F i l t e r = 'DE14-'*
 
 F i l t e r   B y   D a t e = *14J-  -3(  'D*'1J.
 
 F i l t e r   B y   C o m p o n e n t = *14J-  -3(  'DB79)
 
 & L i s t   a l l   e v e n t s = & 15/  CD  'D#-/'+
 
 L i & s t   a l l   e v e n t s = & 15/  CD  'D#-/'+
 
 L i s t   e v e n t s   o c c u r r e d   i n   t h e   p a s t   & d a y s : = 15/  'D#-/'+  'D-'5D)  AJ  'D#J'E  & 'D3'(B)  : 
 
 L i s t   e & v e n t s   o c c u r r e d   i n   t h e   p a s t   d a y s : = 15/  'D#-/'+  'D-'5D)  AJ  'D#J'E  & 'D3'(B)  : 
 
 L i s t   e v e n t s   o c c u r r e d   i n   t h e   f o l l o w i n g   d a t e   & i n t e r v a l : = 15/  'D#-/'+  'D-'5D)  -*I  'D*#1J.  & 'DB'/E  : 
 
 H W   C o m p o n e n t s = #,2'!  'DECHF'*
 
 S W   C o m p o n e n t s = #,2'!  'D(1E,J'*
 
 D M I   C o m p o n e n t s = #,2'!  'DCE(JH*1  'DE1C2J
 
 D i s p l a y i n g   c h a n g e s = 916  'D*:JJ1'*
 
 
 
 / /   r e p o r t   c o n v e r t e r 
 
 R e p o r t   C o n v e r t e r = E-HD  'D*B'1J1
 
 D e s t i n a t i o n = 'DH,G)
 
 A d d   & F i l e s = %6'A)  & EDA'*
 
 A d d   F & o l d e r = %6'A)  E& ,D/
 
 R e m o v e = %2'D)
 
 & R e m o v e = & %2'D)
 
 & D e s t i n a t i o n   f o l d e r : = & 'DE,D/  'DH,G)  : 
 
 T y p e   o f   c o n v e r t e d   & r e p o r t s : = #FH'9  'D*B'1J1  & 'DE-HD)  : 
 
 C o n v e r t i n g   r e p o r t   f i l e = *-HJD  EDA  'D*B1J1
 
 
 
 / /   h i n t s 
 
 D o u b l e - c l i c k   t o   o p e n   f i l e   p r o p e r t i e s   w i n d o w = 6:7*'F  DA*-  F'A0)  .5'&5  'DEDA
 
 D o u b l e - c l i c k   t o   b r o w s e   s h a r e = 6:7*'F  D*5A-  'DE4'1C)
 
 D o u b l e - c l i c k   t o   m o d i f y   u s e r / g r o u p   s e t t i n g s = 6:7*'F  D*9/JD  %9/'/'*  'DE3*./E  #H  'DE,EH9)
 
 D o u b l e - c l i c k   t o   o p e n   d i s p l a y   p r o p e r t i e s   w i n d o w = 6:7*'F  DA*-  F'A0)  .5'&5  'D916
 
 D o u b l e - c l i c k   t o   o p e n   m u l t i m e d i a   p r o p e r t i e s   w i n d o w = 6:7*'F  DA*-  F'A0)  .5'&5  'DH3'&7
 
 D o u b l e - c l i c k   t o   o p e n   g a m e   c o n t r o l l e r   p r o p e r t i e s   w i n d o w = 6:7*'F  DA*-  F'A0)  .5'&5  *-CE  'D#D9'(
 
 D o u b l e - c l i c k   t o   o p e n   n e t w o r k   c o n n e c t i o n s   w i n d o w = 6:7*'F  DA*-  F'A0)  %*5'D'*  'D4(C)
 
 D o u b l e - c l i c k   t o   r u n   D i r e c t X   D i a g n o s t i c s = D i r e c t X   6:7*'F  D*4:JD  'D*4.J5  D@
 
 D o u b l e - c l i c k   t o   o p e n   p r i n t e r s   w i n d o w = 6:7*'F  DA*-  F'A0)  'D7'(9'*
 
 D o u b l e - c l i c k   t o   m o d i f y   t a s k   p r o p e r t i e s = 6:7*'F  D*9/JD  .5'&5  'DEGE)
 
 D o u b l e - c l i c k   t o   u n i n s t a l l   p r o g r a m = 6:7*'F  D%D:'!  *+(J*  'D(1F'E,
 
 D o u b l e - c l i c k   t o   l a u n c h   C o n t r o l   P a n e l   a p p l e t = 6:7*'F  DA*-  DH-)  'D*-CE
 
 D o u b l e - c l i c k   t o   e m p t y   r e c y c l e   b i n = 6:7*'F  D*A1J:  3D)  'DE-0HA'*
 
 D o u b l e - c l i c k   t o   e d i t   s y s t e m   f i l e = 6:7*'F  D*-1J1  EDA  'DF8'E
 
 D o u b l e - c l i c k   t o   b r o w s e   f o l d e r = 6:7*'F  D*5A-  'DE,D/
 
 D o u b l e - c l i c k   t o   o p e n   e v e n t   p r o p e r t i e s   w i n d o w = 6:7*'F  DA*-  F'A0)  .5'&5  'D-/+
 
 D o u b l e - c l i c k   t o   o p e n   O D B C   p r o p e r t i e s   w i n d o w = 6:7*'F  DA*-  F'A0)  .5'&5  '1*('7J)  B'9/)  'D(J'F'*  'DEA*H-)
 
 D o u b l e - c l i c k   t o   o p e n   s t a t i s t i c s   d e t a i l s   w i n d o w = 6:7*'F  DA*-  F'A0)  *A'5JD  'D%-5'&J'*
 
 D o u b l e - c l i c k   t o   b r o w s e   U R L = 6:7*'F  D*5A-  'DEHB9
 
 
 
 / /   i n i t 
 
 L o a d i n g   I c o n s = A*-  'D1EH2
 
 L o a d i n g   D r i v e r = A*-  'D3H'B)
 
 L o a d i n g   D a t a = A*-  B'9/)  'D(J'F'*
 
 R e a d i n g   M S R   D a t a = M S R   B1'!)  B'9/)  (J'F'*  'D@
 
 L o a d i n g   B I O S   C o n t e n t = B I O S   A*-  E-*HI  'D@
 
 S c a n n i n g   S M A R T   D e v i c e s = S M A R T   *A-5  #,G2)  'D@
 
 S c a n n i n g   R A I D   D e v i c e s = R A I D   *A-5  #,G2)  'D@
 
 S c a n n i n g   W i n d o w s   D e v i c e s = W i n d o w s   *A-5  #,G2)
 
 S c a n n i n g   P C I   D e v i c e s = P C I   *A-5  #,G2)  'D@
 
 M e a s u r i n g   C P U   S p e e d = C P U   BJ'3  319)  'D@
 
 U p d a t i n g   W i n d o w s   D e v i c e s = W i n d o w s   *-/J+  #,G2)
 
 D e t e c t i n g   s e n s o r   i n f o r m a t i o n = %C*4'A  E9DHE'*  #/')  'D%3*49'1
 
 * * * W a k i n g   u p   G P U s = G P U - k   f e l e b r e s z t e s e 
 
 
 
 / /   i n t e r n e t   u p d a t e 
 
 C h e c k   f o r   U p d a t e s = 'D& (-+  9F  *-/J+'*
 
 C h e c k   f o r   U p d a & t e s = 'D& (-+  9F  *-/J+'*
 
 C h & e c k   f o r   u p d a t e s : = & 'D(-+  9F  *-/J+'*: 
 
 N e v e r = (/HF
 
 O n c e   a   d a y = E1)  CD  JHE
 
 O n c e   a   w e e k = E1)  CD  #3(H9
 
 O n c e   a   m o n t h = E1)  CD  4G1
 
 U p d a & t e   t y p e : = & FH9  'D*-/J+: 
 
 S t a b l e   u p d a t e s   o n l y = 'D*-/J+'*  'D+'(*)  AB7
 
 S t a b l e   a n d   b e t a   u p d a t e s = b e t a   'D*-/J+'*  'D+'(*)  H  *-/J+'*
 
 S a v e   u p d a t e   p a c k a g e s   t o   l o c a l   & f o l d e r : = -A8  -2E  'D*-/J+  %DI  & E,D/  E-DJ: 
 
 C h e c k i n g   f o r   u p d a t e s = 'D*/BJB  (-+'  9F  *-/J+'*
 
 A I D A 6 4   w i l l   n o w   b e   r e s t a r t e d   t o   c o m p l e t e   t h e   u p d a t e = D'*E'E  9EDJ)  'D*-/J+  A z   A I D A 6 4   3J*E  %9'/)  *4:JD
 
 N e t U p d a t e   i s   f i n i s h e d = N e t U p d a t e   #F*GI
 
 A I D A 6 4   i s   u p   t o   d a t e = E-/+  A I D A 6 4   J9*(1
 
 C a n n o t   c o m p l e t e   t h e   u p d a t e = D'  JECF  %*E'E  'D*-/J+
 
 % d   K B   d o w n l o a d e d = *E  *-EJD  % d   C(
 
 % d   o f   % d   K B = % d   /   % d   C(
 
 C o n n e c t i n g   t o   t h e   I n t e r n e t = 'D%*5'D  ('D%F*1F*
 
 S t a r t i n g   I n t e r n e t   d o w n l o a d   s e s s i o n = (/!  9EDJ)  'D*-EJD  EF  'D%F*1F*
 
 C o n n e c t i n g   t o   N e t U p d a t e   s e r v e r = N e t U p d a t e   'D%*5'D  (.'/E  'D@
 
 D o w n l o a d i n g   N e t U p d a t e   i n f o r m a t i o n = N e t U p d a t e   *-EJD  E9DHE'*  'D@
 
 D o w n l o a d i n g   u p d a t e = *-EJD  'D*-/J+
 
 * * * V e r i f y i n g   u p d a t e = F r i s s i t e s   e l l e n o r z e s e 
 
 E x t r a c t i n g   u p d a t e = %3*.1',  'D*-/J+
 
 C o p y i n g   u p d a t e   f i l e s = F3.  EDA'*  'D*-/J+
 
 A I D A 6 4   h a s   b e e n   u p d a t e d = A z   A I D A 6 4   *E  *-/J+
 
 H a r d w a r e   d a t a b a s e   n o w   i n c l u d e s   % d   d e v i c e s ,   % d   m o r e   t h a n   t h e   p r e v i o u s   r e l e a s e . = B'9/)  (J'F'*  'D#,G2)  'D"F  *4*ED  9DI  % d   ,G'2    (2J'/)  % d   #C+1  EF  'D%5/'1  'D3'(B
 
 A v a i l a b l e   u p d a t e s = 'D*-/J+'*  'DE*HA1)
 
 N o   v a r i a n t s   f o u n d = D'  JH,/  %.*D'A'*
 
 N e w   v e r s i o n   o f   A I D A 6 4   a v a i l a b l e . = A I D A 6 4   J*HA1  F3.)  ,/J/)  EF
 
 D o   y o u   w a n t   t o   u p g r a d e   t o   i t ? = #*1J/  'D*1BJ)  %DJG
 
 D o   y o u   w a n t   t o   d o w n l o a d   i t ? = GD  *1J/  *-EJDG'  'D"F  
 
 Q u e s t i o n = 3$'D
 
 R e a d y   t o   u p d a t e = ,'G2  DD*-/J+
 
 o l d = B/JE
 
 n e w = ,/J/
 
 i n e l i g i b l e = :J1  E$GD
 
 V a r i a n t = E.*DA
 
 L o c a l   F o l d e r = 'DE,D/  'DE-DJ
 
 b y t e s / s = ('J*
 
 K B / s = C(
 
 M B / s = E(\ +
 
 G B / s = :(\ +
 
 M P i x e l / s = E- (JC3D/ +
 
 M T e x e l / s = E- *JC3D/ +
 
 M b i t / s = E- (*/ +
 
 S o f t w a r e   U p d a t e = *-/J+  (1F'E,
 
 D o w n l o a d i n g   % s = % s   *-EJD
 
 U p d a t e   D e s c r i p t i o n = H5A  'D*-/J+
 
 U p d a t e   C o m m e n t = *9DJB  'D*-/J+
 
 U p d a t e   T y p e = FH9  'D*-/J+
 
 P r o d u c t   D e s c r i p t i o n = H5A  'DEF*,
 
 P r o d u c t   C o p y r i g h t = -BHB  'DEF*,  'DB'FHFJ)
 
 P r o d u c t   C o m m e n t = *9DJB  'DEF*,
 
 P r e v i e w   v e r s i o n   -   O n l y   f o r   t e s t i n g   p u r p o s e s = E9'JF)  'DF3.)  -   AB7  D#:1'6  'D%.*('1
 
 B e t a   r e l e a s e = %5/'1  (J*'
 
 F i n a l   r e l e a s e = %5/'1  FG'&J
 
 
 
 / /   r e p o r t   w i z a r d 
 
 R e p o r t   w i z a r d = E9'D,  'D*B'1J1
 
 R e m o t e   R e p o r t   w i z a r d = E9'D,  'D*B'1J1  'D(9J/)
 
 Q u i c k   R e p o r t = *B1J1  31J9
 
 R e m o t e   R e p o r t = *B1J1  (9J/
 
 C o m m a n d - l i n e = 371- 'D#E1
 
 & B a c k = & 'D3'(B
 
 & N e x t = & 'D*'DJ
 
 O K = O K 
 
 C a n c e l = %D:'!  'D#E1
 
 A p p l y = *7(JB
 
 & L o a d = & A*-
 
 S a v e = -A8
 
 & S a v e = & -A8
 
 & F i n i s h = & %FG'!
 
 W e l c o m e   t o   t h e   R e p o r t   w i z a r d = E1-('  (C  AJ  E9'D,  'D*B'1J1
 
 T h i s   w i z a r d   w i l l   h e l p   y o u   t o   c r e a t e   a   r e p o r t   o f   y o u r   c o m p u t e r . = G0'  'DE9'D,  3HA  J3'9/C  AJ  %F4'!  *B1J1  9F  CE(H*1C
 
 A f t e r   c o m p l e t i n g   t h i s   w i z a r d   y o u   c a n   p r i n t   t h e   r e p o r t ,   s a v e   i t   t o   f i l e   o r   s e n d   i t   i n   e - m a i l . = (9/  %*E'E  G0'  'DE9'D,  JECFC  #F  *7(9  'D*B1J1  #H  -A8G  #H  %13'DG  ('D(1J/  'D%DC*1HFJ
 
 P l e a s e   t r y   t o   m i n i m i z e   t h e   i n f o r m a t i o n   y o u   c h o o s e   t o   i n c l u d e   i n   t h e   r e p o r t ,   t o   a v o i d   g e n e r a t i n g   h u g e   r e p o r t s . = 'D1,'!  -'HD  #F  *BDD  EF  %.*J'1  'DE9DHE'*  'D*J  *6JAG'  %DI  'D*B1J1  D*,F(  9EDJ)  *HDJ/  *B'1J1  6.E)  'D-,E
 
 Y o u   c a n   h e l p   t h e   d e v e l o p m e n t   b y   s e n d i n g   r e p o r t   f i l e s   o f   v a r i o u s   c o m p u t e r s   t o   t h e   a u t h o r : = :   JECFC  'DE3'9/)  AJ  *7HJ1  'D(1F'E,  (%13'D  EDA'*  *B'1J1  DCE(JH*1'*  E.*DA)  %DI
 
 T o   m a k e   s u r e   y o u   d o n ' t   i n c l u d e   p e r s o n a l   o r   c o n f i d e n t i a l   i n f o r m a t i o n   i n   t h e   r e p o r t s   s e n t   t o   t h e   a u t h o r ,   y o u   s h o u l d   c h o o s e   t h e   p r o f i l e   c a l l e d   " H a r d w a r e - r e l a t e d   p a g e s " . = D**#C/  EF  9/E  *6EJF  E9DHE'*  4.5J)  #H  31J)  AJ  'D*B'1J1  1'3D  'DE$DA  FA3G  ,   J,(  9DJC  #F  *.*'1  E'  J3EI  (@  :   5A-'*  E*9DB)  ('DG'1/- HJ1
 
 R e p o r t   P r o f i l e s = H69J'*  'D*B1J1
 
 P l e a s e   c h o o s e   a   d e s i r e d   r e p o r t   l a y o u t   p r o f i l e : = A6D'  %.*1  H69J)  *.7J7  'D*B1J1  'DE1:H(): 
 
 & A l l   p a g e s = & CD  'D5A-'*
 
 S y s & t e m   S u m m a r y   o n l y = ED.& 5  'DF8'E  AB7
 
 & H a r d w a r e - r e l a t e d   p a g e s = & 5A-'*  E*9DB)  ('DG'1/- HJ1
 
 & S o f t w a r e - r e l a t e d   p a g e s = & 5A-'*  E*9DB)  J'D3HA*- HJ1
 
 B & e n c h m a r k   p a g e s = 5A-'*  *BJJE  'D#/'!
 
 P a g e s   r e q u i r e d   f o r   a & u d i t = 'D5A-'*  'DE7DH()  D'D*/BJB
 
 & C u s t o m   s e l e c t i o n = & *-//  E.55
 
 & L o a d   f r o m   f i l e : = & A*-  EF  EDA: 
 
 C u s t o m   R e p o r t   P r o f i l e = H69J)  'D*B1J1  'DE.55)
 
 P l e a s e   s e l e c t   t h e   p a g e s   y o u   w a n t   t o   i n c l u d e   i n   t h e   r e p o r t : = 'D1,'!  -//  'D5A-'*  'DE1'/  *6EJFG'  AJ  'D*B1J1  : 
 
 R e p o r t   f o r m a t = 5J:)  'D*B1J1
 
 P l e a s e   c h o o s e   a   d e s i r e d   r e p o r t   f o r m a t : = 'D1,'!  -//  5J:)  'D*B1J1  'DE1:H()  : 
 
 P l a i n   & T e x t = F5  9'/J
 
 & H T M L = & H T M L 
 
 & M H T M L = & M H T M L 
 
 & X M L = & X M L 
 
 & C S V = & C S V 
 
 M & I F = M & I F 
 
 I & N I = I & N I 
 
 & A D O = & A D O 
 
 & D a t a b a s e = & B'9/)  'D(J'F'*
 
 S u b m i t   R e p o r t = *3DJE  'D*B1J1
 
 R e p o r t   s a v e d   t o   ' % s ' = ' % s '   *E  -A8  'D*B1J1  %DI
 
 P r o c e s s i n g = J*E  'D*FBJ(
 
 T r a n s f e r r i n g = 'DFBD
 
 D o n e = *E
 
 E r r o r = .7#
 
 G e n e r a t i n g   r e p o r t = %F*',  'D*B1J1
 
 S a v i n g   r e p o r t = -A8  'D*B1J1
 
 P r e p a r i n g   M H T M L   c o d e = M H T M L   *,GJ2  1E2  'D@
 
 G e n e r a t i n g   M H T M L   c o d e = M H T M L   %F*',  1E2  'D@
 
 R e m o v i n g   M H T M L   t e m p   f i l e s = 'DE$B*)  M H T M L   %2'D)  EDA'*  'D@
 
 % d   o f   % d = % d   EF  % d 
 
 & C l o s e = & %:D'B
 
 S t o p = %JB'A
 
 & S t o p = & %JB'A
 
 & R e g i s t r a t i o n   R e q u e s t = & 7D(  'D*3,JD
 
 O p e n i n g   r e p o r t   f i l e   ' % s ' = ' % s '   :   A*-  EDA  *B1J1
 
 H o m e p a g e = 5A-)  'D(/'J)
 
 B e n c h m a r k   M o d u l e = H-/)  *BJJE  'D#/'!
 
 R e p o r t   T y p e = FH9  'D*B1J1
 
 G e n e r a t o r = 'DEF*,
 
 C o m p u t e r   T y p e = FH9  'DCE(JH*1
 
 D a t e = 'D*'1J.
 
 T i m e = 'DHB*
 
 * * * T i m e   ( H H : M M ) = I d o   ( O O : P P ) 
 
 % d   c y l i n d e r s ,   % d   h e a d s ,   % d   s e c t o r s   p e r   t r a c k ,   % d   b y t e s   p e r   s e c t o r = % d   %37H'F)  ,   % d   1#3  ,   % d   B7'9  DCD  E3'1  ,   % d   ('J*  DCD  B7'9
 
 L o a d   R e p o r t   P r o f i l e = A*-  H69J)  *B1J1
 
 S a v e   R e p o r t   P r o f i l e = -A8  H69J)  *B1J1
 
 % s   r e p o r t   f i l e s = % s   EDA  *B1J1
 
 % s   a r c h i v e s = % s   #14JA
 
 A l l   f i l e s = CD  'DEDA'*
 
 R e p o r t   f i l e s = EDA'*  'D*B'1J1
 
 R e p o r t   o f   < % s > = < % s >   :   *B1J1
 
 P h y s i c a l   D r i v e = E-1C  'D#B1'5  'DA9DJ
 
 R e p o r t   h a s   b e e n   i n s e r t e d   i n t o   a   d a t a b a s e .   R e p o r t   o u t p u t   i s   n o t   v i s i b l e . = *E  %/1',  'D*B1J1  AJ  B'9/)  'D(J'F'*  .   F*',  'D*B1J1  :J1  8'G1
 
 W a r n i n g :   E r r o r   o c c u r r e d   d u r i n g   r e p o r t   g e n e r a t i o n   p r o c e s s = *-0J1  :   8G1  .7#  #+F'!  9EDJ)  %F*',  'D*B1J1
 
 W a r n i n g :   E r r o r   o c c u r r e d   d u r i n g   r e p o r t   i n s e r t i o n   p r o c e s s = *-0J1  :   8G1  .7#  #+F'!  9EDJ)  %/1',  'D*B1J1
 
 S a v e   T o   F i l e = -A8  %DI  EDA
 
 S e n d   I n   E - m a i l = %13'D  ('D(1J/  'D%DC*1HFJ
 
 P r i n t   P r e v i e w = E9'JF)  'D7('9)
 
 P r i n t = 7('9)
 
 P r i n t   P r e & v i e w = E9'& JF)  'D7('9)
 
 & P r i n t = & 7('9)
 
 C l o s e = %:D'B
 
 S a v e   R e p o r t = -A8  'D*B1J1
 
 * * * N a v i g a t i o n = N a v i g a c i o 
 
 
 
 / /   a u d i t   m a n a g e r 
 
 A u d i t   M a n a g e r = E/J1  'D*/BJB
 
 & U n d o = & *1',9
 
 C o m p o n e n t s = 'D9F'51
 
 A u d i t   C o m p o n e n t s = 9F'51  'D*/BJB
 
 A u d i t   F i l t e r = E14-  'D*/BJB
 
 L i s t   1   ( H W   C o m p o n e n t ) = ( B'&E)  1   ( 9F'51  #,2'!  'DCE(JH*1
 
 L i s t   2   ( S W   C o m p o n e n t ) = ( B'&E)  2   ( 9F'51  (1E,J'*  'DCE(JH*1
 
 L i s t   3   ( D M I   C o m p o n e n t ) = (   B'&E)  3   ( 9F'51  'DCE(JH*1  'DE1C2J
 
 L i s t   4   ( C o m p u t e r ) = ( B'&E)  4   ( 'DCE(JH*1
 
 S t a t i s t i c s   1   ( N a r r o w ) = ( %-5'&J'*  1   ( 6JB)
 
 S t a t i s t i c s   2   ( W i d e ) = ( %-5'&J'*  1   ( H'39)
 
 E d i t = *-1J1
 
 & E d i t = & *-1J1
 
 C o p y = F3.
 
 & C o p y = & F3.
 
 C o p y   & A l l = F3.  & 'DCD
 
 C o p y   & V a l u e = F3.  'D& BJE)
 
 C o p y   & D e b u g   I n f o   t o   C l i p b o a r d = & F3.  E9DHE'*  'D*5-J-  %DI  'D-'A8)
 
 * * * E & x t e n d e d   L a b e l s = & B o v i t e t t   c i m k e k 
 
 Y o u   c a n   f i n d   t h e   r e s u l t s   o n   t h e   W i n d o w s   C l i p b o a r d . = W i n d o w s   JECFC  'D9+H1  9DI  'DF*'&,  AJ  -'A8)
 
 & P a s t e = & D5B
 
 S t a t i s t i c s   D e t a i l s = *A'5JD  'D%-5'&J'*
 
 S t a t i s t i c s   D i a g r a m = 'D13E  'D(J'FJ  DD%-5'&J'*
 
 S a v e   S t a t i s t i c s   D i a g r a m = -A8  'D13E  'D(J'FJ  DD%-5'&J'*
 
 O p e r a t i n g   S y s t e m   F a m i l y = 9'&D)  F8'E  'D*4:JD
 
 C P U   M a n u f a c t u r e r = C P U   E5F9  'D@
 
 C P U   C o u n t = C P U   9/'/  'D@
 
 C P U   C l o c k = C P U   3'9)  'D@
 
 C P U   T y p e   &   C l o c k = C P U   FH9  H  3'9)  'D@
 
 S y s t e m   M e m o r y   S i z e = -,E  0'C1)  'DF8'E
 
 S y s t e m   M e m o r y   T y p e = FH9  0'C1)  'DF8'E
 
 M e m o r y   M o d u l e s   C o u n t = 9//  H-/'*  'D0'C1)
 
 V i d e o   A d a p t e r   +   M e m o r y   S i z e = C1*  'DAJ/JH  +   -,E  'D0'C1)
 
 M o n i t o r   +   S e r i a l   N u m b e r = 'D4'4)  +   1BE  'D*3D3D
 
 * * * M o n i t o r   +   M a n u f a c t u r e   Y e a r = K e p e r n y o   +   g y a r t a s   e v e 
 
 L o c a l   D i s k s   T o t a l   S i z e = 'D-,E  'DCDJ  DD#B1'5  'DE-DJ)
 
 L o c a l   D i s k s   F r e e   S p a c e = 'DE3'-)  'D-1)  DD#B1'5  'DE-DJ)
 
 L o c a l   D i s k s   S p a c e   P e r c e n t = F3()  'DE3'-)  DD#B1'5  'DE-DJ)
 
 D i s k   D r i v e s   C o u n t = 9//  E-1C'*  'D#B1'5
 
 O p t i c a l   D r i v e s   C o u n t = 9//  E-1C'*  'D#B1'5  'D(51J)
 
 P a r t i t i o n   S i z e = -,E  *B3JE  'DB15  'D5D(
 
 P a r t i t i o n   F r e e   S p a c e = 'DE3'-)  'D-1)  D*B3JE  'DB15  'D5D(
 
 P a r t i t i o n   S p a c e   P e r c e n t = F3()  E3'-)    'D*B3JE  DDB15  'D5D(
 
 P a r t i t i o n s   C o u n t = 9//  *B3JE'*  'DB15  'D5D(
 
 M o d e m = 'DEH/E
 
 N e t w o r k   A d a p t e r   +   I P   A d d r e s s = I P   C1*  'D4(C)  +   9FH'F  'D@
 
 * * * N e t w o r k   A d a p t e r   +   I P   +   M A C = H a l o z a t i   k a r t y a   +   I P   +   M A C 
 
 P r i m a r y   I P   A d d r e s s = 'D1&J3J  I P   9FH'F
 
 P r i m a r y   M A C   A d d r e s s = 'D1&J3J  M A C   9FH'F
 
 I n s t a l l e d   P r o g r a m s   +   V e r s i o n = 'D(1'E,  'DE+(*)  +   'DF3.)
 
 D M I   B I O S   V e n d o r = DDCE(JH*1  'DE1C2J  B I O S   ('&9  'D@
 
 D M I   B I O S   V e r s i o n = DDCE(JH*1  'DE1C2J  B I O S   F3.)  'D@
 
 D M I   S y s t e m   M a n u f a c t u r e r = E5F9  F8'E  'DCE(JH*1  'DE1C2J
 
 D M I   S y s t e m   P r o d u c t = EF*,  F8'E  'DCE(JH*1  'DE1C2J
 
 D M I   S y s t e m   V e r s i o n = F3.)  F8'E  'DCE(JH*1  'DE1C2J
 
 D M I   S y s t e m   S e r i a l   N u m b e r = 1BE  *3D3D  F8'E  'DCE(JH*1  'DE1C2J
 
 D M I   S y s t e m   U U I D = 'DE91QA  'DH-J/  'D9'DEJ  DDCE(JH*1  'DE1C2J
 
 D M I   M o t h e r b o a r d   M a n u f a c t u r e r = E5F9  'DDH-)  'D#E  DDCE(JH*1  'DE1C2J
 
 D M I   M o t h e r b o a r d   P r o d u c t = EF*,  'DDH-)  'D#E  DDCE(JH*1  'DE1C2J
 
 D M I   M o t h e r b o a r d   V e r s i o n = F3.)  'DDH-)  'D#E  DDCE(JH*1  'DE1C2J
 
 D M I   M o t h e r b o a r d   S e r i a l   N u m b e r = 1BE  *3D3D  'DDH-)  'D#E  DDCE(JH*1  'DE1C2J
 
 D M I   C h a s s i s   M a n u f a c t u r e r = E5F9  GJCD  'DCE(JH*1  'DE1C2J
 
 D M I   C h a s s i s   V e r s i o n = F3.)  GJCD  'DCE(JH*1  'DE1C2J
 
 D M I   C h a s s i s   S e r i a l   N u m b e r = 1BE  *3D3D  GJCD  'DCE(JH*1  'DE1C2J
 
 D M I   C h a s s i s   A s s e t   T a g = (7'B)  EH,H/'*  'DCE(JH*1  'DE1C2J
 
 D M I   C h a s s i s   T y p e = FH9  'DCE(JH*1  'DE1C2J
 
 D M I   T o t a l   /   F r e e   M e m o r y   S o c k e t s = EB'(3  0'C1)  'DCE(JH*1  'DE1C2J  'D-1)  #H  'DCDJ)
 
 D M I   T o t a l   M e m o r y   S o c k e t s = %,E'DJ  EB'(3  0'C1)  'DCE(JH*1  'DE1C2J
 
 D M I   F r e e   M e m o r y   S o c k e t s = EB'(3  0'C1)  'DCE(JH*1  'DE1C2J  'D-1)
 
 N o   d e v i c e s   f o u n d = D'  JH,/  #,G2)
 
 G a t h e r i n g   a u d i t   d a t a = ,E9  (J'F'*  'D*/BJB
 
 D i s p l a y i n g   a u d i t   d a t a = 916  (J'F'*  'D*/BJB
 
 A d d i n g   r e p o r t s   t o   a u d i t = %6'A)  *B'1J1  %DI  'D*/BJB
 
 C o n n e c t i n g   t o   d a t a b a s e = %*5'D  (B'9/)  'D(J'F'*
 
 S u c c e s s f u l   d a t a b a s e   c o n n e c t i o n = %*5'D  F',-  (B'9/)  'D(J'F'*
 
 D a t a b a s e   c o n n e c t i o n   f a i l e d = A4D  'D%*5'D  (B'9/)  'D(J'F'*
 
 S u c c e s s f u l   F T P   c o n n e c t i o n = F',-  F T P   %*5'D
 
 F T P   c o n n e c t i o n   f a i l e d = F T P   A4D  %*5'D
 
 T e x t   f i l e s = EDA'*  F5J)
 
 A u t o   L o a d = A*-  "DJ
 
 A u t o m a t i c a l l y   l o a d   r e p o r t s   f r o m : = A*-  'D*B'1J1  "DJ'  EF: 
 
 & N o   a u t o   l o a d = & DJ3  A*-'  "DJ'
 
 & U s e   f i l e   n a m e   a s   c o m p u t e r   n a m e = & %3*./'E  %3E  'DEDA  C%3E  DDCE(JH*1
 
 F i l t e r   " & P C I   D e v i c e "   l i s t   ( e n t e r   k e y w o r d s ) : = :   ( #/.D  CDE)  'D(-+)   " & P C I   E14-  B'&E)  " ,G'2
 
 F i l t e r   " & U S B   D e v i c e "   l i s t   ( e n t e r   k e y w o r d s ) : = :   ( #/.D  CDE)  'D(-+)   " & U S B   E14-  B'&E)  " ,G'2
 
 F i l t e r   " & I n s t a l l e d   P r o g r a m s "   l i s t   ( e n t e r   k e y w o r d s ) : = :   ( E14-  B'&E)  " & 'D(1'E,  'DE+(*)"   ( #/.D  CDE)  'D(-+
 
 E x c l u d e d   C o m p u t e r s = CE(JH*1'*  E3*(9/)
 
 E x c l u d e d   U s e r s = E3*./EHF  E3*(9/HF
 
 
 
 / /   r e g i s t r a t i o n 
 
 & F r o m : = & EF  : 
 
 & T o : = & %DI  : 
 
 S & u b j e c t : = 'DEH& 6H9  : 
 
 E - & m a i l   s u b j e c t : = EH6H9  'D& 13'D): 
 
 & C o m m e n t : = & 'D*9DJB  : 
 
 E - m a i l   t r a n s f e r   p r o t o c o l : = F8'E  FBD  'D(1J/  'D%DC*1HFJ  : 
 
 M a i l   & a c c o u n t : = -3'(  'D(1J/  : 
 
 S M T P   & d i s p l a y   n a m e : = S M T & P   %3E  'D916  D@  : 
 
 S M T P   e - m a i l   a d d & r e s s : = 'D%DC*1HFJ  S M T P   & 9FH'F  (1J/  : 
 
 S M T P   s e r & v e r : = S M T P   EDBE  : 
 
 r e c o m m e n d e d = E3*-3F
 
 S e n d   I n   & E - m a i l = & %13'D  ('D(1J/  'D%DC*1HFJ
 
 E - m a i l   s e n t = %13'D  13'D)
 
 E - m a i l   n o t   s e n t = DE  *13D  'D13'D)
 
 S u c c e s s = F,'-
 
 F a i l e d = A4D
 
 A u t h e n t i c a t i o n   f a i l e d = A4D*  'DE5'/B)
 
 R e c i p i e n t   n o t   f o u n d = 'DE3*DE  :J1  EH,H/
 
 A t t a c h m e n t   n o t   f o u n d = 'DE1AB'*  :J1  EH,H/)
 
 A t t a c h m e n t   o p e n   f a i l u r e = A4D  A*-  'DE1AB'*
 
 I n s u f f i c i e n t   m e m o r y = 'D0'C1)  :J1  C'AJ)
 
 M e s s a g e   t e x t   t o o   l a r g e = F5  'D13'D)  6.E  ,/'
 
 T o o   m a n y   a t t a c h m e n t s = E1AB'*  C+J1)  ,/'
 
 T o o   m a n y   r e c i p i e n t s = E3*DEHF  C+J1HF  ,/'
 
 U s e r   a b o r t = 'DE3*./E  #FGI
 
 C o n n e c t i o n   r e q u i r e d = 'D%*5'D  E7DH(
 
 I n v a l i d   h o s t = E6JA  :J1  5'D-
 
 E - m a i l   h e a d e r   i n c o m p l e t e = 1#3  'D13'D)  :J1  EC*ED
 
 C o n n e c t i o n   t o   S M T P   s e r v e r   f a i l e d = S M T P   A4D  'D%*5'D  (EDBE
 
 S e n d i n g   E - m a i l = %13'D  13'D)  %DC*1HFJ)
 
 C o n n e c t i n g = %*5'D
 
 
 
 / /   r e p o r t   s u b m i t 
 
 S u b m i t   T o   F i n a l W i r e = F i n a l W i r e   *3DJE  %DI
 
 S u b m i t   T o   & F i n a l W i r e = & F i n a l W i r e   *3DJE  %DI
 
 S u b m i t   R e p o r t   T o   F i n a l W i r e = F i n a l W i r e   *3DJE  'D*B1J1  %DI
 
 S u b m i t   R e p o r t   T o   & F i n a l W i r e = & F i n a l W i r e   *3DJE  'D*B1J1  %DI
 
 * * * & A n o n y m o u s   R e p o r t   S u b m i t = N e & v t e l e n   r i p o r t   k u l d e s 
 
 Y o u r   & n a m e : = & %3EC  : 
 
 Y o u r   & e - m a i l   a d d r e s s : = & (1J/C  'D%DC*1HFJ  : 
 
 * * * U p l o a d i n g = F e l t o l t e s 
 
 * * * % d   b y t e s   u p l o a d e d = % d   b a j t   f e l t o l t v e 
 
 * * * R e p o r t   s u c c e s s f u l l y   s u b m i t t e d = R i p o r t   s i k e r e s e n   e l k u l d v e 
 
 
 
 / /   p a g e   d e s c s 
 
 C o m p u t e r   d e s c r i p t i o n ,   s y s t e m   s u m m a r y = H5A  'DCE(JH*1  .   ED.5  'DF8'E
 
 S y s t e m   s u m m a r y = ED.5  'DF8'E
 
 C o m p u t e r   a n d   d o m a i n   n a m e   i n f o r m a t i o n = E9DHE'*  %3E  'DCE(JH*1  H  'DF7'B
 
 D e s k t o p   M a n a g e m e n t   I n t e r f a c e   i n f o r m a t i o n = E9HE'*  H',G)  %/'1J)  37-  'DEC*(
 
 I P M I   e v e n t   l o g   a n d   s e n s o r   i n f o r m a t i o n = H  E9DHE'*  #/')  'D%3*49'1  I P M I   3,D  9EDJ'*
 
 O v e r c l o c k   i n f o r m a t i o n = E9DHE'*  'D*3'19
 
 P o w e r   m a n a g e m e n t   i n f o r m a t i o n = E9DHE'*  %/'1)  'D7'B)
 
 P o r t a b l e   c o m p u t e r   r e l a t e d   i n f o r m a t i o n = E9DHE'*  'DE*9DB)  ('DCE(JH*1  'DE-EHD
 
 S y s t e m   t e m p e r a t u r e ,   v o l t a g e   v a l u e s ,   c o o l i n g   f a n s   i n f o r m a t i o n = -1'1)  'DF8'E  ,   BJE  'DAHD*J)  ,   E9DHE'*  *(1J/  'DE1H-)
 
 
 
 M o t h e r b o a r d ,   p r o c e s s o r s ,   m e m o r y ,   c h i p s e t ,   B I O S   i n f o r m a t i o n = 'DDH-)  'D#E,   'DE9'D,'*,   'D0'C1),   E,EH9)  'D1B'&B,   B I O S   E9DHE'*  'D@
 
 C e n t r a l   p r o c e s s o r   p r o p e r t i e s   a n d   p h y s i c a l   i n f o r m a t i o n = .5'&5  'DE9'D,  'DE1C2J)  H  'DE9DHE'*  'DAJ2J'&J)
 
 C P U I D   i n s t r u c t i o n   i n f o r m a t i o n = C P U I D   E9DHE'*  *9DJE'*  'D@
 
 C e n t r a l   p r o c e s s o r s   l i s t = B'&E)  'DE9'D,'*  'DE1C2J)
 
 M o t h e r b o a r d   p r o p e r t i e s   a n d   p h y s i c a l   i n f o r m a t i o n = .5'&5  'DDH-)  'D#E  H  'DE9DHE'*  'DAJ2J'&J)
 
 S y s t e m   m e m o r y   a n d   s w a p   s p a c e   i n f o r m a t i o n = 0'C1)  'DF8'E  H  E9DHE'*  E3'-)  'D0'C1)  'D8'G1J)
 
 M o t h e r b o a r d   c h i p s e t   a n d   A G P   p r o p e r t i e s ,   R A M   m o d u l e s   l i s t = H  E,EH9)  1B'B'*  'DDH-)  'D#E  ,   B'&E)  H-/'*  'D0'C1)  'D94H'&J)  A G P   .5'&5  'D@
 
 S y s t e m   B I O S   i n f o r m a t i o n = 'DF8'E  B I O S   E9DHE'*
 
 A C P I   B I O S   i n f o r m a t i o n = A C P I   B I O S   E9DHE'*
 
 
 
 O p e r a t i n g   s y s t e m ,   s e r v i c e s ,   p r o c e s s e s ,   d r i v e r s   i n f o r m a t i o n = E9DHE'*  'D*91JA'*  ,   H  'DE9'D,'*  ,   H  'D./E'*  ,   H  F8'E  'D*4:JD
 
 O p e r a t i n g   s y s t e m   i n f o r m a t i o n = E9DHE'*  F8'E  'D*4:JD
 
 R u n n i n g   p r o c e s s e s   l i s t = B'&E)  'D9EDJ'*  'D4:'D)
 
 I n s t a l l e d   s y s t e m   d r i v e r s   l i s t = B'&E)  *91JA'*  'DF8'E  'DE+(*)
 
 S e r v i c e s   l i s t = B'&E)  'D./E'*
 
 L i s t   o f   . A X   f i l e s   i n   s y s t e m   f o l d e r = S y s t e m   AJ  E,D/  . A X   B'&E)  (EDA'*
 
 L i s t   o f   . D L L   f i l e s   i n   s y s t e m   f o l d e r = S y s t e m   AJ  E,D/  . D L L   B'&E)  (EDA'*
 
 * * * S y s t e m   c e r t i f i c a t e s   l i s t = R e n d s z e r   t a n u s i t v a n y o k   l i s t a j a 
 
 U p T i m e   a n d   D o w n T i m e   s t a t i s t i c s = %-5'&J'*  HB*  'D9ED  H  HB*  'D*97QD
 
 
 
 S e r v e r   i n f o r m a t i o n = E9DHE'*  'DEDBE
 
 S h a r e d   f o l d e r s   a n d   p r i n t e r s   l i s t = B'&E)  'D7'(9'*  H  'DE,D/'*  'DE4'1C)
 
 R e m o t e l y   o p e n e d   f i l e s   l i s t = B'&E)  'DEDA'*  'DEA*H-)  'D(9J/)
 
 A c c o u n t   s e c u r i t y   i n f o r m a t i o n = E9DHE'*  31J)  'D-3'(
 
 L i s t   o f   u s e r s   l o g g e d   i n t o   t h i s   c o m p u t e r = B'&E)  ('DE3*./EJF  3,DH'  /.HD'  %DI  G0'  'DCE(JH*1
 
 U s e r   a c c o u n t s   l i s t = B'&E)  -3'('*  'DE3*./EJF
 
 L o c a l   g r o u p s   a n d   t h e i r   m e m b e r s   l i s t = B'&E)  'DE,EH9'*  'DE-DJ)  H  #96'&G'
 
 G l o b a l   g r o u p s   a n d   t h e i r   m e m b e r s   l i s t = B'&E)  'DE,EH9'*  'D4'ED)  H  #96'&G'
 
 
 
 D i s p l a y   a d a p t e r s ,   m o n i t o r s ,   d e s k t o p   i n f o r m a t i o n = E9DHE'*  E-HD'*  'D916  ,   H  'D4'4'*  ,   H  37-  'DEC*(
 
 D i s p l a y   a d a p t e r s   i n f o r m a t i o n = E9DHE'*  E-HD'*  'D916
 
 L i s t   o f   v i d e o   a d a p t e r s   c o n n e c t e d   t o   P C I   b u s   a n d   A G P   p o r t = A G P   H  EFA0  'D@  P C I   B'&E)  (E-HD'*  'DAJ/JH  'DE*5D)  (F'BD  'D@
 
 G r a p h i c s   p r o c e s s o r   i n f o r m a t i o n = E9DHE'*  E9'D,  'D13HE
 
 M o n i t o r s   l i s t ,   P l u g - n - P l a y   m o n i t o r   i n f o r m a t i o n = P l u g - n - P l a y   B'&E)  'D4'4'*  ,   H  E9DHE'*  4'4)  'D@
 
 D e s k t o p   p r o p e r t i e s ,   d e s k t o p   e f f e c t s   s e t t i n g s = .5'&5  37-  'DEC*(  ,   %9/'/'*  *#+J1'*  37-  'DEC*(
 
 L i s t   o f   a l l   m o n i t o r s   c o n n e c t e d = B'&E)  (CD  'D4'4'*  'DE*5D)
 
 L i s t   o f   s u p p o r t e d   v i d e o   m o d e s = B'&E)  (#H6'9  'DAJ/JH  'DE9*E/)
 
 O p e n G L   v i d e o   a d a p t e r   i n f o r m a t i o n = O p e n G L   E9DHE'*  C1*  AJ/JH
 
 G P G P U   d e v i c e s   i n f o r m a t i o n = G P G P U   E9DHE'*  #,G2)
 
 M a n t l e   d e v i c e s   i n f o r m a t i o n = M a n t l e   E9DHE'*  #,G2)
 
 V u l k a n   d e v i c e s   i n f o r m a t i o n = V u l k a n   E9DHE'*  #,G2)
 
 I n s t a l l e d   f o n t s   l i s t = B'&E)  'D.7H7  'DE+(*)
 
 
 
 M u l t i m e d i a   d e v i c e s ,   a u d i o   a n d   v i d e o   c o d e c s   i n f o r m a t i o n = #,G2)  'DH3'&7  ,   H  E9DHE'*  *1EJ2  'D5H*  H  'DAJ/JH
 
 A u d i o   i n p u t / o u t p u t   d e v i c e s   l i s t = B'&E)  #,G2)  E/'.D  H  E.'1,  'D5H*
 
 L i s t   o f   a u d i o   a d a p t e r s   c o n n e c t e d   t o   P C I   a n d   I S A   P l u g - n - P l a y   b u s = I S A   P l u g - n - P l a y   H  F'BD  'D@  P C I   B'&E)  (E-HD'*  'D5H*  'DE*5D)  (@
 
 H i g h   D e f i n i t i o n   A u d i o   c o n t r o l l e r s   a n d   c o d e c s   l i s t = B'&E)  'D1EH2J'*  " CH/JC"   H  #,G2)  *-CE  'D5H*  'D*91JA  'D9'DJ
 
 O p e n A L   a u d i o   a d a p t e r   i n f o r m a t i o n = O p e n A L   E9DHE'*  E-HD  5H*
 
 A u d i o   c o d e c s   l i s t = B'&E)  *1EJ2  'D5H*
 
 V i d e o   c o d e c s   l i s t = B'&E)  *1EJ2  'DAJ/JH
 
 M e d i a   c o n t r o l   d e v i c e s   l i s t = B'&E)  #,G2)  *-CE  'DH3'&7
 
 
 
 H a r d   d i s k s ,   C D   &   D V D   d r i v e s ,   S M A R T   i n f o r m a t i o n = S M A R T   H  E9DHE'*  D V D   H  'D@  C D   E9DHE'*  'D#B1'5  'D5D()  ,   H  E-1C'*  #B1'5  'D@
 
 S t o r a g e   c o n t r o l l e r s   a n d   d e v i c e s   l i s t = B'&E)  'D#,G2)  H  'D*-CE  ('DE.2HF
 
 L o g i c a l   d r i v e s   i n f o r m a t i o n = E9DHE'*  'D#B1'5  'DEF7BJ)
 
 P h y s i c a l   d r i v e s   i n f o r m a t i o n ,   p a r t i t i o n s   l i s t = E9DHE'*  E-1C'*  'D#B1'5  'D-BJBJ)  ,   B'&E)  'D*B3JE'*
 
 C D   &   D V D   d r i v e s   i n f o r m a t i o n = D V D   H  'D@  C D   E9DHE'*  E-1C'*  'D@
 
 A S P I   S C S I   d e v i c e s   l i s t = A S P I   S C S I   B'&E)  #,G2)
 
 A T A   h a r d   d i s k s   i n f o r m a t i o n = 'D5D()  A T A   E9DHE'*  #B1'5
 
 S M A R T   h a r d   d i s k   h e a l t h   i n f o r m a t i o n = 'D5D(  S M A R T   E9DHE'*  3D'E)  B15
 
 
 
 N e t w o r k   s u b s y s t e m   i n f o r m a t i o n = E9DHE'*  F8'E  'D4(C)  'DA19J
 
 N e t w o r k   a d a p t e r s   l i s t = E9DHE'*  E-HD'*  'D4(C)
 
 L i s t   o f   n e t w o r k   a d a p t e r s   c o n n e c t e d   t o   P C I   a n d   I S A   P l u g - n - P l a y   b u s = I S A   P l u g - n - P l a y   H  F'BD  'D@  P C I   B'&E)  (E-HD'*  'D4(C)  'DE*5D)  (@
 
 M o d e m ,   I S D N ,   D S L   d i a l - u p   c o n n e c t i o n s   l i s t = D S L H    I S D N   B'&E)  'D%*5'D'*  'DG'*AJ)  DDEH/E  H
 
 N e t w o r k   r e s o u r c e s   l i s t = B'&E)  E5'/1  'D4(C)
 
 O u t l o o k   a n d   O u t l o o k   E x p r e s s   a c c o u n t s   i n f o r m a t i o n = O u t l o o k   E x p r e s s   H  O u t l o o k   E9DHE'*  -3'('*
 
 I n t e r n e t   s e t t i n g s = %9/'/'*  %F*1F*
 
 L i s t   o f   n e t w o r k   r o u t e s = B'&E)  (/1H(  'D4(C)
 
 I n t e r n e t   E x p l o r e r   c o o k i e s   l i s t = I n t e r n e t   E x p l o r e r   B'&E)  EDA'*  *91JA  'D%1*('7  D@
 
 I n t e r n e t   E x p l o r e r ,   N e t s c a p e   N a v i g a t o r   a n d   O p e r a   v i s i t e d   p l a c e s   l i s t = O p e r a   H    N e t s c a p e   N a v i g a t o r   H  I n t e r n e t   E x p l o r e r   B'&E)  'DEH'B9  'DEO2'1)  D@
 
 
 
 D i r e c t X   d e v i c e s   i n f o r m a t i o n = D i r e c t X   E9DHE'*  #,G2)
 
 D i r e c t X   d r i v e r   f i l e s   l i s t = D i r e c t X   B'&E)  EDA'*  *91JA
 
 D i r e c t D r a w   a n d   D i r e c t 3 D   d i s p l a y   a d a p t e r s   i n f o r m a t i o n = D i r e c t 3 D   H  D i r e c t D r a w   E9DHE'*  E-HD'*  916
 
 D i r e c t S o u n d   a u d i o   a d a p t e r s   i n f o r m a t i o n = D i r e c t S o u n d   E9DHE'*  E-HD'*  5H*
 
 D i r e c t M u s i c   a u d i o   a d a p t e r s   i n f o r m a t i o n = D i r e c t M u s i c   E9DHE'*  E-HD'*  5H*
 
 D i r e c t I n p u t   i n p u t   d e v i c e s   i n f o r m a t i o n = D i r e c t I n p u t   E9DHE'*  #,G2)  %/.'D
 
 D i r e c t P l a y   n e t w o r k   c o n n e c t i o n s   i n f o r m a t i o n = D i r e c t P l a y   E9DHE'*  %*5'D'*  4(C)
 
 
 
 P C I ,   A G P ,   P n P ,   U S B ,   P C M C I A   d e v i c e s   l i s t ,   p r i n t e r s   i n f o r m a t i o n = E9DHE'*  'D7'(9'*  ,   P C I ,   A G P ,   P n P ,   U S B ,   P C M C I A   B'&E)  #,G2)
 
 D e v i c e s   i n s t a l l e d   i n   t h e   s y s t e m = 'D#,G2)  'DE+(*)  AJ  'DCE(JH*1
 
 P C I ,   A G P ,   P n P ,   U S B ,   P C M C I A   d e v i c e s   a n d   s e r i a l / p a r a l l e l   p o r t s   l i s t = H  B'&E)  'DEF'A0  'D*3D3DJ)  H  'DE*H'2J)  P C I ,   A G P ,   P n P ,   U S B ,   P C M C I A   #,G2)
 
 P C I   a n d   A G P   d e v i c e s   l i s t = P C I   H  A G P   B'&E)  #,G2)
 
 U S B   c o n t r o l l e r s   a n d   d e v i c e s   l i s t = U S B   B'&E)  #,G2)  H  #/H'*  *-CE
 
 D e v i c e   r e s o u r c e s   ( I R Q ,   D M A ,   p o r t ,   m e m o r y )   l i s t =   ( 'DEFA0  ,   'D0'C1)  , D M A   , I R Q )   B'&E)  E5'/1  'D,G'2
 
 K e y b o a r d ,   m o u s e ,   g a m e   c o n t r o l l e r s   i n f o r m a t i o n = E9DHE'*  DH-)  'DEA'*J-  ,   'DA#1)  ,   *-CE  'D#D9'(
 
 L o c a l   a n d   n e t w o r k   p r i n t e r s   l i s t = B'&E)  7'(9'*  'D4(C)  H  'DE-DJ)
 
 
 
 S o f t w a r e   s u b s y s t e m   i n f o r m a t i o n = E9DHE'*  (1F'E,  'DF8'E  'DA19J
 
 P r o g r a m s   l a u n c h e d   a t   s y s t e m   s t a r t u p = (1'E,  (/!  'D*4:JD  E9  (/!  'DF8'E
 
 S c h e d u l e d   t a s k s   l i s t = B'&E)  'DEG'E  'DE,/HD)
 
 I n s t a l l e d   p r o g r a m s   l i s t = B'&E)  'D(1'E,  'DE+(*)
 
 C u s t o m   p r o g r a m s   l i s t = B'&E)  'D(1'E,  'DE.55)
 
 L i s t   o f   p r o g r a m s   f o u n d   b y   f i l e   s c a n n i n g = B'&E)  ('D(1'E,  'DEC*4A)  (H'37)  A-5  'DEDA'*
 
 S o f t w a r e   l i c e n s e s   l i s t = B'&E)  1.5  'D(1F'E,
 
 R e g i s t e r e d   f i l e   t y p e s   l i s t = B'&E)  #FH'9  EDA'*  E3,D)
 
 S i d e b a r   a n d   D e s k t o p   g a d g e t s   l i s t = 'D41J7  'D,'F(J  H  B'&E)  #/H'*  37-  'DEC*(
 
 
 
 S y s t e m   s e c u r i t y   i n f o r m a t i o n = E9DHE'*  #E'F  'DF8'E
 
 W i n d o w s   s e c u r i t y   i n f o r m a t i o n = E9DHE'*  #E'F  'DHJF/H2
 
 I n s t a l l e d   W i n d o w s   u p d a t e s   l i s t = B'&E)  *-/J+'*  'DHJF/H2
 
 A n t i - v i r u s   s o f t w a r e s   l i s t ,   v i r u s   d a t a b a s e   i n f o r m a t i o n = B'&E)  (1'E,  'DAJ1H3'*  ,   E9DHE'*  B'9/)  (J'F'*  'DAJ1H3'*
 
 F i r e w a l l   s o f t w a r e s   l i s t ,   f i r e w a l l   s t a t u s = B'&E)  (1'E,  'D,/1'F  'DF'1J)  ,   -'D)  'D,/'1  'DF'1J
 
 A n t i - s p y w a r e   s o f t w a r e s   l i s t = B'&E)  (1'E,  EC'A-)  'D*,33
 
 A n t i - t r o j a n   s o f t w a r e s   l i s t = B'&E)  (1'E,  EC'A-)  'D*1H,'F
 
 
 
 S y s t e m   c o n f i g u r a t i o n   i n f o r m a t i o n = E9DHE'*  *CHJF  'DF8'E
 
 R e g i o n a l   s e t t i n g s = 'D%9/'/'*  'D%BDJEJ)
 
 E n v i r o n m e n t   v a r i a b l e s   l i s t = B'&E)  'DE*:J1'*  'D(J&J)
 
 C o n t r o l   P a n e l   a p p l e t s   l i s t = B'&E)  EH'/  DH-)  'D*-CE
 
 R e c y c l e   B i n s   i n f o r m a t i o n = E9DHE'*  3D)  'DE-0HA'*
 
 S y s t e m   f i l e s   c o n t e n t = E-*HI  EDA'*  'DF8'E
 
 S y s t e m   f o l d e r s   l i s t = B'&E)  E,D/'*  'DF8'E
 
 E v e n t   l o g s   c o n t e n t = E-*HI  3,D'*  'D#-/'+
 
 
 
 D a t a b a s e ,   B D E ,   O D B C   i n f o r m a t i o n = O D B C   E9DHE'*  ,   B D E     ,   B'9/)  'D(J'F'*
 
 D a t a b a s e   d r i v e r s   l i s t = B'&E)  *9'1JA  B'9/)  'D(J'F'*
 
 B D E   d r i v e r s   l i s t = B D E   B'&E)  *91JA'*
 
 O D B C   d r i v e r s   l i s t = O D B C   B'&E)  *91JA'*
 
 O D B C   d a t a   s o u r c e s   l i s t = O D B C   B'&E)  E5'/1  (J'F'*
 
 
 
 A d d   r e p o r t   f i l e s = %6'A)  EDA'*  *B'1J1
 
 A d d   r e p o r t s   f r o m   d a t a b a s e = %6'A)  *B'1J1  EF  B'9/)  'D(J'F'*
 
 
 
 M e a s u r e   s y s t e m   p e r f o r m a n c e = BJ'3  #/'!  'DF8'E
 
 M e a s u r e   m e m o r y   s u b s y s t e m   r e a d   p e r f o r m a n c e = BJ'3  #/'!  B1'!)  0'C1)  'DF8'E  'DA19J
 
 M e a s u r e   m e m o r y   s u b s y s t e m   w r i t e   p e r f o r m a n c e = BJ'3  #/'!  C*'()  0'C1)  'DF8'E  'DA19J
 
 M e a s u r e   m e m o r y   s u b s y s t e m   c o p y   p e r f o r m a n c e = BJ'3  #/'!  F3.  F8'E  'D0'C1)  'DA19J
 
 M e a s u r e   m e m o r y   s u b s y s t e m   l a t e n c y = BJ'3  2EF  'DH5HD  D0'C1)  'DF8'E  'DA19J
 
 M e a s u r e   C P U   p e r f o r m a n c e   u s i n g   t h e   c l a s s i c   q u e e n   p r o b l e m   s o l u t i o n   o n   a   1 6 x 1 6   c h e s s b o a r d = BJ'3  #/'!  H-/)  'DE9'D,)  'DE1C2J)  ('3*./'E  -D  'DEDC)  'DCD'3JCJ  9DI  1B9)  'D471F,  1 6 AJ1 6 
 
 M e a s u r e   C P U   p e r f o r m a n c e   u s i n g   s e v e r a l   2 D   i m a g e   p r o c e s s i n g   a l g o r i t h m s = BJ'3  #/'!  H-/)  'DE9'D,)  'DE1C2J)  ('3*./'E  .H'12EJ'*  E9'D,)  'D5H1)  'D+'FJ)  'DE*9//)
 
 M e a s u r e   C P U   p e r f o r m a n c e   u s i n g   Z L i b   f i l e   c o m p r e s s i o n = Z L i b   BJ'3  #/'!  H-/)  'DE9'D,)  'DE1C2J)  ('3*./'E  6:7  EDA
 
 M e a s u r e   C P U   p e r f o r m a n c e   u s i n g   A E S   d a t a   e n c r y p t i o n = A E S   ('3*./'E  *4AJ1  (J'F'*  C P U   BJ'3  #/'!  'D@
 
 * * * M e a s u r e   C P U   p e r f o r m a n c e   u s i n g   c r y p t o g r a p h i c   h a s h   a l g o r i t h m = C P U   t e l j e s i t m e n y   m e r e s e   k r i p t o g r a f i a i   h a s h   a l g o r i t m u s s a l 
 
 * * * M e a s u r e   v i d e o   e n c o d i n g   p e r f o r m a n c e   u s i n g   V P 8   c o d e c = V i d e o   e n k o d o l a s i   t e l j e s i t m e n y   m e r e s e   V P 8   k o d e k k e l 
 
 M e a s u r e   s i n g l e   p r e c i s i o n   f l o a t i n g   p o i n t   p e r f o r m a n c e   u s i n g   J u l i a   f r a c t a l = J u l i a   f r a c t a l   BJ'3  #/'!  /B)  'DFB7)  'D941J)  ('3*./'E
 
 M e a s u r e   d o u b l e   p r e c i s i o n   f l o a t i n g   p o i n t   p e r f o r m a n c e   u s i n g   M a n d e l b r o t   f r a c t a l = J u l i a   f r a c t a l   BJ'3  #/'!  /B)  'DFB7)  'D941J)  'DE6'9A)  ('3*./'E
 
 M e a s u r e   e x t e n d e d   p r e c i s i o n   f l o a t i n g   p o i n t   p e r f o r m a n c e   u s i n g   a   c u s t o m   J u l i a   f r a c t a l = J u l i a   f r a c t a l   BJ'3  #/'!  /B)  'DFB7)  'D941J)  'DEH39)  ('3*./'E
 
 M e a s u r e   f l o a t i n g   p o i n t   p e r f o r m a n c e   u s i n g   c o m p l e x   2 D   i m a g e   p r o c e s s i n g   a l g o r i t h m s = BJ'3  #/'!  'D*B7)  'D9'&E)  ('3*./'E  .H'12EJ'*  E9'D,)  'D5H1)  'DE1C()  'D+'FJ)
 
 * * * M e a s u r e   s i n g l e   p r e c i s i o n   f l o a t i n g   p o i n t   p e r f o r m a n c e   u s i n g   r a y   t r a c i n g = E g y s z e r e s   p o n t o s s a g u   l e b e g o p o n t o s   t e l j e s i t m e n y   m e r e s e   s u g a r k o v e t e s s e l 
 
 * * * M e a s u r e   d o u b l e   p r e c i s i o n   f l o a t i n g   p o i n t   p e r f o r m a n c e   u s i n g   r a y   t r a c i n g = K e t s z e r e s   p o n t o s s a g u   l e b e g o p o n t o s   t e l j e s i t m e n y   m e r e s e   s u g a r k o v e t e s s e l 
 
 
 
 N e t w o r k   a u d i t   s t a t i s t i c s = %-5'!'*  */BJB  'D4(C)
 
 N e t w o r k   a u d i t   l i s t   ( b y   c o m p u t e r ) = ( B'&E)  */BJB  'D4(C)  ( ('DCE(JH*1
 
 N e t w o r k   a u d i t   l i s t   ( b y   c o m p o n e n t ) = ( B'&E)  */BJB  'D4(C)  ( ('D9F51
 
 
 
 / /   t i p s 
 
 P r o b l e m s   &   S u g g e s t i o n s = E4CD'*  H  -DHD
 
 S u g g e s t i o n = 'D-D
 
 P r o b l e m = 'DE4CD)
 
 F a u l t = .7#
 
 T h i s   m a y   c a u s e   p e r f o r m a n c e   p e n a l t y . = B/  J3((  G0'  .7#  ('D#/'!
 
 D i s k   f r e e   s p a c e   i s   o n l y   % d % %   o n   d r i v e   % s . = E3'-)  'DB15  'D-1)  GJ  AB7  % d % %   % s   9DI  'DE-1C
 
 N o   C P U   L 2   c a c h e   f o u n d . = C P U   L 2   D'  J*HA1  E.2HF
 
 P e n t i u m   F D I V   b u g   d e t e c t e d !   P l e a s e   c o n t a c t   I n t e l   C o r p o r a t i o n   f o r   a s s i s t a n c e . = DDE3'9/)  I n t e l   C o r p o r a t i o n - n e l   'D1,'!  'D%*5'D  (@  P e n t i u m   F D I V   *E  %C*4'A  .7#  (@
 
 M o s t   3 D   g a m e s   r u n   b e t t e r   w i t h   a t   l e a s t   2 5 6   K B   L 2   c a c h e . = E.2HF  2 5 6   C(  L 2   #:D(  'D#D9'(  +D'+J)  'D#(9'/  *9ED  (CA'!)  E9  E'  D'  JBD  9F
 
 M o d e r n   3 D   g a m e s   m a y   r e q u i r e   a t   l e a s t   1   G H z   C P U . = 'D#D9'(  'D+D'+J)  'D-/J+)  B/  **7D(  9DI  'D#BD  E9'D,  1   BJB'- GJ1*2
 
 F o r   o p t i m u m   p e r f o r m a n c e ,   W i n d o w s   9 x   r e q u i r e s   a t   l e a s t   1 0 0   M H z   C P U . = 9DI  'D#BD  E9'D,  1 0 0   EJB'- GJ1*2  W i n d o w s   9 x   D#/'!  *'E  J*7D(
 
 F o r   o p t i m u m   p e r f o r m a n c e ,   W i n d o w s   2 0 0 0 +   r e q u i r e s   a t   l e a s t   3 0 0   M H z   C P U . = 9DI  'D#BD  E9'D,  3 0 0   EJB'- GJ1*2  W i n d o w s   2 0 0 0   D#/'!  *'E  J*7D(
 
 M M X   i s   n o t   s u p p o r t e d . = :J1  E/9HE  M M X   E9'D,
 
 S S E   i s   n o t   s u p p o r t e d .   U p g r a d e   y o u r   C P U   t o   s p e e d   u p   a p p l i c a t i o n s   o p t i m i z e d   f o r   S S E . = S S E :J1  E/9HE  BE  (*1BJ)  E9'D,C  D*31J9  'D*7(JB'*  'DED'&E)  D@    S S E 
 
 L e s s   t h a n   3   m e m o r y   s l o t s   d e t e c t e d .   E x p a n d i n g   s y s t e m   m e m o r y   m a y   b e c o m e   d i f f i c u l t . = *E  %C*4'A  3   *,'HJA  DC1H*  'D0'C1)  .   *H3J9  0'C1)  'DF8'E  B/  J5(-  59('
 
 Y o u   h a v e   l e s s   t h a n   3 2   M B   s y s t e m   m e m o r y   i n s t a l l e d . = JH,/  D/JC  0'C1)  DDF8'E  #BD  EF  3 2   E(  E+(*)
 
 M o d e r n   o p e r a t i n g   s y s t e m s   r e q u i r e   a t   l e a s t   1 2 8   M B   s y s t e m   m e m o r y   f o r   o p t i m u m   p e r f o r m a n c e . = D#/'!  E6(H7  A%F  #F8E)  9EDJ)  'DEH/E  **7D(  9DI  'D#BD  1 2 8   E(  F8'E  0'C1)
 
 3 D   g a m e s   m a y   r e q u i r e   a t   l e a s t   2 5 6   M B   s y s t e m   m e m o r y   f o r   o p t i m u m   p e r f o r m a n c e . = 'D#D9'(  'D+D'+J)  'D#(9'/  **7D(  9DI  'D#BD  2 5 6   E(  F8'E  0'C1)  D#/'!  E6(H7
 
 S e r v e r   f u n c t i o n s   m a y   r e q u i r e   a t   l e a s t   2 5 6   M B   s y s t e m   m e m o r y   f o r   o p t i m u m   p e r f o r m a n c e . = H8'&A  'DEDBE  B/  **7D(  9DI  'D#BD  0'C1)  F8'E  2 5 6   D#/'!  E6(H7
 
 I n s t a l l   m o r e   s y s t e m   m e m o r y   t o   i m p r o v e   a p p l i c a t i o n s   p e r f o r m a n c e . = BE  (*+(J*  'DE2J/  EF  0'C1)  'DF8'E  D*-3JF  #/'!  'D*7(JB'*
 
 M o t h e r b o a r d   c h i p s e t   c a n n o t   c a c h e   t h e   w h o l e   s y s t e m   m e m o r y . = E,EH9)  41'&-  'DDH-)  'D#E  D'  *3*7J9  *.2JF  C'ED  0'C1)  'DF8'E
 
 M o t h e r b o a r d   c h i p s e t   c a n n o t   h a n d l e   m o r e   m e m o r y . = E,EH9)  41'&-  'DDH-)  'D#E  D'  *3*7J9  'D*9'ED  E9  'DE2J/  EF  0'C1)  'DF8'E
 
 E x t e r n a l   c a c h e   i s   a s y n c h r o n o u s . = 'D.2F  'D.'1,J  J9*(1  :J1  E*2'EF
 
 E x t e r n a l   c a c h e   i s   d i s a b l e d . = 'D.2F  'D.'1,J  EHBHA
 
 S l o w   m e m o r y   ( F P M   /   E D O   /   B E D O )   d e t e c t e d .   U p g r a d e   t o   S D R A M   o r   R D R A M   i f   p o s s i b l e . = R D R A M   #H  S D R A M   BE  ('D*1BJ)  %0'  #ECF  %DI  ( F P M   /   E D O   /   B E D O )   *E  %C*4'A  0'C1)  (7J&)
 
 M o d e r n   3 D   g a m e s   r e q u i r e   f a s t   m e m o r y   ( D D R   S D R A M   /   R D R A M ) . = 31J9)  ( D D R   S D R A M   /   R D R A M )   'D#D9'(  'D+D'+J)  'D#(9'/  'D-/J+)  **7D(  0'C1)
 
 A G P   i s   d i s a b l e d . = E:DB  A G P   %F
 
 A G P   a p e r t u r e   s i z e   i s   m o r e   t h a n   h a l f   o f   t h e   s y s t e m   m e m o r y   s i z e . = #C(1  EF  F5A  -,E  0'C1)  'DF8'E  A G P   -,E  A,H)  'D@
 
 C u r r e n t   A G P   s p e e d   i s   l o w e r   t h a n   m a x i m u m   s u p p o r t e d . = 'D-'DJ)  #BD  EF  'D#BD  'DE9*E/  A G P   319)
 
 S y s t e m   B I O S   i s   m o r e   t h a n   2   y e a r s   o l d .   U p d a t e   i t   i f   n e c e s s a r y . = DDF8'E  #B/E  EF  3F*JF  .   BE  (*-/J+G  9F/  'D61H1)  B I O S   9E1  'D@
 
 V i d e o   B I O S   i s   m o r e   t h a n   2   y e a r s   o l d .   U p d a t e   i t   i f   n e c e s s a r y . = DDAJ/JH  #B/E  EF  3F*JF  .   BE  (*-/J+G  9F/  'D61H1)  B I O S   9E1  'D@
 
 O n l y   1   C P U   i n s t a l l e d ,   y o u   s h o u l d   c h a n g e   t o   u n i p r o c e s s o r   H A L . = U n i p r o c e s s o r   H A L   'DE+(*  AB7  E9'D,  H'-/  J,(  'D*:JJ1  %DI
 
 Y o u r   s y s t e m   s e e m s   t o   b e   r e a d y   t o   r u n   W i n d o w s   2 0 0 0 + .   C o n s i d e r   u p g r a d i n g   t o   i t . = J(/H  #F  F8'EC  ,'G2  D*4:JD  HJF/H2  2 0 0 0   H  E'  AHB  .   AC1  (*1BJ*G
 
 Y o u r   s y s t e m   s e e m s   t o   b e   r e a d y   t o   r u n   W i n d o w s   9 8 / M e .   C o n s i d e r   u p g r a d i n g   t o   i t . = J(/H  #F  F8'EC  ,'G2  D*4:JD  HJF/H2  9 8   #H  EJDJFJHE  .   AC1  (*1BJ*G
 
 S e r v i c e   P a c k   i s   o u t d a t e d .   S e r v i c e   P a c k   5 +   i s   r e c o m m e n d e d   u n d e r   W i n d o w s   N T . = W i n d o w s   N T   E9  S e r v i c e   P a c k   5 +   -2E)  'D./E)  B/JE)  J3*-3F
 
 W i n d o w s   i s   n o w   r u n n i n g   f o r   m o r e   t h a n   1 0   d a y s .   R e s t a r t   m a y   i m p r o v e   p e r f o r m a n c e . = 'DHJF/H2  'D"F  4:'D  D#C+1  EF  1 0   #J'E  .   B/  *-3F  %9'/)  'D*4:JD  'D#/'!
 
 I n t e r n e t   E x p l o r e r   i s   o u t d a t e d .   V e r s i o n   5 . 0   o r   l a t e r   i s   r e c o m m e n d e d . = 'D%F*1F*  %C3(DH11  B/JE  .   J3*-3F  'DF3.)  5 . 0   H  E'  AHB
 
 D i r e c t X   n o t   f o u n d .   M o d e r n   a p p l i c a t i o n s   a n d   g a m e s   r e q u i r e   i t . = :J1  EH,H/  .   'D*7(JB'*  'D-/J+)  H  'D#D9'(  *9*E/  9DJG  ('D#3'3  D i r e c t X   %F  (1F'E,
 
 D i r e c t X   i s   o u t d a t e d .   M o d e r n   g a m e s   m a y   r e q u i r e   D i r e c t X   7 + . = H  E'  AHB  D i r e c t X   7   B/JE  .   'D#D9'(  'D-/J+)  B/  **7D(  D i r e c t X   %F
 
 L e s s   t h a n   4   M B   v i d e o   m e m o r y   f o u n d .   U p g r a d e   y o u r   v i d e o   c a r d   f o r   b e t t e r   p e r f o r m a n c e . = JH,/  0'C1)  AJ/JH  #BD  EF  4   E(  .   BE  (*1BJ)  C1*  'DAJ/JH  D#/'!  #A6D
 
 M o d e r n   3 D   g a m e s   m a y   r e q u i r e   a t   l e a s t   3 2   M B   v i d e o   m e m o r y . = 'D#D9'(  'D+D'+J)  'D#(9'/  'D-/J+)  B/  **7D(  9DI  'D#BD  0'C1)  AJ/JH  3 2   E(
 
 I n c r e a s e   r e s o l u t i o n   f o r   b e t t e r   v i s u a l   q u a l i t y . = #1A9  /B)  'D4'4)  D1$J)  #A6D
 
 I n c r e a s e   c o l o r   d e p t h   f o r   b e t t e r   v i s u a l   q u a l i t y . = #1A9  9EB  'D#DH'F  D1$J)  #A6D
 
 S o m e   a p p l i c a t i o n s   m a y   r u n   b e t t e r   i n   3 2 - b i t   c o l o r   m o d e . = (96  'D*7(JB'*  B/  *9ED  J4CD  #A6D  AJ  H69J)  'DDHF  3 2   (*
 
 U s i n g   l a r g e   f o n t s   m a y   c a u s e   v i s u a l   p r o b l e m s   i n   a p p l i c a t i o n s   n o t   p r e p a r e d   f o r   i t . = %3*./'E  'D.7H7  'DC(J1)  B/  J3((  E4'CD  (51J)  AJ  'D*7(JB'*  'D*J  D'  *9*E/  0DC
 
 A t   l e a s t   8 5   H z   v e r t i c a l   r e f r e s h   r a t e   i s   r e c o m m e n d e d   f o r   c l a s s i c   ( C R T )   d i s p l a y s . = F3()  'D*-/J+  9DI  'D#BD  8 5   GJ1*2  9EH/J)  'DEH5I  (G'  D4'4'*  'D916  'DCD'3JCJ)
 
 E n a b l e   I P   h e a d e r   c o m p r e s s i o n   t o   i n c r e a s e   n e t w o r k   s p e e d . = D2J'/)  319)  'D4(C)  I P   BE  (*ECJF  6:7  1#3J)  'D@
 
 E n a b l e   s o f t w a r e   c o m p r e s s i o n   t o   i n c r e a s e   n e t w o r k   s p e e d . = BE  (*ECJF  6:7  'D(1F'E,  D2J'/)  319)  'D4(C)
 
 3 2 - b i t   R e n d e r i n g   i s   n o t   s u p p o r t e d .   M o d e r n   3 D   g a m e s   m a y   r e q u i r e   i t . = %3*.D'5  3 2 - (*  :J1  E9*E/  .   'D#D9'(  'D-/J+)  B/  **7D(  0DC
 
 Z - B u f f e r   i s   n o t   s u p p o r t e d .   M o d e r n   3 D   g a m e s   r e q u i r e   i t . = :J1  E9*E/  .   'D#D9'(  'D-/J+)  **7D(  0DC  Z - p u f f e r 
 
 3 2 - b i t   Z - B u f f e r   i s   n o t   s u p p o r t e d .   M o d e r n   3 D   g a m e s   m a y   r e q u i r e   i t . = 3 2 - (*  :J1  E9*E/  .   'D#D9'(  'D-/J+)  **7D(  0DC  Z - p u f f e r 
 
 A n i s o t r o p i c   F i l t e r i n g   i s   n o t   s u p p o r t e d .   M o d e r n   3 D   g a m e s   m a y   r e q u i r e   i t . = 'D*14J-  'DE*('JF  'D.H'5  :J1  E9*E/  .   'D#D9'(  'D-/J+)  B/  **7D(  0DC
 
 S t e n c i l   B u f f e r s   i s   n o t   s u p p o r t e d .   M o d e r n   3 D   g a m e s   m a y   r e q u i r e   i t . = :J1  E9*E/  .   'D#D9'(  'D-/J+)  B/  **7D(  0DC  S t e n c i l   B u f f e r s 
 
 H a r d w a r e   T r a n s f o r m   &   L i g h t i n g   i s   n o t   s u p p o r t e d .   M o d e r n   3 D   g a m e s   m a y   r e q u i r e   i t . = :J1  E9*E/  .   'D#D9'(  'D-/J+)  B/  **7D(  0DC  H a r d w a r e   T r a n s f o r m   &   L i g h t i n g 
 
 
 
 / /   p r e f e r e n c e s 
 
 L o n g   P a g e s = 5A-'*  7HJD)
 
 S e c u r i t y   G r a d e = /1,)  'D#E'F
 
 N e w   I t e m = E'/)  ,/J/)
 
 M o d i f y   I t e m = *9/JD  'DE'/)
 
 G e n e r a l = 9@@@@'E
 
 S t a b i l i t y = 'D+('*
 
 L a y o u t = 'D*.7J7
 
 S e c u r i t y = 'D#E'F
 
 R e p o r t   L o o k = E4'G/)  'D*B1J1
 
 S c h e d u l e = 'D,/HD)
 
 E - m a i l = 'D(1J/  'D%DC*1HFJ
 
 D a t a b a s e = B'9/)  'D(J'F'*
 
 C o n t e n t   F i l t e r i n g = *14J-  'DE-*HI
 
 R e m o t e   F e a t u r e s = 'D9F'51  'D(9J/)
 
 C u s t o m   C o m p o n e n t s = 9F'51  E.55)
 
 A s s e t   P r o f i l e = H69J)  .'5)
 
 C u s t o m   P r o g r a m s = (1'E,  E.55)
 
 F i l e   S c a n n e r = A'-5  'DEDA'*
 
 F i l e   S c a n n e r   F i l t e r = E14-  A'-5  'DEDA'*
 
 
 
 D i s p l a y   A I D A 6 4   i n   t h e   & C o n t r o l   P a n e l = AJ  DH-)  'D*-CE  A I D A 6 4   %8G'1
 
 L o a d   A I D A 6 4   a t   & W i n d o w s   s t a r t u p = E& 9  (/!  'DHJF/H2  A I D A 6 4   *4:JD
 
 D i s p l a y   A I D A 6 4   s p l a s h   & s c r e e n   a t   s t a r t u p = 'DD'E9)  9F/  'D(/!  A I D A 6 4   916  & 4'4)
 
 " M i n i m i z e "   & b u t t o n   m i n i m i z e s   m a i n   w i n d o w   t o   S y s t e m   T r a y = & 21  " *5:J1"   D*5:J1  'DF'A0)  'D1&J3J)  %DI  ,H'1  'D3'9)
 
 " C l o s e "   b & u t t o n   m i n i m i z e s   m a i n   w i n d o w   t o   S y s t e m   T r a y = 21  " %:D'B"   J& 5:1  'DF'A0)  'D1&J3J)  %DI  5JFJ)  'DF8'E
 
 C o m p u t e r   p r i m a r y   r o l e : = /H1  'DCE(JH*1  'D1&J3J  : 
 
 G e n e r a l   U s e = %3*./'E  9'E
 
 & G e n e r a l = 9@@@@@@@@'E
 
 3 D   G a m i n g = 'D#D9'(  'D+D'+J)  'D#(9'/
 
 & S e r v e r = 'DEDBE
 
 W h e n   A I D A 6 4   s t a r t s : = A I D A 6 4   9F/  (/!  : 
 
 & D i s p l a y   m a i n   w i n d o w = & 916  'DF'A0)  'D1&J3J)
 
 & H i d e   m a i n   w i n d o w   ( m i n i m i z e   t o   T a s k b a r ) = ( & %.A'!  'DF'A0)  'D1&J3J)  ( *5:J1  %DI  41J7  'DEG'E
 
 H & i d e   m a i n   w i n d o w   ( m i n i m i z e   t o   S y s t e m   T r a y ) = ( %& .A'!  'DF'A0)  'D1&J3J)  ( *5:J1  %DI  'D,H'1
 
 & F u l l   n a m e : = 'D%3E  ('DC'ED  : 
 
 & E - m a i l   a d d r e s s : = 9FH'F  'D(1J/  'D%DC*1HFJ  : 
 
 
 
 L o a d   k e r n e l   d r i v e r =   k e r n e l   *-EJD  (1F'E,  *4:JD
 
 L o w - l e v e l   M S R   o p e r a t i o n s   ( m a y   c a u s e   s y s t e m   l o c k u p   i n   r a r e   c a s e s ) = ( 'DEF.A6)  'DE3*HI  ( B/  *3((  *.2JF  'DF8'E  AJ  -'D'*  F'/1)  M S R   9EDJ'*
 
 L o w - l e v e l   P C I   b u s   o p e r a t i o n s   ( m a y   c a u s e   s y s t e m   l o c k u p   i n   r a r e   c a s e s ) = ( 'DEF.A6)  'DE3*HI  ( B/  *3((  *,E/  'DF8'E  AJ  -'D'*  F'/1)  P C I   9EDJ'*
 
 L o w - l e v e l   S M B u s   o p e r a t i o n s   ( m a y   c a u s e   s y s t e m   l o c k u p   i n   r a r e   c a s e s ) = ( 'DEF.A6)  'DE3*HI  ( B/  *3((  *,E/  'DF8'E  AJ  -'D'*  F'/1)  S M B u s   9EDJ'*
 
 L o w - l e v e l   s e n s o r   o p e r a t i o n s   ( m a y   c a u s e   s y s t e m   l o c k u p   i n   r a r e   c a s e s ) = ( 'DEF.A6)  'DE3*HI  ( B/  *3((  *,E/  'DF8'E  AJ  -'D'*  F'/1)  s e n s o r   9EDJ'*
 
 F a n   d i v i s o r   r e c o n f i g u r a t i o n   ( m i g h t   c o n f l i c t   w i t h   M S I   C o r e   C e l l   a n d   P C   A l e r t ) = ( P C   A l e r t   H  M S I   C o r e   C e l l   *CHJF  B3'E  'DE1H-)  ( B/  J*9'16  E9
 
 L o w - l e v e l   S M A R T   o p e r a t i o n s   ( m a y   c a u s e   s y s t e m   l o c k u p   i n   r a r e   c a s e s ) = ( 0'*  E3*HI- EF.A6  ( B/  *3((  AJ  -'D'*  F'/1)  *,E/  'DF8'E  S M A R T   9EDJ'*
 
 R A I D   m e m b e r   e n u m e r a t i o n = R A I D   *9/'/  #96'!
 
 R A I D   S M A R T   s u p p o r t = R A I D   S M A R T   /9E
 
 * * * A d a p t e c   R A I D   s u p p o r t = A d a p t e c   R A I D   t a m o g a t a s 
 
 * * * L S I   R A I D   s u p p o r t = L S I   R A I D   t a m o g a t a s 
 
 M e a s u r e   C P U   t e m p e r a t u r e   u s i n g   A C P I   ( m a y   c o n f l i c t   w i t h   s c r e e n   s a v e r s ) = ( B/  J*9'16  E9  4'4'*  'D*HBA)   A C P I   ('3*9E'D  'D@  C P U   BJ'3  -1'1)  'D@
 
 n V I D I A   G P U   S M B u s   a c c e s s   t h r o u g h   n V I D I A   F o r c e W a r e = n V I D I A   F o r c e W a r e   EF  .D'D  n V I D I A   G P U   S M B u s   H5HD
 
 C h a n g e   t o   3 D   p r o f i l e   o n   n V I D I A   v i d e o   a d a p t e r s = n V I D I A   *:JJ1  %DI  *4CJD  +D'+J  'D#(9'/  9DI  E-HD'*  AJ/JH
 
 S M B u s   a c c e s s   t h r o u g h   A C P I   ( A s u s   m o t h e r b o a r d s ) = 'D1&J3J)  A s u s   ( DDH'&-  ( E01(HH1/  S M B u s   H5HD  .D'D
 
 A p p l e   S M C   s e n s o r   s u p p o r t = DD%3*49'1  A p p l e   S M C   /9E  #/')
 
 A q u a e r o   s e n s o r   s u p p o r t = DD%3*49'1  A q u a e r o   /9E  #/')
 
 A s e t e k   L C   s e n s o r   s u p p o r t = A s e t e k   L C   /9E  %3*49'1
 
 * * * A s u s   A T K E X   s e n s o r   s u p p o r t   ( A s u s   R O G ) = A s u s   A T K E X   e r z e k e l o   t a m o g a t a s   ( A s u s   R O G ) 
 
 * * * A s u s   W M I   s e n s o r   s u p p o r t = A s u s   W M I   e r z e k e l o   t a m o g a t a s 
 
 C o r s a i r   A X i   s e n s o r   s u p p o r t = DD%3*49'1  C o r s a i r   A X i   /9E  #/')
 
 C o r s a i r   H X i / R M i   s e n s o r   s u p p o r t = DD%3*49'1  C o r s a i r   H X i / R M i   /9E  #/')
 
 C o r s a i r   H y d r o   P l a t i n u m   s e n s o r   s u p p o r t = DD%3*49'1  C o r s a i r   H y d r o   P l a t i n u m   /9E  #/')
 
 C o r s a i r   L i n k   s e n s o r   s u p p o r t = DD%3*49'1  C o r s a i r   L i n k   /9E  #/')
 
 D e l l   S M I   s e n s o r   s u p p o r t = DD%3*49'1  D e l l   S M I   /9E  #/')
 
 * * * E m b e d d e d   C o n t r o l l e r   ( E C )   s u p p o r t = E m b e d d e d   C o n t r o l l e r   ( E C )   t a m o g a t a s 
 
 * * * E m b e d d e d   C o n t r o l l e r   ( E C )   b a n k   s w i t c h i n g = E m b e d d e d   C o n t r o l l e r   ( E C )   b a n k   v a l t a s 
 
 G R I D +   V 2 / V 3   s e n s o r   s u p p o r t = G R I D +   V 2 / V 3   /9E  %3*49'1
 
 H e a t m a s t e r   I I   s e n s o r   s u p p o r t = H e a t m a s t e r   I I   /9E  %3*49'1
 
 H I D   U P S   s e n s o r   s u p p o r t = H I D   U P S   /9E  #,G2)  '3*49'1
 
 K o o l a n c e   T M S - 2 0 0   s e n s o r   s u p p o r t = K o o l a n c e   T M S - 2 0 0   /9E  %3*49'1
 
 K r a k e n   X - 2 / X - 3   s e n s o r   s u p p o r t = K r a k e n   X - 2 / X - 3   /9E  %3*49'1
 
 T - B a l a n c e r   s e n s o r   s u p p o r t = T - B a l a n c e r   /9E  %3*49'1
 
 D I M M   t h e r m a l   s e n s o r   s u p p o r t = 'D-1'1J  D I M M   /9E  %3*49'1
 
 T h e r m a l t a k e   D P S   s e n s o r   s u p p o r t = T h e r m a l t a k e   D P S   /9E  %3*49'1
 
 T h e r m a l t a k e   P u r e   P l u s   /   R i i n g   P l u s   s e n s o r   s u p p o r t = T h e r m a l t a k e   P u r e   P l u s   /   R i i n g   P l u s   /9E  %3*49'1
 
 T o s h i b a   T V A L Z   s e n s o r   s u p p o r t = T o s h i b a   T V A L Z   /9E  %3*49'1
 
 V o l t e r r a   V T 1 1 x x   s e n s o r   s u p p o r t = V o l t e r r a   V T 1 1 x x   /9E  %3*49'1
 
 G P U   s e n s o r   s u p p o r t = G P U   /9E  #,G2)  '3*49'1
 
 G P U   f a n   s p e e d   m e a s u r e m e n t = G P U   EBJ'3  319)  E1H-)
 
 M u l t i - G P U   s u p p o r t = E*9//- G P U   /9E
 
 * * * W a k e   G P U s   u p   a t   A I D A 6 4   s t a r t u p = G P U - k   f e l e b r e s z t e s e   a z   A I D A 6 4   i n d u l a s a k o r 
 
 * * * W i n d o w s   1 1   C P U   u t i l i z a t i o n   m e a s u r e m e n t   w o r k a r o u n d = W i n d o w s   1 1   C P U   k i h a s z n a l t s a g   m e r e s i   m e g o l d a s 
 
 
 
 I c & o n s   s t y l e : = & 4CD  'D#JBHF'*: 
 
 E n a b l e   " A S P I "   p a g e = " A S P I "   *ECJF  5A-)
 
 E n a b l e   " A u d i o   C o d e c s "   p a g e = " *ECJF  5A-)  " *1EJ2  'D5H*
 
 E n a b l e   " D M I "   p a g e = " D M I "   *ECJF  5A-)
 
 E n a b l e   " O p e n A L "   p a g e = " O p e n A L "   *ECJF  5A-)
 
 E n a b l e   " O p e n G L "   p a g e = " O p e n G L "   *ECJF  5A-)
 
 E n a b l e   " D i r e c t X "   m e n u = " D i r e c t X "   *ECJF  B'&E)
 
 E n a b l e   " C o n f i g "   m e n u = " C o n f i g "   *ECJF  B'&E)
 
 E n a b l e   " D a t a b a s e "   m e n u = " *ECJF  B'&E)  " B'9/)  'D(J'F'*
 
 E n a b l e   " B e n c h m a r k "   m e n u = " *ECJF  B'&E)  " FB7)  *BJJE  'D#/'!
 
 E x t e n d e d   " E v e n t   L o g s "   p a g e = " *H3J9  5A-)  " 3,D'*  'D#-/'+
 
 S o r t   m e n u   a n d   s u b m e n u   i t e m s   a l p h a b e t i c a l l y = *1*J(  G,'&J  DEH'/  'DB'&E)  H  DEH'/  'DB'&E)  'DA19J)
 
 L i m i t   l o n g   p a g e s   t o   1 0 0   i t e m s = -/  'D5A-'*  'D7HJD)  %DI  1 0 0   E'/)
 
 H i d e   i c o n   a n d   b u b b l e   i n   N o t i f i c a t i o n   A r e a = %.A'!  'D#JBHF)  H  'DEF(+B)  AJ  EF7B)  'D*FHJG
 
 R e m e m b e r   m a i n   w i n d o w   p o s i t i o n = -A8  EC'F  'DF'A0)  'D1&J3J)
 
 R e m e m b e r   m a i n   w i n d o w   s i z e = -A8  -,E  'DF'A0)  'D1&J3J)
 
 R e m e m b e r   p a g e   m e n u   s t a t e = *0C1  -'D)  B'&E)  'D5A-)
 
 R e m e m b e r   l a s t   s e l e c t e d   p a g e = *0C1  ".1  5A-)  *E  *-/J/G'
 
 H i d e   u n i t s   ( e . g .   C e l s i u s ,   K B ,   V o l t )   f o r   m e a s u r e d   v a l u e s = %.A'!  'DH-/'*  E+D  ( 'DE&HJ)  #H  C(  #H  'DAHD*)   DDBJE  'DEB'3)
 
 D i s p l a y   o r i g i n a l   C P U   c l o c k   f o r   m o b i l e   I n t e l   p r o c e s s o r s = m o b i l   I n t e l   'D#5DJ)  DE9'D,'*  C P U   916  3'9)  'D@
 
 H i d e   t h e   b e s t   b e n c h m a r k   r e f e r e n c e   r e s u l t s   ( u s e f u l   o n   o l d   c o m p u t e r s ) = ( %.A'!  #A6D  F*'&,  E*9DB)  ('.*('1  'D#/'!  ( EAJ/)  E9  'DCE(JH*1'*  'DB/JE)
 
 * * * H i d e   a l l   b e n c h m a r k   r e f e r e n c e   r e s u l t s = M i n d e n   r e f e r e n c i a   s e b e s s e g e r e d m e n y   e l r e j t e s e 
 
 * * * H e x a d e c i m a l   S M A R T   a t t r i b u t e   I D s = H e x a d e c i m a l i s   S M A R T   a t t r i b u t u m   a z o n o s i t o k 
 
 
 
 & X M L   s t y l e   f i l e : = & X M L   FE7  EDA: 
 
 * * * E m & b e d   X S L   i n   X M L   f i l e = X S L   & b e a g y a z a s a   a z   X M L   f a j l b a 
 
 S e l e c t   X M L   S t y l e   F i l e = X M L   -//  FE7  EDA
 
 R e p o r t   f o r m a t : = 5J:)  'D*B1J1  : 
 
 P l a i n   T e x t = F5  9'/J
 
 C o m p r e s s   r e p o r t s   b e f o r e   s a v i n g   t o   f i l e = 6:7  'D*B'1J1  B(D  'D-A8  %DI  EDA
 
 C o m p r e s s   r e p o r t s   b e f o r e   s e n d i n g   i n   e - m a i l = 6:7  'D*B'1J1  B(D  'D%13'D  ('D(1J/  'D%DC*1HFJ
 
 C o m p r e s s   r e p o r t s   b e f o r e   u p l o a d i n g   t o   F T P = F T P   6:7  'D*B'1J1  B(D  'D1A9  %DI
 
 E n a b l e   r e p o r t   h e a d e r = *ECJF  1#3J)  'D*B1J1
 
 E n a b l e   r e p o r t   f o o t e r = *ECJF  *0JJD  'D*B1J1
 
 * * * E n a b l e   H T M L   r e p o r t   m e n u = H T M L   r i p o r t   m e n u   e n g e d e l y e z e s e 
 
 I n c l u d e   d e b u g   i n f o r m a t i o n   i n   t h e   r e p o r t = *6EJF  E9DHE'*  'D*5-J-  AJ  'D*B1J1
 
 I n c l u d e   d e b u g   i n f o r m a t i o n   i n   C S V   r e p o r t s = C S V   *6EJF  E9DHE'*  'D*5-J-  AJ  *B'1J1
 
 I n c l u d e   d e b u g   i n f o r m a t i o n   i n   T X T ,   H T M L ,   M H T M L   r e p o r t s = T X T ,   H T M L ,   M H T M L   *6EJF  E9DHE'*  'D*5-J-  AJ  *B'1J1
 
 S h o w   c o m p u t e r   n a m e   i n   c a p t i o n   o f   t h e   f i r s t   r e p o r t   p a g e = %8G'1  %3E  'DCE(JH*1  AJ  'D9FH'F  D#HD  5A-)  DD*B1J1
 
 F i l e   & n a m e : = %3E  'DEDA  : 
 
 F i l e   e x t e n s i o n : = %E*/'/  'DEDA  : 
 
 O u t p u t   & f o l d e r : = & 'DE,D/  'DH,G)  : 
 
 A & u t o m a t i c = #H*HE'*JCJ
 
 & A l w a y s : = & /'&E'
 
 
 
 N o r m a l   F o n t = .7  9'/J
 
 P a g e   C a p t i o n   F o n t = .7  9FH'F  'D5A-)
 
 D e v i c e   C a p t i o n   F o n t = .7  9FH'F  'D"D)
 
 B a c k g r o u n d   c o l o r : = DHF  'D.DAJ)  : 
 
 
 
 N a m e : = 'D%3E  : 
 
 S i z e : = 'D-,E  : 
 
 C o l o r : = 'DDHF  : 
 
 S t y l e : = 'DFE7  : 
 
 
 
 C o l o r s = 'D#DH'F
 
 B o l d = 91J6
 
 I t a l i c = E'&D
 
 
 
 R e s t o r e   D e f a u l t   & V a l u e s = & %3*9'/)  'DBJE  'D%A*1'6J)
 
 
 
 C o m m a n d - l i n e   o p t i o n s   a r e   l i m i t e d   t o   m a k e   r e p o r t : =   :   'D-/H/  D.J'1'*  EH,G  'D#H'E1  D9ED  *B1J1  GJ
 
 & A n y t i m e = & #J  HB*
 
 O n c e   a   & d a y = & E1)  ('DJHE
 
 O n c e   a   & w e e k = & E1)  ('D#3(H9
 
 O n c e   a   & f o r t n i g h t = & E1)  ('D#3(H9JF
 
 O n c e   a   & m o n t h = & E1)  ('D4G1
 
 S t o r e   l a s t   r u n   d a t e   i n : = *.2JF  *'1J.  ".1  *4:JD  AJ  : 
 
 C u s t o m   f i l e : = EDA  E.55  : 
 
 * * * C u s t o m   f o l d e r : = E g y e n i   m a p p a : 
 
 
 
 " & T o : "   a d d r e s s : = " & T o : "   'D9FH'F  D@: 
 
 " & C c : "   a d d r e s s : = " & C c : "   'D9FH'F  D@: 
 
 " & B c c : "   a d d r e s s : = " & B c c : "   'D9FH'F  D@: 
 
 E m b e d   T & X T   r e p o r t s   t o   e - m a i l   b o d y = e - m a i l   /E,  *B'1J1  F5J)  (,3E  'D@
 
 * * * & I n c l u d e   s y s t e m   i n f o r m a t i o n   i n   e - m a i l = & R e n d s z e r   i n f o r m a c i o   m e g j e l e n i t e s e   a z   e - m a i l b e n 
 
 & D i s p l a y   n a m e : = %3E  'D916: 
 
 S e r & v e r : = 'DEDBE: 
 
 S & M T P   p o r t : = S & M T P   EFA0: 
 
 U s e   S M T P   & a u t h e n t i c a t i o n : = S M T P   %3*./'E  E5'/B): 
 
 * * * U s e   S S & L = S S & L   h a s z n a l a t a 
 
 * * * A I D A 6 4   T e s t   M e s s a g e = A I D A 6 4   t e s z t   u z e n e t 
 
 * * * S e n d i n g   t e s t   m e s s a g e   i n   e - m a i l = T e s z t   u z e n e t   k u l d e s e   e - m a i l b e n 
 
 * * * T e s t   m e s s a g e   s e n t = T e s z t   u z e n e t   e l k u l d v e 
 
 * * * T e s t   m e s s a g e   c a n n o t   b e   s e n t = T e s z t   u z e n e t   k u l d e s e   s i k e r t e l e n 
 
 & I n t e r n e t : = & %F*1F*: 
 
 & L o c a l   f o l d e r : = & 'DE,D/  'DE-DJ: 
 
 M o d i f y = *9/JD
 
 & M o d i f y = & *9/JD
 
 & A l l = & CD
 
 A u t h o r = 'DE$DA
 
 & D e f a u l t = & 'D%A*1'6J
 
 S e l e c t   f o l d e r : = -//  'DE,D/: 
 
 S e l e c t   o u t p u t   f o l d e r : = -//  E,D/  'D%.1',: 
 
 S e l e c t   l o c a l   f o l d e r : = -//  'DE,D/  'DE-DJ: 
 
 S e l e c t   r e p o r t   f o l d e r : = -//  E,D/  'D*B1J1: 
 
 S e l e c t   B U L K   I N S E R T   f o l d e r : = B U L K   I N S E R T   -//  E,D/
 
 C o n f i r m   I t e m   D e l e t e = *#CJ/  -0A  'DE'/)
 
 A r e   y o u   s u r e   y o u   w a n t   t o   d e l e t e   ' % s ' ? =   ' % s '   #*1J/  A9D'  -0A
 
 C o n f i r m   M u l t i p l e   I t e m   D e l e t e = *#CJ/  -0A  EH'/  E*9//)
 
 A r e   y o u   s u r e   y o u   w a n t   t o   d e l e t e   t h e s e   % d   i t e m s ? = #*1J/  A9D'  -0A  G0G  'D@  % d   E'/)  
 
 % d   i t e m s = % d   E'/)
 
 
 
 F & T P   p o r t : = F T P   EFA0: 
 
 F T P   & f o l d e r : = F T P   & E,D/: 
 
 U s e   P & a s s i v e   M o d e = %3*./'E  'DFE7  & 'D3D(J: 
 
 
 
 P & r o v i d e r : = & 'DE2H/  : 
 
 D a t a   & s o u r c e : = & E5/1  'D(J'F'*: 
 
 D a t a & b a s e : = B'9/)  & 'D(J'F'*: 
 
 & D r i v e r : = & 'D*91JA: 
 
 & U s e r : = & 'DE3*./E: 
 
 & P a s s w o r d : = & CDE)  'DE1H1: 
 
 U s e   & W i n d o w s   a u t h e n t i c a t i o n = & %3*./'E  E5'/B)  HJF/H2
 
 U s e   & a u t o m a t i c   i d e n t i t y   i n c r e m e n t = %3*./'E  2J'/)  *DB'&J)  DDGHJ)
 
 U s e   & M y S Q L   o p t i m i z a t i o n   ( r e q u i r e s   M y S Q L   3 . 2 2 . 5   o r   l a t e r ) = ( #H  #-/+  M y S Q L   3 . 2 2 . 5   J*7D()   M y S Q L %3*./'E  *-3JF
 
 U s e   B U & L K   I N S E R T   ( r e q u i r e s   a   n e t w o r k   f o l d e r   w i t h   w r i t e   p e r m i s s i o n ) = ( J*7D(  E,D/  4(C)  E9  *51J-  .7J)   B U & L K   I N S E R T   %3*./'E
 
 B U L K   I N S E R T   & f o l d e r : = B U L K   I N S E R T   & E,D/: 
 
 N o t   a   U N C   p a t h = U N C   DJ3  E3'1
 
 S e l e c t   D a t a b a s e   F i l e = -//  EDA  B'9/)  'D(J'F'*
 
 T e s t = A-5
 
 & T e s t = & A-5
 
 
 
 C & o n f i g u r e = & *CHJF
 
 
 
 E v e n t   L o g s   F i l t e r i n g = *14J-  3,D'*  'D#-/'+
 
 I E   C o o k i e s   a n d   B r o w s e r   H i s t o r y   F i l t e r i n g = *14J-  E-AH8'*  'DE*5A-  H  EDA'*  *91JA  'D%1*('7  DD%C3(DH11
 
 L i s t   " & I n f o r m a t i o n "   e v e n t s = " 15/  #-/'+  " & E9DHE'*
 
 L i s t   " & W a r n i n g "   e v e n t s = " 15/  #-/'+  " *& -0J1
 
 L i s t   " & E r r o r "   e v e n t s = " 15/  #-/'+  " & .7#
 
 L i s t   " & A u d i t "   e v e n t s = " 15/  #-/'+  " *& /BJB
 
 L i s t   " & f i l e : / / "   e n t r i e s = " / / : 15/  E& /.D'*  " EDA
 
 L i s t   " & h t t p : / / "   e n t r i e s = " & h t t p : / / " 15/  E/.D'*
 
 
 
 E n a b l e   r e m o t e   f i l e   & b r o w s i n g = *ECJF  'D*5A-  DDEDA  & 'D(9J/
 
 E n a b l e   r e m o t e   s c r e e n   & s h o t = *ECJF  DB7)  'D4'4)  & 'D(9J/)
 
 E n a b l e   r e m o t e   p r o g r a m   & l a u n c h = *ECJF  *4:JD  'D(1F'E,  & 'D(9J/
 
 E n a b l e   r e m o t e   s e r v e r   s h & u t d o w n = *ECJF  %:D'B  'DEDBE  & 'D(9J/
 
 E n a b l e   r e m o t e   & t u r n   o f f ,   r e s t a r t ,   l o g   o f f = *ECJF  %:D'B  ,   %9'/)  *4:JD  ,   *3,JD  .1H,  & DD(9J/
 
 T C P / I P   P o r t = T C P / I P   EFA0
 
 * * * & T C P / I P   p o r t : = & T C P / I P   p o r t : 
 
 P a s s w o r d = CDE)  'DE1H1
 
 R e m o t e   s y s t e m   & i n f o r m a t i o n : = E9DHE'*  'DF8'E  & 'D(9J/  : 
 
 R e m o t e   & m o n i t o r i n g : = & 'DE1'B()  'D(9J/)  : 
 
 R e m o t e   & r e p o r t i n g : = 'D*B'1J1  & 'D(9J/)  : 
 
 R e m o t e   C o n t r o l = 'D*-CE  & 'D(9J0
 
 R e m o t e   & c o n t r o l : = 'D*-CE  & 'D(9J0  : 
 
 
 
 & A l l   i n c o m i n g   c o n n e c t i o n s   a r e   a c c e p t e d = & CD  'D%*5'D'*  'DB'/E)  EB(HD)
 
 C o n n e c t i o n s   a r e   a c c e p t e d   o n l y   f r o m   t h e   f o l l o w i n g   & c o m p u t e r s : = 'D%*5'D'*  EB(HD)  AB7  EF  'DCE(JH*1'*  & 'D*'DJ): 
 
 C o n n e c t i o n s   a r e   a c c e p t e d   o n l y   f r o m   t h e   f o l l o w i n g   & u s e r s : = 'D%*5'D'*  EB(HD)  AB7  EF  'DE3*./EJF  & 'D*'DJF: 
 
 C o n n e c t i o n s   a r e   a c c e p t e d   o n l y   f r o m   t h e   f o l l o w i n g   & I P   a d d r e s s e s : = 'D*'DJ)  & I P 'D%*5'D'*  EB(HD)  AB7  EF  9F'HJF  'D@
 
 
 
 S h o t   t y p e : = FH9  'DDB7): 
 
 & F u l l   s c r e e n = & 4'4)  C'ED)
 
 A c t i v e   & W i n d o w = 'DF'A0)  & 'DF47)
 
 C & o m p r e s s i o n   q u a l i t y : = FH9J)  & 'D6:7: 
 
 1 :   w o r s t ,   9 9 :   b e s t = ( 'D#A6D  :   9 9   ,   'D#3H#  :   1 ) 
 
 
 
 & C h e c k   i f   a   s p e c i f i e d   f i l e   i n   a   s p e c i f i e d   f o l d e r   e x i s t s = & 'D*/BJB  AJ  E'  %0'  C'F  EDA  E9JF  EH,H/  AJ  E,D/  E9JF
 
 C & h e c k   i f   a   s p e c i f i e d   f o l d e r   e x i s t s = & 'D*/BJB  AJ  E'  %0'  E,D/  E9JF  EH,H/
 
 & S c a n   a   f o l d e r   t o   f i n d   a   f i l e = & *A-5  E,D/  E'  DD(-+  9F  EDA
 
 F o l d e r   n a m e   m a y   c o n t a i n   o n e   o f   t h e   f o l l o w i n g   c o n t r o l   s t r i n g s = B/  J-HJ  %3E  'DE,D/  9DI  #-/  9('1'*  'D*-CE  'D*'DJ)
 
 C o m m a n d - l i n e   m a y   c o n t a i n   o n e   o f   t h e   f o l l o w i n g   c o n t r o l   s t r i n g s = B/  J-HJ  371  'D#E1  9DI  #-/  9('1'*  'D*-CE  'D*'DJ)
 
 
 
 S c a n   s c o p e : = F7'B  'D*A-5: 
 
 & N o   f i l e   s c a n n i n g = & D'  EDA  JA-5
 
 S c a n   a l l   & l o c a l   d i s k s = *A-5  CD  & 'D#B1'5  'DE-DJ)
 
 & S c a n   s y s t e m   d r i v e = & *A-5  E-1C  'DF8'E
 
 S c a n   & C :   d r i v e = & C :   *A-5  E-1C
 
 S c a n   & P r o g r a m F i l e s   f o l d e r = & P r o g r a m F i l e s   *A-5  E,D/
 
 S c a n   P r o g r a m F i l e s   a n d   & W i n d o w s   f o l d e r = P r o g r a m F i l e s   H  & W i n d o w s   *A-5  E,D/
 
 S e l e c t e d   & f o l d e r s : = -//  'DE,D& /: 
 
 
 
 F i l t e r : = 'DE14-: 
 
 F i l t e r   b y   f i l e   n a m e : = 'D*14J-  -3(  %3E  'DEDA: 
 
 & A l l   f i l e s = & CD  'DEDA'*
 
 & E x e c u t a b l e   f i l e s = & 'DEDA'*  'D*FAJ0J)
 
 & D L L   f i l e s = & D L L   EDA'*
 
 A & u d i o   f i l e s = 'DEDA'*  'D5H*J)
 
 & V i d e o   f i l e s = & EDA'*  'DAJ/JH
 
 & M i s c   f i l e s : = & EDA'*  E*A1B): 
 
 
 
 F i l t e r   b y   f i l e   s i z e : = 'D*14J-  -3(  -,E  'DEDA: 
 
 F i l e s   & s m a l l e r   t h a n : = 'DEDA'*  & #5:1  EF: 
 
 F i l e s   & l a r g e r   t h a n : = 'DEDA'*  & #C(1  EF: 
 
 
 
 / /   i n f o   m e n u 
 
 R e p o r t = *B1J1
 
 B u y   N o w = 'D41'!  'D"F
 
 * * * R e n e w   N o w = M e g u j i t a s 
 
 R e m a r k s = ED'-8'*
 
 C o m p u t e r = 'DCE(JH*1
 
 C o m p u t e r : = 'DCE(JH*1: 
 
 M o t h e r b o a r d = 'DDH-)  'D#E
 
 O p e r a t i n g   S y s t e m = F8'E  'D*4:JD
 
 S e r v e r = 'DEDBE
 
 D i s p l a y = 'D916
 
 M u l t i m e d i a = 'DH3'&7
 
 S t o r a g e = 'DE.2HF
 
 I n p u t = 'D%/.'D
 
 N e t w o r k = 'D4(C)
 
 D e v i c e s = 'D#,G2)
 
 S o f t w a r e = 'D3HA*- HJ1
 
 C o n f i g = 'D*CHJF
 
 M i s c = E*A1B'*
 
 B e n c h m a r k = *BJJE  'D#/'!
 
 A u d i t = */BJB
 
 
 
 / /   c u s t o m   v a r i a b l e s 
 
 & R e g i s t r y   e n t r y = & E/.D)  'D1J,3*1J
 
 & E n v i r o n m e n t   v a r i a b l e = & E*:J1  'D(J&)
 
 L i n e   o f   t e x t   & f i l e = 371  EDA  & 'DF5
 
 F i l e = EDA
 
 L i n e   n u m b e r = 1BE  'D371
 
 
 
 / /   i n f o   m e n u i t e m s 
 
 S u m m a r y = ED.5
 
 C o m p u t e r   N a m e = %3E  'DCE(JH*1
 
 C P U = C P U 
 
 C P U 1 = C P U 1 
 
 C P U 2 = C P U 2 
 
 C P U 3 = C P U 3 
 
 C P U 4 = C P U 4 
 
 M e m o r y = 'D0'C1)
 
 C h i p s e t = E,EH9)  'D1B'&B
 
 O v e r c l o c k = 01H)  'DE9'D,
 
 P o w e r   M a n a g e m e n t = %/'1)  'D7'B)
 
 P o r t a b l e   C o m p u t e r = 'DCE(JH*1  'DE-EHD
 
 P o r t a b l e   C o m p u t e r s = CE(JH*1'*  FB'D)
 
 S e n s o r = #/')  'D%3*49'1
 
 W i n d o w s = 'DHJF/H2
 
 P r o c e s s e s = 'D9EDJ'*
 
 S y s t e m   D r i v e r s = *91JA'*  'DF8'E
 
 S e r v i c e s = 'D./E'*
 
 A X   F i l e s = A X   EDA'*
 
 D L L   F i l e s = D L L   EDA'*
 
 * * * C e r t i f i c a t e s = T a n u s i t v a n y o k 
 
 U p T i m e = HB*  'D*4:JD
 
 * * * U p T i m e   ( H H : M M ) = U z e m i d o   ( O O : P P ) 
 
 S h a r e = E4'1C)
 
 O p e n e d   F i l e s = 'DEDA'*  'DEA*H-)
 
 A c c o u n t   S e c u r i t y = *#EJF  'D-3'(
 
 L o g o n = *3,JD  'D/.HD
 
 U s e r s = 'DE3*./EHF
 
 L o c a l   G r o u p s = 'DE,EH9'*  'DE-DJ)
 
 G l o b a l   G r o u p s = 'DE,EH9'*  'D9'E)
 
 W i n d o w s   V i d e o = W i n d o w s   AJ/JH
 
 P C I   /   A G P   V i d e o = P C I   /   A G P   AJ/JH
 
 G P U = G P U 
 
 G P U 1 = G P U 1 
 
 G P U 2 = G P U 2 
 
 G P U 3 = G P U 3 
 
 G P U 4 = G P U 4 
 
 G P U 5 = G P U 5 
 
 G P U 6 = G P U 6 
 
 G P U 7 = G P U 7 
 
 G P U 8 = G P U 8 
 
 G P U 9 = G P U 9 
 
 G P U 1 0 = G P U 1 0 
 
 G P U 1 1 = G P U 1 1 
 
 G P U 1 2 = G P U 1 2 
 
 G P U % d = G P U % d 
 
 M o n i t o r = 'D4'4)
 
 D e s k t o p = 37-  'DEC*(
 
 M u l t i - M o n i t o r = 4'4'*  E*9//)
 
 V i d e o   M o d e s = #H6'9  'DAJ/JH
 
 F o n t s = 'D.7H7
 
 W i n d o w s   A u d i o = W i n d o w s   5H*
 
 P C I   /   P n P   A u d i o = P C I   /   P n P   5H*
 
 A u d i o   C o d e c s = *1EJ2  'D5H*
 
 V i d e o   C o d e c s = *1EJ2  'DAJ/JH
 
 W i n d o w s   S t o r a g e = W i n d o w s   E.2HF
 
 L o g i c a l   D r i v e s = 'D#B1'5  'DEF7BJ)
 
 P h y s i c a l   D r i v e s = 'D#B1'5  'D7(J9J)
 
 S M A R T = S M A R T 
 
 K e y b o a r d = DH-)  'DEA'*J-
 
 M o u s e = A#1)
 
 * * * M o u s e p a d = E g e r p a d 
 
 * * * H e a d s e t = F e j h a l l g a t o 
 
 * * * H e a d s e t   S t a n d = F e j h a l l g a t o   a l l v a n y 
 
 G a m e   C o n t r o l l e r = *-CE  'D#D9'(
 
 W i n d o w s   N e t w o r k = W i n d o w s   4(C)
 
 P C I   /   P n P   N e t w o r k = P C I   /   P n P   4(C)
 
 N e t   R e s o u r c e s = E5'/1  'D4(C)
 
 I n t e r n e t = %F*1F*
 
 R o u t e s = 'DE3'1'*
 
 I E   C o o k i e = EDA'*  *91JA  'D%1*('7
 
 B r o w s e r   H i s t o r y = E-AH8'*  'D*5A-
 
 D i r e c t X   F i l e s = D i r e c t X   EDA'*
 
 D i r e c t X   V i d e o = D i r e c t X   AJ/JH
 
 D i r e c t X   S o u n d = D i r e c t X   5H*
 
 D i r e c t X   M u s i c = D i r e c t X   EH3JBI
 
 D i r e c t X   I n p u t = D i r e c t X   %/.'D
 
 D i r e c t X   N e t w o r k = D i r e c t X   4(C)
 
 W i n d o w s   D e v i c e s = W i n d o w s   #,G2)
 
 P h y s i c a l   D e v i c e s = 'D#,G2)  'D7(J9J)
 
 P r i n t e r s = 'D7'(9'*
 
 A u t o   S t a r t = (/!  *DB'&J
 
 S c h e d u l e d = 'D,/HD)
 
 I n s t a l l e d   P r o g r a m s = 'D(1'E,  'DE+(*)
 
 L i c e n s e s = 'D1.5
 
 W i n d o w s   U p d a t e = W i n d o w s   *-/J+'*
 
 A n t i - V i r u s = (1'E,  'DAJ1H3'*
 
 F i l e   T y p e s = #FH'9  'DEDA'*
 
 W i n d o w s   S e c u r i t y = #E'F  'DHJF/H2
 
 F i r e w a l l = 'D,/'1  'DF'1J
 
 W i n d o w s   F i r e w a l l = ,/'1  'DHJF/H2  'DF'1J
 
 A n t i - S p y w a r e = (1F'E,  EC'A-)  'D*,33
 
 A n t i - T r o j a n = (1F'E,  EC'A-)  'D*1H,'F
 
 R e g i o n a l = 'D%9/'/'*  'D%BDJEJ)
 
 E n v i r o n m e n t = 'D(J&)
 
 C o n t r o l   P a n e l = DH-)  'D*-CE
 
 R e c y c l e   B i n = 3D)  'DE-0HA'*
 
 S y s t e m   F i l e s = EDA'*  'DF8'E
 
 S y s t e m   F o l d e r s = E,D/'*  'DF8'E
 
 E v e n t   L o g s = 3,D'*  'D#-/'+
 
 D a t a b a s e   D r i v e r s = *91JA'*  B'9/)  'DE9DHE'*
 
 B D E   D r i v e r s = B D E   *91JA'*
 
 O D B C   D r i v e r s = O D B C   *91JA'*
 
 O D B C   D a t a   S o u r c e s = O D B C   E5'/1  (J'F'*
 
 M e m o r y   R e a d = B1'!)  'D0'C1)
 
 M e m o r y   W r i t e = C*'()  'D0'C1)
 
 M e m o r y   C o p y = F3.  'D0'C1)
 
 M e m o r y   L a t e n c y = 2EF  'DH5HD  DD0'C1)
 
 * * * V i d e o   E n g i n e = V i d e o m o t o r 
 
 * * * B u s   I n t e r f a c e = B u s z   i n t e r f e s z 
 
 
 
 / /   c o l u m n   c a p t i o n s 
 
 P a g e = 'D5A-)
 
 F i e l d = 'D-BD
 
 V a l u e = 'DBJE)
 
 T y p e = 'DFH9
 
 C l a s s = 7(B)
 
 P r o c e s s   N a m e = %3E  'D9EDJ)
 
 P r o c e s s   F i l e   N a m e = %3E  EDA  'D9EDJ)
 
 U s e d   M e m o r y = 'D0'C1)  'DE3*./E)
 
 * * * U s e d   V i r t u a l   M e m o r y = F o g l a l t   v i r t u a l i s   m e m o r i a 
 
 U s e d   S w a p = 'DE('/D)  'DE3*./E)
 
 U s e d   S w a p   S p a c e = E3'-)  'DE('/D)  'DE3*./E)
 
 F r e e   S w a p   S p a c e = E3'-)  'DE('/D)  'D-1)
 
 W i n d o w   C a p t i o n = E3EI  'DF'A0)
 
 D r i v e r   N a m e = %3E  'D*91JA
 
 D r i v e r   D e s c r i p t i o n = H5A  'D*91JA
 
 S t a t e = 'D-'D)
 
 S e r v i c e   N a m e = %3E  'D./E)
 
 S e r v i c e   D e s c r i p t i o n = H5A  'D./E)
 
 A c c o u n t = 'D-3'(
 
 A X   F i l e = A X   EDA
 
 D L L   F i l e = D L L   EDA
 
 P r o t e c t e d   F i l e = EDA  E-EJ
 
 S h a r e   N a m e = %3E  E4'1C
 
 R e m a r k = *9DJB
 
 L o c a l   P a t h = 'DE3'1  'DE-DJ
 
 U s e r = 'DE3*./E
 
 P a t h = 'DE3'1
 
 F u l l   N a m e = 'D%3E  ('DC'ED
 
 L o g o n   S e r v e r = /.HD  'DEDBE
 
 G r o u p   N a m e = %3E  'DE,EH9)
 
 D e v i c e   D e s c r i p t i o n = H5A  'D#/')
 
 D e v i c e   T y p e = FH9  'D#/')
 
 M o n i t o r   N a m e = %3E  'D4'4)
 
 D e v i c e   I D = GHJ)  'D#/')
 
 P r i m a r y = 1&J3J
 
 U p p e r   L e f t   C o r n e r = 2'HJ)  'DJ3'1  'D9DHJ)
 
 B o t t o m   R i g h t   C o r n e r = 2'HJ)  'DJEJF  'D3ADJ)
 
 D e v i c e = 'D,G'2
 
 D r i v e r = 'D*91JA
 
 D r i v e = E-1C  'D#B1'5
 
 D r i v e   T y p e = FH9  'DE-1C
 
 V o l u m e   L a b e l = E3EI  'DC*D)
 
 F i l e   S y s t e m = F8'E  'DEDA
 
 V o l u m e   S e r i a l = *3D3D  'DC*D)
 
 T o t a l   S i z e = 'D-,E  'DCDJ
 
 U s e d   S p a c e = 'DE3'-)  'DE3*./E)
 
 F r e e   S p a c e = 'DE3'-)  'D-1)
 
 %   F r e e = %   -1
 
 D r i v e   # % d = # % d   'DE-1C
 
 P a r t i t i o n = *B3JE
 
 P a r t i t i o n s = *B3JE'*
 
 P a r t i t i o n   T y p e = FH9  'D*B3JE
 
 S t a r t   O f f s e t = (/!  'D*9HJ6
 
 P a r t i t i o n   L e n g t h = 7HD  'D*B3JE
 
 A c t i v e = F47
 
 P e r s i s t e n t = E*H'5D
 
 M o d e l   I D = GHJ)  'D71'2
 
 H o s t = 'DE6JA
 
 M o d e l = 'D71'2
 
 E x t r a   I n f o r m a t i o n = E9DHE'*  %6'AJ)
 
 R e v i s i o n = 'DF3.)
 
 A t t r i b u t e   D e s c r i p t i o n = H5A  'D.'5J)
 
 T h r e s h o l d = 'D9*()
 
 W o r s t = 'D#/FI
 
 D a t a = 'D(J'F'*
 
 N e t w o r k   A d a p t e r   D e s c r i p t i o n = H5A  E-HD  'D4(C)
 
 D e v i c e   N a m e = %3E  'D#/')
 
 C l o c k = 'D*1//
 
 P r o c e s s o r   I d e n t i f i e r = E91A  'DE9'D,
 
 P r o c e s s o r   N a m e = %3E  'DE9'D,
 
 A c c o u n t   I D = GHJ)  'D-3'(
 
 D e f a u l t = 'D%A*1'6J
 
 A c c o u n t   T y p e = FH9  'D-3'(
 
 A c c o u n t   N a m e = %3E  'D-3'(
 
 C r e a t i o n   T i m e = HB*  'D%F4'!
 
 L a s t   A c c e s s = ".1  /.HD
 
 L a s t   A c c e s s   T i m e = HB*  ".1  /.HD
 
 L a s t   M o d i f i c a t i o n = ".1  *9/JD
 
 L a s t   M o d i f i c a t i o n   T i m e = HB*  ".1  *9/JD
 
 R e s o u r c e = 'DE5/1
 
 P r i n t e r   N a m e = %3E  'D7'(9)
 
 S t a r t   F r o m = EC'F  'D(/!
 
 A p p l i c a t i o n   D e s c r i p t i o n = H5A  'D*7(JB
 
 A p p l i c a t i o n   C o m m a n d = #E1  'D*7(JB
 
 T a s k   N a m e = %3E  'DEGE)
 
 P r o g r a m = 'D(1F'E,
 
 I n s t .   S i z e = -,E  'D*+(J*
 
 I n s t .   D a t e = *'1J.  'D*+(J*
 
 P u b l i s h e r = 'DF'41
 
 F i l e   N a m e = %3E  'DEDA
 
 F i l e   S i z e = -,E  'DEDA
 
 E x t e n s i o n = 'D%E*/'/
 
 F i l e   T y p e   D e s c r i p t i o n = H5A  FH9  'DEDA
 
 C o n t e n t   T y p e = FH9  'DE-*HI
 
 V a r i a b l e = 'DE*:J1
 
 I t e m s   S i z e = -,E  'DE'/)
 
 I t e m s   C o u n t = 9//  'DEH'/
 
 S p a c e   % = 'DE3'-)  % 
 
 D r i v e r   F i l e   N a m e = %3E  EDA  'D*91JA
 
 F i l e   E x t e n s i o n s   S u p p o r t e d = %E*/'/'*  'DEDA'*  'DE9*E/)
 
 D a t a   S o u r c e   N a m e = %3E  E5/1  'D(J'F'*
 
 D a t a   S o u r c e   D e s c r i p t i o n = H5A  E5/1  'D(J'F'*
 
 S y s t e m   F o l d e r = E,D/  'DF8'E
 
 I d e n t i f i e r = 'DE91A
 
 R e a d   S p e e d = 319)  'DB1'!)
 
 W r i t e   S p e e d = 319)  'DC*'()
 
 C o p y   S p e e d = 319)  'DF3.
 
 S c o r e = 'DFB'7
 
 L o g   N a m e = %3E  'D3,D
 
 E v e n t   T y p e = FH9  'D-/+
 
 E v e n t   D a t a = (J'F'*  'D-/+
 
 C a t e g o r y = 'DA&)
 
 G e n e r a t e d   O n = EF*,  AJ
 
 S o u r c e = 'DE5/1
 
 F o n t   F a m i l y = A5JD)  'D.7H7
 
 S t y l e = 'DFE7
 
 C h a r a c t e r   S e t = E,EH9)  'D1EH2
 
 C h a r .   S i z e = -,E  'D1E2
 
 C h a r .   W e i g h t = H2F  'D1E2
 
 S o f t w a r e   D e s c r i p t i o n = H5A  'D(1F'E,
 
 S o f t w a r e   V e r s i o n = F3.)  'D(1F'E,
 
 V i r u s   D a t a b a s e   D a t e = *'1J.  B'9/)  (J'F'*  'DAJ1H3'*
 
 D a t a b a s e   D a t e = *'1J.  B'9/)  'D(J'F'*
 
 K n o w n   V i r u s e s = AJ1H3'*  E91HA)
 
 P i x e l = (JC3D
 
 L i n e = 371
 
 R e c t a n g l e = E3*7JD
 
 E l l i p s e = (J6HJ
 
 T e x t = F5
 
 R a t i n g = 'D*5FJA
 
 L a n g u a g e = EF*/J'*  9EJ/  'D*91J(      -       *1,E)  'D#3*'0  9H6  'D:'E/J
 
 C o m p o n e n t = 'D9F51
 
 C o m p u t e r s = 'DCE(JH*1'*
 
 N e t   D e s t i n a t i o n = H,G)  'D4(C)
 
 N e t m a s k = BF'9  'D4(C)
 
 M e t r i c = E*1J
 
 O S D   I t e m = O S D   E'/)
 
 O S D   I t e m s = O S D   EH'/
 
 S i d e b a r   I t e m = E'/)  41J7  ,'F(J
 
 S i d e b a r   I t e m s = EH'/  41J7  ,'F(J
 
 L C D   I t e m = L C D   E'/)
 
 L C D   I t e m s = L C D   E'/)
 
 * * * L C D   O p t i o n s = L C D   o p c i o k 
 
 M a s t e r   V o l u m e = H-/)  'D*.2JF  'D1&J3J)
 
 M u t e d = 'D5H*  EC*HE
 
 
 
 / /   D e s k t o p   G a d g e t 
 
 G a d g e t   I t e m = G a d g e t   E'/)
 
 G a d g e t   I t e m s = G a d g e t   EH'/
 
 
 
 / /   t r e e v i e w   c o n t e n t 
 
 S y s t e m = 'DF8'E
 
 C h a s s i s = 'DGJCD
 
 C h a s s i s   # % d = % d   'DGJCD
 
 M e m o r y   C o n t r o l l e r = *-CE  'D0'C1)
 
 P r o c e s s o r s = 'DE9'D,'*
 
 C a c h e s = 'DE.'2F- 'DE$B*)
 
 * * * M e m o r y   A r r a y s = M e m o r i a   t o m b o k 
 
 * * * M e m o r y   M o d u l e = M e m o r i a   m o d u l 
 
 M e m o r y   M o d u l e s = H-/'*  'D0'C1)
 
 M e m o r y   D e v i c e s = #,G2)  'D0'C1)
 
 S y s t e m   S l o t s = EB'(3  'DF8'E
 
 P o r t   C o n n e c t o r s = EH5D'*  'DEFA0
 
 * * * P o i n t i n g   D e v i c e s = M u t a t o   e s z k o z o k 
 
 * * * C o o l i n g   D e v i c e s = H u t o   e s z k o z o k 
 
 * * * T e m p e r a t u r e   P r o b e s = H o m e r s e k l e t   s z o n d a k 
 
 * * * V o l t a g e   P r o b e s = F e s z u l t s e g   s z o n d a k 
 
 * * * E l e c t r i c a l   C u r r e n t   P r o b e s = A r a m e r o s s e g   s z o n d a k 
 
 O n - B o a r d   D e v i c e s = 'D#,G2)  9DI  'DDH-)
 
 P o w e r   S u p p l i e s = E-HD'*  'D7'B)
 
 M a n a g e m e n t   D e v i c e s = #,G2)  'D%/'1)
 
 I P M I   D e v i c e s = I P M I   #,G2)
 
 
 
 / /   l i s t v i e w   v a l u e 
 
 Y e s = F9E
 
 & Y e s = & F9E
 
 N o = D'
 
 & N o = & D'
 
 S u p p o r t e d = E9*E/
 
 N o t   S u p p o r t e d = :J1  E9*E/
 
 R e q u i r e d = E7DH(
 
 N o t   R e q u i r e d = :J1  E7DH(
 
 E n a b l e d = :J1  E97D
 
 E n a b l e d   ( Q u i e t   M o d e ) = ( :J1  E97D  ( FE7  G'/&
 
 D i s a b l e d = E97D
 
 * * * U n l i m i t e d   P o w e r   /   U n l i m i t e d   T i m e = K o r l a t l a n   t e l j e s i t m e n y   /   K o r l a t l a n   i d o 
 
 I n f i n i t e = :J1  E-/H/
 
 N o n e = (/HF
 
 U n k n o w n = E,GHD
 
 * * * S u s c e p t i b l e = F o g e k o n y 
 
 * * * N o t   S u s c e p t i b l e = N e m   f o g e k o n y 
 
 B u i l t - I n = E/E,
 
 d a y = JHE
 
 d a y s = JHE
 
 h o u r = 3'9)
 
 h o u r s = 3'9)
 
 m i n = /BJB)
 
 s e c = +'FJ)
 
 b y t e s = ('J*
 
 c h a r = 1E2
 
 c h a r s = 1E2
 
 i t e m = E'/)
 
 i t e m s = E'/)
 
 a t t e m p t = E-'HD)
 
 a t t e m p t s = E-'HD)
 
 m i l l i o n = EDJHF
 
 m i l l i o n   b y t e s = EDJHF  ('J*
 
 N o   Q u o t a = D'  -5)  F3(J)
 
 N o t   I n s t a l l e d = :J1  E+(*
 
 N o t   S p e c i f i e d = :J1  E9JF
 
 N o t   S p e c i f i e d   ( I E   D e f a u l t ) = ( :J1  E9JF  ( %A*1'6J  %F*1F*
 
 N o r m a l = 9'/J
 
 R e d u c e d = EFBH5
 
 E x t e n d e d = EH39
 
 H i d d e n = E.AJ
 
 M i n i m i z e d = E5:1
 
 M a x i m i z e d = EC(1
 
 S t o p p e d = EHBHA
 
 S t a r t i n g = 'D(/!
 
 S t o p p i n g = 'D%JB'A
 
 R u n n i n g = 'D*4:JD
 
 C o n t i n u i n g = 'D%3*E1'1
 
 P a u s i n g = 'D%JB'A  'DE$B*
 
 P a u s e d = 'D%JB'A  'DE$B*
 
 * * * P l a y i n g = L e j a t s z a s 
 
 * * * M e d i a   T i t l e = M e d i a   c i m 
 
 * * * M e d i a   S t a t u s = M e d i a   a l l a p o t 
 
 * * * M e d i a   P o s i t i o n = M e d i a   p o z i c i o 
 
 * * * U n b u f f e r e d   D I M M = U n b u f f e r e d   D I M M 
 
 * * * U t i l i z a t i o n = K i h a s z n a l t s a g 
 
 * * * R e l i a b i l i t y   V o l t a g e = M e g b i z h a t o s a g i   f e s z u l t s e g 
 
 * * * T h e r m a l = T e r m i k u s 
 
 * * * M a x   O p e r a t i n g   V o l t a g e = M a x   m u k o d e s i   f e s z u l t s e g 
 
 % s   d a y s ,   % s   h o u r s ,   % s   m i n ,   % s   s e c = % s   JHE  ,   % s   3'9)  ,   % s   /BJB)  ,   % s   +'FJ)
 
 % s   s e c   ( % s   d a y s ,   % s   h o u r s ,   % s   m i n ,   % s   s e c ) = % s   +'FJ)  ( % s   JHE  ,   % s   3'9)  ,   % s   /BJB)  ,   % s   +'FJ)  ) 
 
 K e r n e l   D r i v e r = K e r n e l   *91JA
 
 F i l e   S y s t e m   D r i v e r = *91JA  F8'E  EDA
 
 O w n   P r o c e s s = 9EDJ)  E.55)
 
 S h a r e   P r o c e s s = 9EDJ)  E4*1C)
 
 L o c a l   D i s k = 'DB15  'DE-DJ
 
 N e t w o r k   D r i v e = E-1C  'D4(C)
 
 R e m o v a b l e   D i s k = B15  E*-1C
 
 R A M   D i s k = B15  'D0'C1)
 
 v e n d o r - s p e c i f i c = ('&9- E9JF
 
 O K :   A l w a y s   p a s s e s = D'  E4CD)  :   E1H1  /'&E
 
 F a i l :   A l w a y s   f a i l s = A4D  : /HE'  A4D
 
 O K :   V a l u e   i s   n o r m a l = D'  E4CD)  :   BJE)  9'/J)
 
 A d v i s o r y :   U s a g e   o r   a g e   l i m i t   e x c e e d e d = F5J-)  :   DB/  *9/I  -/  'D%3*9E'D  #H  'D9E1
 
 P r e - F a i l u r e :   I m m i n e n t   l o s s   o f   d a t a   i s   b e i n g   p r e d i c t e d = A4D  H4JC  :   *HB9  -/H+  AB/  DD(J'F'*
 
 L e f t = J3'1
 
 R i g h t = JEJF
 
 C o n n e c t e d = E*5D
 
 D i s c o n n e c t e d = :J1  E*5D
 
 N o t   C o n n e c t e d = :J1  E*5D
 
 P r e s e n t = EH,H/
 
 N o t   P r e s e n t = (/HF
 
 D y n a m i c = /JF'EJCJ
 
 P e r s o n a l = 4.5J
 
 C o n f i d e n t i a l = 31J
 
 S t r e a m e r = E*/AB
 
 P r o c e s s o r = E9'D,
 
 W O R M   D r i v e = W O R M   E-1C
 
 S c a n n e r = 'DE'3-  'D6H&J
 
 O p t i c a l   D r i v e = E-1C  (51J
 
 C o m m .   D e v i c e = #/')  'D%*5'D
 
 O t h e r   P e r i p h e r a l = #,G2)  E-J7J)  #.1I
 
 * * * M i s c   D e v i c e = E g y e b   e s z k o z 
 
 H o s t   A d a p t e r = E-HD  E6JA
 
 E n t i r e   N e t w o r k = C'ED  'D4(C)
 
 M a i l = (1J/
 
 N e w s = 'D#.('1
 
 O t h e r = #.1I
 
 E m p t y = A'1:
 
 I n   U s e = E3*./E
 
 S h o r t = B5J1
 
 L o n g = 7HJD
 
 S a f e = "EF
 
 I n f o r m a t i o n = E9DHE'*
 
 W a r n i n g = *-0J1
 
 C r i t i c a l = -1,
 
 N o n - r e c o v e r a b l e = :J1  B'(D  DD%3*1/'/
 
 N o t   D e t e r m i n a b l e = :J1  B'(D  DD*9JJF
 
 A P M   T i m e r = A P M   EHB*
 
 M o d e m   R i n g = 1FJF  'DEH/E
 
 L A N   R e m o t e = (9/  'D4(C)
 
 P o w e r   S w i t c h = EA*'-  'D7'B)
 
 A C   P o w e r   R e s t o r e d = *E  %3*9'/)  'D7'B)  'DCG1('&J)
 
 T o w e r = (1,
 
 M i n i   T o w e r = (1,  E5:1
 
 D e s k t o p   C a s e = 916J
 
 L o w   P r o f i l e   D e s k t o p = H69J)  37-  'DEC*(  'DEF.A6)
 
 I n t e r n a l = /'.DJ
 
 E x t e r n a l = .'1,J
 
 H a r d w a r e = G'1/- HJ1
 
 I n p u t   P o r t = EFA0  'D%/.'D
 
 O u t p u t   P o r t = EFA0  'D%.1',
 
 E x c l u s i v e = :J1  E4*1C
 
 S h a r e d = E4*1C
 
 U n d e t e r m i n e d = :J1  E-//
 
 P o r t r a i t = 7HDJ
 
 L a n d s c a p e = 916J
 
 N o t   y e t   r u n = DE  JFA0  (9/
 
 N o   m o r e   r u n s = D'  E2J/  EF  'D*FAJ0
 
 N o t   s c h e d u l e d = DE  J,/HD
 
 T e r m i n a t e d = EFGJ
 
 N o   v a l i d   t r i g g e r s = D'  %4'1'*  *FAJ0J)  A9'D)
 
 N o   e v e n t   t r i g g e r = D'  %4'1'*  -/+  *FAJ0J)
 
 C h a r g i n g = 4-F
 
 D i s c h a r g i n g = *A1J:
 
 R e c h a r g e a b l e = B'(D  DD4-F
 
 N o n r e c h a r g e a b l e = :J1  B'(D  DD4-F
 
 B a t t e r y = 'D(7'1J)
 
 * * * B a t t e r y   # % d = % d .   a k k u m u l a t o r 
 
 * * * B a t t e r y   # % d   I n p u t = % d .   a k k u m u l a t o r   b e j o v o 
 
 * * * B a t t e r y   # % d   O u t p u t = % d .   a k k u m u l a t o r   k i m e n o 
 
 * * * B a t t e r y   # % d   C h a r g e   R a t e = % d .   a k k u m u l a t o r   t o l t e s   m e r t e k e 
 
 * * * B a t t e r i e s = A k k u m u l a t o r o k 
 
 N o   B a t t e r y = (/HF  (7'1J)
 
 A C   L i n e = .7  'D*J'1
 
 L o w   L e v e l = E3*HI  EF.A6
 
 H i g h   L e v e l = E3*HI  E1*A9
 
 C r i t i c a l   L e v e l = E3*HI  -1,
 
 + M e t r i c = + E*1J
 
 U . S . = #E1JCJ
 
 F o l d e r = 'DE,D/
 
 W e e k   % d = #3(H9  % d 
 
 D M I   i n f o r m a t i o n   m a y   b e   i n a c c u r a t e   o r   c o r r u p t e d = *'DA)  #H  :J1  5-J-)  D M I   1(E'  *CHF  E9DHE'*  'D@
 
 A c c u r a c y   o f   D M I   d a t a   c a n n o t   b e   g u a r a n t e e d = D'  JECF  #F  *CHF  E6EHF)  D M I   /B)  (J'F'*  'D@
 
 T h e   a b o v e   s t a t i s t i c s   a r e   b a s e d   o n   S y s t e m   E v e n t   L o g   e n t r i e s = *9*E/  'D%-5'!'*  'D9DHJ)  9DI  E/.D'*  3,D  #-/'+  'DF8'E
 
 T h i s   c o m p u t e r = G0'  'DCE(JH*1
 
 A p p l i c a t i o n = 'D*7(JB
 
 E v e n t = 'D-/+
 
 E v e n t   P r o p e r t i e s = .5'&5  'D-/+
 
 E v e n t   I D = 'DE91A
 
 U p d a t e = *-/J+
 
 S e r v i c e   P a c k = -2E)  'D./E)
 
 R e p o r t   D i s a b l e d = 'D*B1J1  :J1  EECF
 
 % s   ( % s   f r e e ) = % s   ( % s   'D-1) 
 
 N o t   s h a r e d = DJ3  E4*1C
 
 A l w a y s = /'&E
 
 I n t e r n a l   C a c h e = 'DE.2HF  'DE$B*  'D/'.DJ
 
 E x t e r n a l   C a c h e = 'DE.2HF  'DE$B*  'D.'1,J
 
 R a s t e r   D i s p l a y = 916  E3-  'D4'4)
 
 M o n o = #-'/J
 
 S t e r e o = %3*J1JH
 
 % d - b i t = % d - (*
 
 % s   K B = % s   C(
 
 % s   M B = % s     E(
 
 % s   G B = % s   B(
 
 % s   T B = % s   *(
 
 % s   H z = % s   G1*2
 
 % s   k H z = % s   C- G1*2
 
 % s   M H z = % s   E- G1*2
 
 L a t e n c y = 2EF  'DH5HD
 
 * * * F a n = V e n t i l a t o r 
 
 * * * H i g h   P r e c i s i o n   E v e n t   T i m e r = N a g y p o n t o s s a g u   e s e m e n y   i d o z i t o 
 
 * * * P r o g r a m m a b l e   I n t e r r u p t   C o n t r o l l e r = P r o g r a m o z h a t o   m e g s z a k i t a s v e z e r l o 
 
 * * * P o w e r   B u t t o n = B e k a p c s o l o g o m b 
 
 * * * S l e e p   B u t t o n = A l t a t o g o m b 
 
 * * * R e a l - T i m e   C l o c k = V a l o s i d e j u   o r a 
 
 * * * S y s t e m   T i m e r = R e n d s z e r   i d o z i t o 
 
 * * * N u m e r i c   D a t a   P r o c e s s o r = N u m e r i k u s   a d a t p r o c e s s z o r 
 
 * * * I n t e l   P o w e r   E n g i n e   P l u g - i n = I n t e l   P o w e r   E n g i n e   P l u g - i n 
 
 * * * I n t e l   S y s t e m   D e v i c e = I n t e l   r e n d s z e r   e s z k o z 
 
 * * * D M I   A c c e s s = D M I   e l e r e s 
 
 * * * D M I   S i z e = D M I   m e r e t e 
 
 * * * S y n c h r o n o u s = S z i n k r o n 
 
 * * * P a r i t y = P a r i t a s 
 
 * * * S w i t c h i n g = K a p c s o l o 
 
 * * * P o w e r   S u p p l y   F a n = T a p e g y s e g   v e n t i l a t o r 
 
 
 
 / /   S M A R T   h e a l t h   s u b - w i n d o w 
 
 * * * R e m a i n i n g   D r i v e   L i f e t i m e = H a t r a l e v o   m e g h a j t o   e l e t t a r t a m 
 
 * * * L i f e t i m e   W r i t e s = O s s z e s   i r t   a d a t m e n n y i s e g 
 
 * * * T o t a l   P o w e r - O n   T i m e = O s s z e s   m u k o d e s i   i d o 
 
 
 
 / /   l i s t v i e w   f i e l d 
 
 P u r c h a s e   I D = *91JA  'D41'!
 
 D a t e   o f   P u r c h a s e = *'1J.  'D41'!
 
 V a l u e   o f   P u r c h a s e = BJE)  'D41'!
 
 D a t e   o f   L a s t   R e p a i r = *'1J.  ".1  %5D'-
 
 V a l u e   o f   L a s t   R e p a i r = BJE)  ".1  %5D'-
 
 D e p a r t m e n t = 7(B)
 
 O w n e r ' s   N a m e = %3E  'DE'DC
 
 O w n e r ' s   P h o n e   N u m b e r = 1BE  G'*A  'DE'DC
 
 U s e r ' s   N a m e = %3E  'DE3*./E
 
 U s e r ' s   P h o n e   N u m b e r = 1BE  G'*A  'DE3*./E
 
 U s e r   N a m e = %3E  'DE3*./E
 
 L o g o n   D o m a i n = E,'D  *3,JD  'D/.HD
 
 D a t e   /   T i m e = 'D*'1J.  \   'DHB*
 
 R e p o r t   F i l e = EDA  'D*B1J1
 
 U s e r   A c c o u n t   C o n t r o l = *-CE  -3'(  'DE3*./E
 
 S y s t e m   R e s t o r e = %3*9'/)  'DF8'E
 
 * * * W i n l o g o n   S h e l l = W i n l o g o n   S h e l l 
 
 * * * U A C   R e m o t e   R e s t r i c t i o n s = U A C   t a v o l i   k o r l a t o z a s o k 
 
 * * * W i n d o w s   U p d a t e   A g e n t = W i n d o w s   U p d a t e   u g y n o k 
 
 C P U   T y p e = C P U   FH9  'D@
 
 C P U   C o o l e r = C P U   E(1/
 
 C P U 2   C o o l e r = C P U 2   E(1/
 
 S y s t e m   C o o l e r = E(1/  'DF8'E
 
 M o t h e r b o a r d   N a m e = %3E  'DDH-)  'D#E
 
 M o t h e r b o a r d   C h i p s e t = E,EH9)  1B'&B  'DDH-)  'D#E
 
 S y s t e m   M e m o r y = 0'C1)  'DF8'E
 
 B I O S   T y p e = B I O S   FH9  'D@
 
 C o m m u n i c a t i o n   P o r t = EFA0  'D%*5'D'*
 
 V i d e o   A d a p t e r = C1*  'DAJ/JH
 
 3 D   A c c e l e r a t o r = 'DE319  'D+D'+J
 
 A u d i o   A d a p t e r = C1*  'D5H*
 
 F l o p p y   D r i v e = E-1C  'DB15  'DE1F
 
 D i s k   D r i v e = E-1C  'DB15
 
 N e t w o r k   A d a p t e r = C1*  'D4(C)
 
 P e r i p h e r a l s = 'DE-J7J'*
 
 P C I   D e v i c e = P C I   ,G'2  'D@
 
 P n P   D e v i c e = P n P   ,G'2  'D@
 
 A G P   D e v i c e = A G P   ,G'2  'D@
 
 U S B   D e v i c e = U S B   ,G'2  'D@
 
 P r i n t e r = 'D7'(9)
 
 C u s t o m   V a r i a b l e s = E*:J1'*  E.55)
 
 C u s t o m   V a r i a b l e   # % d = # % d   E*:J1  E.55
 
 F i r e W i r e   C o n t r o l l e r = *-CE  ,/'1  'D-E'J)
 
 I n f r a r e d   C o n t r o l l e r = *-CE  'D#49)  *-*  'D-E1'!
 
 U S B 1   C o n t r o l l e r = U S B 1   *-CE
 
 U S B 2   C o n t r o l l e r = U S B 2   *-CE
 
 U S B 3   C o n t r o l l e r = U S B 3   *-CE
 
 I D E   C o n t r o l l e r = I D E   *-CE
 
 A G P   C o n t r o l l e r = A G P   *-CE
 
 P C I   E x p r e s s   C o n t r o l l e r = P C I   E x p r e s s   *-CE
 
 S C S I / R A I D   C o n t r o l l e r = S C S I / R A I D   *-CE
 
 R A I D   C o n t r o l l e r = R A I D   *-CE
 
 * * * R A I D   C o n t r o l l e r   # % d = % d .   R A I D   v e z e r l o 
 
 S t o r a g e   C o n t r o l l e r = #/')  *-CE  'D*.2JF
 
 
 
 C o m p u t e r   C o m m e n t = *9DJB  9DI  'DCE(JH*1
 
 N e t B I O S   N a m e = N e t B I O S   %3E
 
 D N S   H o s t   N a m e = D N S   %3E  E6JA
 
 D N S   D o m a i n   N a m e = D N S   %3E  F7'B
 
 F u l l y   Q u a l i f i e d   D N S   N a m e = 'DE$GD  ('DC'ED  D N S   %3E
 
 L o g i c a l = EF7BJ
 
 P h y s i c a l = 7(J9J
 
 
 
 B I O S   P r o p e r t i e s = B I O S   .5'&5  'D@
 
 V e n d o r = 'D('&9
 
 V e r s i o n = 'DF3.)
 
 R e l e a s e   D a t e = *'1J.  'D%5/'1
 
 S i z e = 'D-,E
 
 B o o t   D e v i c e s = #,G2)  'D%BD'9
 
 C a p a b i l i t i e s = 'DB/1'*
 
 S u p p o r t e d   S t a n d a r d s = 'D#3'3J'*  'DE/9HE)
 
 E x p a n s i o n   C a p a b i l i t i e s = B/1'*  'D*H3J9
 
 * * * V i r t u a l   M a c h i n e = V i r t u a l i s   g e p 
 
 * * * S M B I O S   V e r s i o n = S M B I O S   v e r z i o 
 
 * * * U E F I   B o o t = U E F I   b o o t 
 
 * * * S e c u r e   B o o t = B i z o n t s a g o s   b o o t 
 
 * * * S y s t e m   B I O S = R e n d s z e r   B I O S 
 
 
 
 S y s t e m   P r o p e r t i e s = .5'&5  'DF8'E
 
 M a n u f a c t u r e r = 'D('&9
 
 P r o d u c t = 'DEF*,
 
 S e r i a l   N u m b e r = *3D3D  'DC*D)
 
 F a m i l y = 'DA5JD)
 
 U n i v e r s a l   U n i q u e   I D = 'DGHJ)  'D9'DEJ)  'DA1J/)
 
 W a k e - U p   T y p e = FH9  'D%JB'6
 
 
 
 M o t h e r b o a r d   P r o p e r t i e s = .5'&5  'DDH-)  'D#E
 
 F r o n t   S i d e   B u s   P r o p e r t i e s = .5'&5  F'BD  'D,'F(  'D#E'EJ
 
 B u s   T y p e = .5'&5  'DF'BD
 
 B u s   W i d t h = 916  'DF'BD
 
 R e a l   C l o c k = 'D*HBJ*  'DA9DJ
 
 E f f e c t i v e   C l o c k = 'D*HBJ*  'DE$+1
 
 H y p e r T r a n s p o r t   C l o c k = H y p e r T r a n s p o r t   3'9)
 
 H y p e r T r a n s p o r t   M u l t i p l i e r = H y p e r T r a n s p o r t   E6.E
 
 B a n d w i d t h = 916  'DF7'B  'D*1//J
 
 M e m o r y   B u s   P r o p e r t i e s = .5'&5  F'BD  'D0'C1)
 
 C h i p s e t   B u s   P r o p e r t i e s = .5'&5  F'BD  E,EH9)  'D1B'&B
 
 
 
 C h a s s i s   P r o p e r t i e s = .5'&5  'DGJCD
 
 A s s e t   T a g = E3EI  'DC*D)
 
 C h a s s i s   T y p e = FH9  'DGJCD
 
 C h a s s i s   L o c k = BAD  'DGJCD
 
 B o o t - U p   S t a t e = -'D)  'D%BD'9
 
 P o w e r   S u p p l y   S t a t e = -'D)  E2H/  'D7'B)
 
 T h e r m a l   S t a t e = 'D-'D)  'D-1'1J)
 
 S e c u r i t y   S t a t u s = -'D)  'D#E'F
 
 
 
 M e m o r y   C o n t r o l l e r   P r o p e r t i e s = .5'&5  *-CE  'D0'C1)
 
 E r r o r   D e t e c t i o n   M e t h o d = 71JB)  %C*4'A  'D.7#
 
 E r r o r   C o r r e c t i o n = *5-J-  'D.7#
 
 S u p p o r t e d   M e m o r y   I n t e r l e a v e = B5'5)  'D0'C1)  'DE9*E/)
 
 C u r r e n t   M e m o r y   I n t e r l e a v e = B5'5)  'D0'C1)  'D-'DJ)
 
 S u p p o r t e d   M e m o r y   S p e e d s = 319'*  'D0'C1)  'DE9*E/)
 
 S u p p o r t e d   M e m o r y   T y p e s = #FH'9  'D0'C1)  'DE9*E/)
 
 I n t e l   P l a t f o r m = I n t e l   (1F'E,
 
 M a x i m u m   M e m o r y   A m o u n t = #B5I  CEJ)  DD0'C1)
 
 S u p p o r t e d   M e m o r y   V o l t a g e s = AHD*J)  'D0'C1)  'DE9*E/)
 
 M a x i m u m   M e m o r y   M o d u l e   S i z e = #B5I  -,E  DH-/)  'D0'C1)
 
 
 
 P r o c e s s o r   P r o p e r t i e s = .5'&5  'DE9'D,
 
 E x t e r n a l   C l o c k = 'D3'9)  'D.'1,J)
 
 M a x i m u m   C l o c k = #B5I  3'9)
 
 C u r r e n t   C l o c k = 'D3'9)  'D-'DJ)
 
 V o l t a g e = AHD*J)
 
 S t a t u s = 'D-'D)
 
 S o c k e t   D e s i g n a t i o n = *9JJF  'DEB(3
 
 P a r t   N u m b e r = 1BE  'D,2!
 
 U p g r a d e = *1BJ)
 
 
 
 C a c h e   P r o p e r t i e s = .5'&5  'DE.2HF  'DE$B*
 
 S p e e d = 'D319)
 
 O p e r a t i o n a l   M o d e = FE7  'D*4:JD
 
 A s s o c i a t i v i t y = 'D*,EJ9
 
 M a x i m u m   S i z e = 'D-,E  'D#B5I
 
 I n s t a l l e d   S i z e = 'D-,E  'DE+(*
 
 S u p p o r t e d   S R A M   T y p e = 'DE9*E/  S R A M   FH9
 
 C u r r e n t   S R A M   T y p e = 'D-'DJ  S R A M   FH9
 
 
 
 * * * M e m o r y   A r r a y   P r o p e r t i e s = M e m o r i a   t o m b   t u l a j d o n s a g a i 
 
 * * * M e m o r y   A r r a y   F u n c t i o n = M e m o r i a   t o m b   f u n k c i o j a 
 
 * * * M a x .   M e m o r y   C a p a c i t y = M a x .   m e m o r i a   k a p a c i t a s 
 
 
 
 M e m o r y   M o d u l e   P r o p e r t i e s = .5'&5  H-/)  'D0'C1)
 
 E n a b l e d   S i z e = 'D-,E  'DEECQF
 
 
 
 M e m o r y   D e v i c e   P r o p e r t i e s = .5'&5  ,G'2  'D0'C1)
 
 F o r m   F a c t o r = 'D-,E  'D7(J9J  DDB15
 
 T y p e   D e t a i l = *A'5JD  'DFH9
 
 * * * M a x .   C l o c k   S p e e d = M a x .   o r a j e l 
 
 * * * C u r r e n t   C l o c k   S p e e d = J e l e n l e g i   o r a j e l 
 
 T o t a l   W i d t h = 'D916  'DCDJ
 
 D a t a   W i d t h = 916  'D(J'F'*
 
 * * * M i n .   V o l t a g e = M i n .   f e s z u l t s e g 
 
 * * * M a x .   V o l t a g e = M a x .   f e s z u l t s e g 
 
 * * * C u r r e n t   V o l t a g e = J e l e n l e g i   f e s z u l t s e g 
 
 D e v i c e   L o c a t o r = EH29  'D,G'2
 
 B a n k   L o c a t o r = EH29  'DE5AHA)
 
 * * * M e m o r y   T e c h n o l o g y = M e m o r i a   t e c h n o l o g i a 
 
 * * * M e m o r y   O p e r a t i n g   M o d e s = M e m o r i a   m u k o d e s i   m o d o k 
 
 * * * F i r m w a r e   V e r s i o n = F i r m w a r e   v e r z i o 
 
 
 
 S y s t e m   S l o t   P r o p e r t i e s = .5'&5  *,HJA  'DF8'E
 
 S l o t   D e s i g n a t i o n = *9JJF  'D*,HJA
 
 U s a g e = 'D%3*./'E
 
 D a t a   B u s   W i d t h = 916  F'BD  'D(J'F'*
 
 L e n g t h = 'D7HD
 
 
 
 P o r t   C o n n e c t o r   P r o p e r t i e s = .5'&5  EH5D  'DEFA0
 
 P o r t   T y p e = FH9  'DEFA0
 
 I n t e r n a l   R e f e r e n c e   D e s i g n a t o r = EH,G  'D%4'1)  'D/'.DJ)
 
 I n t e r n a l   C o n n e c t o r   T y p e = FH9  'DEH5D  'D/'.DJ
 
 E x t e r n a l   R e f e r e n c e   D e s i g n a t o r = EH,G  'D%4'1)  'D.'1,J)
 
 E x t e r n a l   C o n n e c t o r   T y p e = FH9  'DEH5D  'D.'1,J
 
 
 
 O n - B o a r d   D e v i c e   P r o p e r t i e s = .5'&5  'D,G'2  'DE/E,
 
 D e s c r i p t i o n = 'DH5A
 
 
 
 P o w e r   S u p p l y   P r o p e r t i e s = .5'&5  E-HD  'D7'B)
 
 H o t   R e p l a c e a b l e = 'DB'(D  DD%3*(/'D  'D3'.F
 
 
 
 M a n a g e m e n t   D e v i c e   P r o p e r t i e s = .5'&5  ,G'2  'D%/'1)
 
 * * * B a s e   A d d r e s s = B a z i s c i m 
 
 
 
 I P M I   D e v i c e   P r o p e r t i e s = I P M I   .5'&5  ,G'2
 
 B M C   I n t e r f a c e   T y p e = B M C   FH9  H',G)
 
 I P M I   S p e c i f i c a t i o n   R e v i s i o n = I P M I   F3.)  E-3F)
 
 
 
 I n t e l   A M T   P r o p e r t i e s = I n t e l   A M T   .5'&5
 
 A M T   N e t w o r k   I n t e r f a c e = A M T   H',G)  4(C)
 
 
 
 * * * I n t e l   v P r o   P r o p e r t i e s = I n t e l   v P r o   t u l a j d o n s a g a i 
 
 * * * M E B X   V e r s i o n = M E B X   v e r z i o 
 
 * * * M E   F i r m w a r e   V e r s i o n = M E   f i r m w a r e   v e r z i o 
 
 
 
 * * * T P M   D e v i c e = T P M   e s z k o z 
 
 * * * V e n d o r   I D = G y a r t o   a z o n o s i t o 
 
 * * * T P M   V e r s i o n = T P M   v e r z i o 
 
 
 
 C P U   P r o p e r t i e s = C P U   .5'&5  'D@
 
 C P U   A l i a s = C P U   %3E  (/JD  D@
 
 C P U   P l a t f o r m   /   S t e p p i n g = C P U   F3.)  /   ,G'2
 
 C P U   S t e p p i n g = C P U   F3.)  EJC1H  'D@
 
 * * * C P U   T h r o t t l i n g = C P U   t h r o t t l i n g 
 
 O r i g i n a l   C l o c k = 'D3'9)  'D#5DJ)
 
 L 0   C o d e   C a c h e = L 0   E.2HF- E$B*  1E2
 
 L 0   T r a c e   C a c h e = L 0   E.2HF- E$B*  **(9
 
 L 0   D a t a   C a c h e = L 0   E.2HF- E$B*  (J'F'*
 
 L 1   C o d e   C a c h e = L 1   E.2HF- E$B*  1E2
 
 L 1   T r a c e   C a c h e = L 1   E.2HF- E$B*  **(9
 
 L 1   D a t a   C a c h e = L 1   E.2HF- E$B*  (J'F'*
 
 * * * L 1   I n s t r u c t i o n   C a c h e = L 1   u t a s i t a s   g y o r s i t o t a r 
 
 * * * L 1   T e x t u r e   C a c h e = L 1   t e x t u r a   g y o r s i t o t a r 
 
 * * * L 1   V e c t o r   D a t a   C a c h e = L 1   v e k t o r   a d a t   g y o r s i t o t a r 
 
 * * * L 1   S c a l a r   D a t a   C a c h e = L 1   s k a l a r   a d a t   g y o r s i t o t a r 
 
 * * * L 2   I n s t r u c t i o n   C a c h e = L 2   u t a s i t a s   g y o r s i t o t a r 
 
 * * * L 2   T e x t u r e   C a c h e = L 2   t e x t u r a   g y o r s i t o t a r 
 
 L 0   C a c h e = L 0   E.2HF- E$B*
 
 L 1   C a c h e = L 1   E.2HF- E$B*
 
 L 2   C a c h e = L 2   E.2HF- E$B*
 
 L 3   C a c h e = L 3   E.2HF- E$B*
 
 L 4   C a c h e = L 4   E.2HF- E$B*
 
 C P U   P h y s i c a l   I n f o = 'D7(J9J)  C P U   E9DHE'*  'D@
 
 * * * S t e p p i n g = S t e p p i n g 
 
 P a c k a g e   T y p e = FH9  'D-2E)
 
 P a c k a g e   S i z e = -,E  'D-2E)
 
 T r a n s i s t o r s = 'D*1'F2J3*H1'*
 
 P r o c e s s   T e c h n o l o g y = *BFJ)  'DE9'D,)
 
 D i e   S i z e = -,E  'DB'D(
 
 C o r e   V o l t a g e = AHD*J)  'DBD(
 
 I / O   V o l t a g e = AHD*J)  'D%/.'D  H  'D%.1',
 
 T y p i c a l   P o w e r = 'D7'B)  'DFEH0,J)
 
 M a x i m u m   P o w e r = #B5I  7'B)
 
 d e p e n d i n g   o n   c l o c k   s p e e d = %9*E'/'  9DI  319)  'D3'9)
 
 C P U   U t i l i z a t i o n = C P U   %3*./'E
 
 C P U 1   U t i l i z a t i o n = C P U 1   %3*./'E
 
 C P U 2   U t i l i z a t i o n = C P U 2   %3*./'E
 
 C P U 3   U t i l i z a t i o n = C P U 3   %3*./'E
 
 C P U 4   U t i l i z a t i o n = C P U 4   %3*./'E
 
 C P U 5   U t i l i z a t i o n = C P U 5   %3*./'E
 
 C P U 6   U t i l i z a t i o n = C P U 6   %3*./'E
 
 C P U 7   U t i l i z a t i o n = C P U 7   %3*./'E
 
 C P U 8   U t i l i z a t i o n = C P U 8   %3*./'E
 
 C P U 9   U t i l i z a t i o n = C P U 9   %3*./'E
 
 C P U 1 0   U t i l i z a t i o n = C P U 1 0   %3*./'E
 
 C P U 1 1   U t i l i z a t i o n = C P U 1 1   %3*./'E
 
 C P U 1 2   U t i l i z a t i o n = C P U 1 2   %3*./'E
 
 C P U 1 3   U t i l i z a t i o n = C P U 1 3   %3*./'E
 
 C P U 1 4   U t i l i z a t i o n = C P U 1 4   %3*./'E
 
 C P U 1 5   U t i l i z a t i o n = C P U 1 5   %3*./'E
 
 C P U 1 6   U t i l i z a t i o n = C P U 1 6   %3*./'E
 
 C P U % d   U t i l i z a t i o n = C P U % d   %3*./'E
 
 G P U   U t i l i z a t i o n = G P U   %3*./'E
 
 G P U 1   U t i l i z a t i o n = G P U 1   %3*./'E
 
 G P U 2   U t i l i z a t i o n = G P U 2   %3*./'E
 
 G P U 3   U t i l i z a t i o n = G P U 3   %3*./'E
 
 G P U 4   U t i l i z a t i o n = G P U 4   %3*./'E
 
 G P U 5   U t i l i z a t i o n = G P U 5   %3*./'E
 
 G P U 6   U t i l i z a t i o n = G P U 6   %3*./'E
 
 G P U 7   U t i l i z a t i o n = G P U 7   %3*./'E
 
 G P U 8   U t i l i z a t i o n = G P U 8   %3*./'E
 
 G P U 9   U t i l i z a t i o n = G P U 9   %3*./'E
 
 G P U 1 0   U t i l i z a t i o n = G P U 1 0   %3*./'E
 
 G P U 1 1   U t i l i z a t i o n = G P U 1 1   %3*./'E
 
 G P U 1 2   U t i l i z a t i o n = G P U 1 2   %3*./'E
 
 G P U % d   U t i l i z a t i o n = G P U % d   %3*./'E
 
 G P U   M C   U t i l i z a t i o n = G P U   M C   %3*./'E
 
 G P U 1   M C   U t i l i z a t i o n = G P U 1   M C   %3*./'E
 
 G P U 2   M C   U t i l i z a t i o n = G P U 2   M C   %3*./'E
 
 G P U 3   M C   U t i l i z a t i o n = G P U 3   M C   %3*./'E
 
 G P U 4   M C   U t i l i z a t i o n = G P U 4   M C   %3*./'E
 
 G P U 5   M C   U t i l i z a t i o n = G P U 5   M C   %3*./'E
 
 G P U 6   M C   U t i l i z a t i o n = G P U 6   M C   %3*./'E
 
 G P U 7   M C   U t i l i z a t i o n = G P U 7   M C   %3*./'E
 
 G P U 8   M C   U t i l i z a t i o n = G P U 8   M C   %3*./'E
 
 G P U 9   M C   U t i l i z a t i o n = G P U 9   M C   %3*./'E
 
 G P U 1 0   M C   U t i l i z a t i o n = G P U 1 0   M C   %3*./'E
 
 G P U 1 1   M C   U t i l i z a t i o n = G P U 1 1   M C   %3*./'E
 
 G P U 1 2   M C   U t i l i z a t i o n = G P U 1 2   M C   %3*./'E
 
 G P U % d   M C   U t i l i z a t i o n = G P U % d   M C   %3*./'E
 
 G P U   V E   U t i l i z a t i o n = G P U   V E   %3*./'E
 
 G P U 1   V E   U t i l i z a t i o n = G P U 1   V E   %3*./'E
 
 G P U 2   V E   U t i l i z a t i o n = G P U 2   V E   %3*./'E
 
 G P U 3   V E   U t i l i z a t i o n = G P U 3   V E   %3*./'E
 
 G P U 4   V E   U t i l i z a t i o n = G P U 4   V E   %3*./'E
 
 G P U 5   V E   U t i l i z a t i o n = G P U 5   V E   %3*./'E
 
 G P U 6   V E   U t i l i z a t i o n = G P U 6   V E   %3*./'E
 
 G P U 7   V E   U t i l i z a t i o n = G P U 7   V E   %3*./'E
 
 G P U 8   V E   U t i l i z a t i o n = G P U 8   V E   %3*./'E
 
 G P U 9   V E   U t i l i z a t i o n = G P U 9   V E   %3*./'E
 
 G P U 1 0   V E   U t i l i z a t i o n = G P U 1 0   V E   %3*./'E
 
 G P U 1 1   V E   U t i l i z a t i o n = G P U 1 1   V E   %3*./'E
 
 G P U 1 2   V E   U t i l i z a t i o n = G P U 1 2   V E   %3*./'E
 
 G P U % d   V E   U t i l i z a t i o n = G P U % d   V E   %3*./'E
 
 G P U   B I   U t i l i z a t i o n = G P U   B I   %3*./'E
 
 G P U 1   B I   U t i l i z a t i o n = G P U 1   B I   %3*./'E
 
 G P U 2   B I   U t i l i z a t i o n = G P U 2   B I   %3*./'E
 
 G P U 3   B I   U t i l i z a t i o n = G P U 3   B I   %3*./'E
 
 G P U 4   B I   U t i l i z a t i o n = G P U 4   B I   %3*./'E
 
 G P U 5   B I   U t i l i z a t i o n = G P U 5   B I   %3*./'E
 
 G P U 6   B I   U t i l i z a t i o n = G P U 6   B I   %3*./'E
 
 G P U 7   B I   U t i l i z a t i o n = G P U 7   B I   %3*./'E
 
 G P U 8   B I   U t i l i z a t i o n = G P U 8   B I   %3*./'E
 
 G P U 9   B I   U t i l i z a t i o n = G P U 9   B I   %3*./'E
 
 G P U 1 0   B I   U t i l i z a t i o n = G P U 1 0   B I   %3*./'E
 
 G P U 1 1   B I   U t i l i z a t i o n = G P U 1 1   B I   %3*./'E
 
 G P U 1 2   B I   U t i l i z a t i o n = G P U 1 2   B I   %3*./'E
 
 G P U % d   B I   U t i l i z a t i o n = G P U % d   B I   %3*./'E
 
 G P U   B u s   T y p e = G P U   FH9  F'BD
 
 G P U 1   B u s   T y p e = G P U 1   FH9  F'BD
 
 G P U 2   B u s   T y p e = G P U 2   FH9  F'BD
 
 G P U 3   B u s   T y p e = G P U 3   FH9  F'BD
 
 G P U 4   B u s   T y p e = G P U 4   FH9  F'BD
 
 G P U 5   B u s   T y p e = G P U 5   FH9  F'BD
 
 G P U 6   B u s   T y p e = G P U 6   FH9  F'BD
 
 G P U 7   B u s   T y p e = G P U 7   FH9  F'BD
 
 G P U 8   B u s   T y p e = G P U 8   FH9  F'BD
 
 G P U 9   B u s   T y p e = G P U 9   FH9  F'BD
 
 G P U 1 0   B u s   T y p e = G P U 1 0   FH9  F'BD
 
 G P U 1 1   B u s   T y p e = G P U 1 1   FH9  F'BD
 
 G P U 1 2   B u s   T y p e = G P U 1 2   FH9  F'BD
 
 G P U % d   B u s   T y p e = G P U % d   FH9  F'BD
 
 D e d i c a t e d   M e m o r y = 'D0'C1)  'DE.55)
 
 D y n a m i c   M e m o r y = 'D0'C1)  'D/JF'EJCJ)
 
 G P U   U s e d   D e d i c a t e d   M e m o r y = G P U   %3*./'E  0'C1)  E.55)  E9
 
 G P U 1   U s e d   D e d i c a t e d   M e m o r y = G P U 1   %3*./'E  0'C1)  E.55)  E9
 
 G P U 2   U s e d   D e d i c a t e d   M e m o r y = G P U 2   %3*./'E  0'C1)  E.55)  E9
 
 G P U 3   U s e d   D e d i c a t e d   M e m o r y = G P U 3   %3*./'E  0'C1)  E.55)  E9
 
 G P U 4   U s e d   D e d i c a t e d   M e m o r y = G P U 4   %3*./'E  0'C1)  E.55)  E9
 
 G P U 5   U s e d   D e d i c a t e d   M e m o r y = G P U 5   %3*./'E  0'C1)  E.55)  E9
 
 G P U 6   U s e d   D e d i c a t e d   M e m o r y = G P U 6   %3*./'E  0'C1)  E.55)  E9
 
 G P U 7   U s e d   D e d i c a t e d   M e m o r y = G P U 7   %3*./'E  0'C1)  E.55)  E9
 
 G P U 8   U s e d   D e d i c a t e d   M e m o r y = G P U 8   %3*./'E  0'C1)  E.55)  E9
 
 G P U 9   U s e d   D e d i c a t e d   M e m o r y = G P U 9   %3*./'E  0'C1)  E.55)  E9
 
 G P U 1 0   U s e d   D e d i c a t e d   M e m o r y = G P U 1 0   %3*./'E  0'C1)  E.55)  E9
 
 G P U 1 1   U s e d   D e d i c a t e d   M e m o r y = G P U 1 1   %3*./'E  0'C1)  E.55)  E9
 
 G P U 1 2   U s e d   D e d i c a t e d   M e m o r y = G P U 1 2   %3*./'E  0'C1)  E.55)  E9
 
 G P U % d   U s e d   D e d i c a t e d   M e m o r y = G P U % d   %3*./'E  0'C1)  E.55)  E9
 
 G P U   U s e d   D y n a m i c   M e m o r y = G P U   %3*./'E  0'C1)  /JF'EJCJ)  E9
 
 G P U 1   U s e d   D y n a m i c   M e m o r y = G P U 1   %3*./'E  0'C1)  /JF'EJCJ)  E9
 
 G P U 2   U s e d   D y n a m i c   M e m o r y = G P U 2   %3*./'E  0'C1)  /JF'EJCJ)  E9
 
 G P U 3   U s e d   D y n a m i c   M e m o r y = G P U 3   %3*./'E  0'C1)  /JF'EJCJ)  E9
 
 G P U 4   U s e d   D y n a m i c   M e m o r y = G P U 4   %3*./'E  0'C1)  /JF'EJCJ)  E9
 
 G P U 5   U s e d   D y n a m i c   M e m o r y = G P U 5   %3*./'E  0'C1)  /JF'EJCJ)  E9
 
 G P U 6   U s e d   D y n a m i c   M e m o r y = G P U 6   %3*./'E  0'C1)  /JF'EJCJ)  E9
 
 G P U 7   U s e d   D y n a m i c   M e m o r y = G P U 7   %3*./'E  0'C1)  /JF'EJCJ)  E9
 
 G P U 8   U s e d   D y n a m i c   M e m o r y = G P U 8   %3*./'E  0'C1)  /JF'EJCJ)  E9
 
 G P U 9   U s e d   D y n a m i c   M e m o r y = G P U 9   %3*./'E  0'C1)  /JF'EJCJ)  E9
 
 G P U 1 0   U s e d   D y n a m i c   M e m o r y = G P U 1 0   %3*./'E  0'C1)  /JF'EJCJ)  E9
 
 G P U 1 1   U s e d   D y n a m i c   M e m o r y = G P U 1 1   %3*./'E  0'C1)  /JF'EJCJ)  E9
 
 G P U 1 2   U s e d   D y n a m i c   M e m o r y = G P U 1 2   %3*./'E  0'C1)  /JF'EJCJ)  E9
 
 G P U % d   U s e d   D y n a m i c   M e m o r y = G P U % d   %3*./'E  0'C1)  /JF'EJCJ)  E9
 
 M e m o r y   U t i l i z a t i o n = E,'D  %3*./'E  'D0'C1)
 
 * * * V i r t u a l   M e m o r y   U t i l i z a t i o n = V i r t u a l i s   m e m o r i a   k i h a s z n a l t s a g 
 
 V i d e o   M e m o r y   U t i l i z a t i o n = '3*./'E  0'C1)  'DAJ/JH
 
 S y s t e m   U t i l i z a t i o n = *GJ&)  'DF8'E
 
 S w a p   S p a c e   U t i l i z a t i o n = *(/JD  '3*./'E  'DE3'-)
 
 * * * D r i v e   % s   U t i l i z a t i o n = % s   m e g h a j t o   k i h a s z n a l t s a g 
 
 * * * D r i v e   % s   U s e d   S p a c e = % s   m e g h a j t o   f o g l a l t   t e r u l e t 
 
 * * * % s   U s e d   S p a c e = % s   f o g l a l t   t e r u l e t 
 
 * * * D r i v e   % s   F r e e   S p a c e = % s   m e g h a j t o   s z a b a d   t e r u l e t 
 
 * * * % s   F r e e   S p a c e = % s   s z a b a d   t e r u l e t 
 
 * * * D i s k   % d   A c t i v i t y = % d .   l e m e z   a k t i v i t a s 
 
 * * * D i s k   % d   R e a d   S p e e d = % d .   l e m e z   o l v a s a s i   s e b e s s e g 
 
 * * * D i s k   % d   W r i t e   S p e e d = % d .   l e m e z   i r a s i   s e b e s s e g 
 
 C P U   # % d = # % d   C P U 
 
 * * * C P U   C o r e   # % d = % d .   C P U   m a g 
 
 * * * C P U   C o r e   # % d   C l o c k = % d .   C P U   m a g   o r a j e l 
 
 C P U   # % d   /   S M T   U n i t   # % d = # % d   C P U   /   # % d   S M T   H-/)
 
 C P U   # % d   /   C o r e   # % d = # % d   C P U   /   # % d   BD(
 
 * * * C P U   # % d   /   C o r e   # % d   C l o c k = % d .   C P U   /   % d .   m a g   o r a j e l 
 
 C P U   # % d   /   C o r e   # % d   /   S M T   U n i t   # % d = # % d   C P U   /   # % d   BD(  /   # % d   S M T   H-/)
 
 * * * A V X - 5 1 2   F M A   U n i t s = A V X - 5 1 2   F M A   e g y s e g e k 
 
 S M T   /   C M P   U n i t s = S M T   /   C M P   H-/)
 
 M a x i m u m   /   A c t i v e   P r o c e s s o r   G r o u p s = 'D#B5I  /   E,EH9'*  'DE9'D,  'DF47)
 
 T j m a x   T e m p e r a t u r e = T j m a x   /1,)  'D-1'1)  D@
 
 T j m a x   & t e m p e r a t u r e : = T j m a x   /1,)  'D& -1'1)  D@  : 
 
 * * * C P U   T h e r m a l   D e s i g n   P o w e r   ( T D P ) = C P U   h o t e r v e z e s i   t e l j e s i t m e n y   ( T D P ) 
 
 * * * C P U   M a x   P o w e r   L i m i t = M a x .   C P U   t e l j e s i t m e n y   l i m i t 
 
 * * * C P U   P o w e r   L i m i t   1   ( L o n g   D u r a t i o n ) = 1 .   C P U   t e l j e s i t m e n y   l i m i t   ( h o s s z u t a v u ) 
 
 * * * C P U   P o w e r   L i m i t   2   ( S h o r t   D u r a t i o n ) = 2 .   C P U   t e l j e s i t m e n y   l i m i t   ( r o v i d t a v u ) 
 
 * * * L o c k e d = Z a r o l v a 
 
 * * * U n l o c k e d = F e l o l d v a 
 
 * * * M a x   T u r b o   B o o s t   M u l t i p l i e r s = M a x .   T u r b o   B o o s t   s z o r z o k 
 
 * * * & S e t   A s e t e k   f a n   s p e e d : = A & s e t e k   v e n t i l a t o r   s e b e s s e g   b e a l l i t a s a : 
 
 D & i s k   t e m p e r a t u r e   p o l l i n g   f r e q u e n c y : = 'D*1//  D*B5J  & /1,)  -1'1)  'DB15  : 
 
 
 
 C P U I D   P r o p e r t i e s = C P U I D   .5'&5
 
 C P U I D   M a n u f a c t u r e r = C P U I D   5'F9
 
 C P U I D   C P U   N a m e = C P U I D   C P U   %3E
 
 T r a n s m e t a   C P U I D   I n f o r m a t i o n = T r a n s m e t a   C P U I D   E9DHE'*
 
 C P U I D   R e v i s i o n = C P U I D   F3.)
 
 E x t e n d e d   C P U I D   R e v i s i o n = EH39)  C P U I D   F3.)
 
 I A   B r a n d   I D = 'D*,'1J)  I A   9D'E)
 
 P l a t f o r m   I D = GHJ)  'D15JA
 
 I A   C P U   S e r i a l   N u m b e r = I A   C P U   1BE  *3D3D  'D@
 
 M i c r o c o d e   U p d a t e   R e v i s i o n = M i c r o c o d e   %5/'1  'D*-/J+  D@
 
 I n s t r u c t i o n   S e t = E,EH9)  'D*9DJE'*
 
 % s   I n s t r u c t i o n = % s   *9DJE'*
 
 C P U I D   F e a t u r e s = C P U I D   9F'51
 
 S e c u r i t y   F e a t u r e s = 9F'51  'D#E'F
 
 V i r t u a l i z a t i o n   F e a t u r e s = H8'&A  'DE1&J'*
 
 * * * E n g i n e e r i n g   S a m p l e = M e r n o k i   p e l d a n y   ( E S ) 
 
 
 
 M o t h e r b o a r d   P r o p e r t i e s = .5'&5  'DDH-)  'D#E
 
 M o t h e r b o a r d   I D = GHJ)  'DDH-)  'D#E
 
 M o t h e r b o a r d   P h y s i c a l   I n f o = E9DHE'*  'DDH-)  'D#E  'D7(J9J)
 
 C P U   S o c k e t s / S l o t s = C P U   EB'(3\ *,'HJA  'D@
 
 E x p a n s i o n   S l o t s = *,'HJA  DD*H39)
 
 R A M   S l o t s = R A M   *,'HJA
 
 I n t e g r a t e d   D e v i c e s = 'D#,G2)  9DI  'DDH-)
 
 M o t h e r b o a r d   S i z e = -,E  'DDH-)  'D#E
 
 E x t r a   F e a t u r e s = 9F'51  %6'AJ)
 
 M o t h e r b o a r d   M a n u f a c t u r e r = 5'F9  'DDH-)  'D#E
 
 C o m p a n y   N a m e = %3E  'D41C)
 
 P r o d u c t   I n f o r m a t i o n = E9DHE'*  'DEF*,
 
 B I O S   D o w n l o a d = B I O S   *F2JD  'D@
 
 
 
 P h y s i c a l   M e m o r y = 'D0'C1)  'DA9DJ)
 
 F r e e   M e m o r y = 'D0'C1)  'D-1)
 
 * * * F r e e   V i r t u a l   M e m o r y = S z a b a d   v i r t u a l i s   m e m o r i a 
 
 T o t a l = 'DE,EH9
 
 U s e d = E3*./E
 
 F r e e = -1
 
 U t i l i z a t i o n = 'D%3*./'E
 
 S w a p   S p a c e = E3'-)  'D*('/D
 
 V i r t u a l   M e m o r y = 'D0'C1)  'D8'G1J)
 
 P a g i n g   F i l e = EDA  'D%2'-)
 
 I n i t i a l   /   M a x i m u m   S i z e = 'D-,E  'D#/FI  /   'D#B5I
 
 C u r r e n t   S i z e = 'D-,E  'D-'DJ
 
 C u r r e n t   /   P e a k   U s a g e = 'D%3*./'E  'D-'DJ/ 'D#B5I
 
 * * * P h y s i c a l   A d d r e s s   E x t e n s i o n   ( P A E ) = F i z i k a i   c i m   k i t e r j e s z t e s   ( P A E ) 
 
 
 
 C h i p s e t   P r o p e r t i e s = .5'&5  E,EH9)  'D1B'&B
 
 S u p p o r t e d   F S B   S p e e d s = 'DE9*E/)  F S B   319'*
 
 M e m o r y   R A I D = 'D0'C1)  R A I D 
 
 E x t e r n a l   C a c h e   S i z e = -,E  'DE.2HF- 'DE$B*  'D.'1,J
 
 E x t e r n a l   C a c h e   T y p e = FH9  'DE.2HF- 'DE$B*  'D.'1,J
 
 E x t e r n a l   C a c h e   S t a t u s = -'D)  'DE.2HF- 'DE$B*  'D.'1,J
 
 
 
 I n t e g r a t e d   G r a p h i c s   C o n t r o l l e r = ,G'2  'D13HE'*  'DE/E,
 
 G r a p h i c s   C o n t r o l l e r   T y p e = FH9  EH,G  'D13HE'*
 
 G r a p h i c s   C o n t r o l l e r   S t a t u s = -'D)  EH,G  'D13HE'*
 
 S h a r e d   M e m o r y   S i z e = -,E  'D0'C1)  'DE4*1C)
 
 G r a p h i c s   F r a m e   B u f f e r   S i z e = -,E  E.2HF  'D5H1  'DE$B*
 
 
 
 A C ' 9 7   A u d i o   C o n t r o l l e r = A C ' 9 7   ,G'2  *-CE  5H*
 
 M C ' 9 7   M o d e m   C o n t r o l l e r = M C ' 9 7   ,G'2  *-CE
 
 A u d i o   C o n t r o l l e r   T y p e = FH9  ,G'2  *-CE  'D5H*
 
 M o d e m   C o n t r o l l e r   T y p e = FH9  ,G'2  *-CE  'DEH/E
 
 C o d e c   N a m e = %3E  H-/)  'D*1EJ2
 
 C o d e c   I D = GHJ)  H-/)  'D*1EJ2
 
 C o d e c   R e v i s i o n = F3.)  H-/)  'D*1EJ2
 
 C o d e c   T y p e = FH9  H-/)  'D*1EJ2
 
 S u p p o r t e d   S o u n d   F o r m a t s = 'D5J:  'D5H*J)  'DE9*E/)
 
 S / P D I F   O u t p u t = S / P D I F   E.1,
 
 
 
 M e m o r y   S l o t s = EB'(3  'D0'C1)
 
 M e m o r y   R o w s = E5AHA'*  'D0'C1)
 
 D R A M   S l o t   # % d = # % d   D R A M   *,HJA
 
 D R A M   R o w   # % d = # % d   l o g i k a i   D R A M   E5AHA
 
 A G P   P r o p e r t i e s = A G P   .5'&5  'D@
 
 A G P   V e r s i o n = A G P   F3.)  'D@
 
 A G P   S t a t u s = A G P   -'D)  'D@
 
 A G P   A p e r t u r e   S i z e = A G P   -,E  A*-)
 
 S u p p o r t e d   A G P   S p e e d s = 'DE9*E/)  A G P   319'*
 
 C u r r e n t   A G P   S p e e d = 'D-'DJ)  A G P   319)
 
 C l o c k   G e n e r a t o r = EHD/  'D3'9)
 
 C h i p s e t   M a n u f a c t u r e r = 5'F9  E,EH9)  'D1B'&B
 
 
 
 A w a r d   B I O S   T y p e = A w a r d   B I O S   FH9
 
 A w a r d   B I O S   M e s s a g e = A w a r d   B I O S   13'D)
 
 S y s t e m   B I O S   D a t e = B I O S   *'1J.  F8'E  'D@
 
 * * * S y s t e m   B I O S   V e r s i o n = R e n d s z e r   B I O S   v e r z i o 
 
 * * * E m b e d d e d   C o n t r o l l e r   F i r m w a r e   V e r s i o n = E m b e d d e d   C o n t r o l l e r   f i r m w a r e   v e r z i o 
 
 V i d e o   B I O S   D a t e = V i d e o   B I O S   *'1J.
 
 B I O S   D a t e = B I O S   *'1J.  'D@
 
 I B M   B I O S   M o d e l   N u m b e r = I B M   B I O S   1BE  71'2
 
 I B M   B I O S   S e r i a l   N u m b e r = I B M   B I O S   1BE  *3D3D
 
 I B M   B I O S   V e r s i o n = I B M   B I O S   F3.)  'D@
 
 B I O S   M a n u f a c t u r e r = B I O S   5'F9  'D@
 
 B I O S   V e r s i o n = B I O S   F3.)  'D@
 
 S D D S   V e r s i o n = S D D S   F3.)
 
 A G E S A   V e r s i o n = A G E S A   F3.)
 
 W D D M   V e r s i o n = W D D M   F3.)
 
 S L I C   V e r s i o n = S L I C   F3.)
 
 B I O S   S e t t i n g s = B I O S   %9/'/'*
 
 
 
 A C P I   T a b l e   P r o p e r t i e s = A C P I   .5'&5  ,/HD
 
 A C P I   S i g n a t u r e = A C P I   *HBJ9
 
 T a b l e   D e s c r i p t i o n = H5A  'D,/HD
 
 M e m o r y   A d d r e s s = 9FH'F  'D0'C1)
 
 E m u l a t e d = *E*  E6'G'*G
 
 T a b l e   L e n g t h = 7HD  'D,/HD
 
 P o l a r i t y = 'DB7(J)
 
 
 
 S e n s o r   P r o p e r t i e s = .5'&5  #/')  'D%3*49'1
 
 S e n s o r   T y p e = FH9  #/')  'D%3*49'1
 
 G P U   S e n s o r   T y p e = G P U   FH9  #/')  %3*49'1  'D@
 
 S e n s o r   A c c e s s = /.HD  #/')  'D%3*49'1
 
 F r e q u e n c y = 'D*1//
 
 T e m p e r a t u r e = 'D-1'1)
 
 T e m p e r a t u r e s = /1,'*  'D-1'1)
 
 C o o l i n g   F a n = E1H-)  'D*(1J/
 
 C o o l i n g   F a n s = E1'H-  'D*(1J/
 
 F a n   S p e e d = 319)  'DE1H-)
 
 F a n   S p e e d s = 319'*  'DE1H-)
 
 V o l t a g e   V a l u e s = BJE  'DAHD*J)
 
 * * * F l o w   S e n s o r = A r a m l a s   e r z e k e l o 
 
 * * * F l o w   S e n s o r s = A r a m l a s   e r z e k e l o k 
 
 * * * F l o w   # % d = % d .   a r a m l a s 
 
 * * * L i q u i d   L e v e l = F o l y a d e k   s z i n t 
 
 * * * L i q u i d   L e v e l s = F o l y a d e k   s z i n t e k 
 
 * * * L i q u i d   # % d = % d .   f o l y a d e k 
 
 C P U   D i o d e = 'D+F'&J  C P U   5E'E  'D@
 
 C P U 1   D i o d e = 'D+F'&J  C P U 1   5E'E  'D@
 
 C P U 2   D i o d e = 'D+F'&J  C P U 2   5E'E  'D@
 
 C P U 3   D i o d e = 'D+F'&J  C P U 3   5E'E  'D@
 
 C P U 4   D i o d e = 'D+F'&J  C P U 4   5E'E  'D@
 
 * * * C P U   S o c k e t = C P U   f o g l a l a t 
 
 * * * C P U   P a c k a g e = C P U   t o k 
 
 * * * C P U   G T   C o r e s = C P U   G T   m a g o k 
 
 * * * C P U   I A   C o r e s = C P U   I A   m a g o k 
 
 T e m p e r a t u r e   # % d = 'D-1'1)  # % d 
 
 F a n   # % d = 'DE1H-)  # % d 
 
 * * * F a n   # % d   V R M = % d .   v e n t i l a t o r   V R M 
 
 C P U   C o r e = C P U   BD(  'D@
 
 C P U 1   C o r e = C P U 1   BD(  'D@
 
 C P U 2   C o r e = C P U 2   BD(  'D@
 
 C P U 3   C o r e = C P U 3   BD(  'D@
 
 C P U 4   C o r e = C P U 4   BD(  'D@
 
 C P U   A u x = C P U   a u x 
 
 C P U   V I D = C P U   V I D 
 
 V C C I O   M e m o r y = V C C I O   0'C1)  'D@
 
 * * * C P U   U n c o r e = C P U   U n c o r e 
 
 N o r t h   B r i d g e   V I D = 'D,31  'D4E'DJ  V I D 
 
 N o r t h   B r i d g e   C l o c k = 3'9)  'D,31  'D4E'DJ
 
 N o r t h   B r i d g e   M u l t i p l i e r = E6'9A  'D,31  'D4E'DJ
 
 N o r t h   B r i d g e   + 1 . 1   V = + 1 . 1   V   'D,31  'D4E'D
 
 N o r t h   B r i d g e   + 1 . 2   V = + 1 . 2   V   'D,31  'D4E'D
 
 N o r t h   B r i d g e   + 1 . 8   V = + 1 . 8   V   'D,31  'D4E'D
 
 N o r t h   B r i d g e   + 1 . 8   V   D u a l = +F'&J  + 1 . 8   V   ,31  'D4E'D
 
 N o r t h   B r i d g e   + 2 . 0   V = + 2 . 0   V   ,31  'D4E'D
 
 N o r t h   B r i d g e   + 2 . 5   V = + 2 . 5   V   ,31  'D4E'D
 
 N o r t h   B r i d g e   C o r e = BD(  ,31  'D4E'D
 
 N o r t h   B r i d g e   P L L = P L L   'D,31  'D4E'DJ
 
 S o u t h   B r i d g e   C o r e = BD(  ,31  'D,FH(
 
 S o u t h   B r i d g e   + 1 . 1   V = + 1 . 1   V   ,31  'D,FH(
 
 S o u t h   B r i d g e   + 1 . 2   V = + 1 . 2   V   ,31  'D,FH(
 
 S o u t h   B r i d g e   + 1 . 5   V = + 1 . 5   V   ,31  'D,FH(
 
 S o u t h   B r i d g e   P L L = ,31  'D,FH(  P L L 
 
 * * * S y s t e m   A g e n t   C l o c k = S y s t e m   A g e n t   o r a j e l 
 
 * * * S y s t e m   A g e n t   M u l t i p l i e r = S y s t e m   A g e n t   s z o r z o 
 
 P C I - E   B r i d g e = P C I - E   ,31
 
 P C H   D i o d e = P C H   5E'E
 
 P C H   C o r e = P C H   BD(
 
 G P U   C o r e = G P U   BD(  'D@
 
 * * * G P U   H o t s p o t = G P U   f o r r o p o n t 
 
 * * * G P U   P C I e = G P U   P C I e 
 
 * * * G P U   6 - p i n = G P U   6   t u s   t a p 
 
 * * * G P U   8 - p i n = G P U   8   t u s   t a p 
 
 G P U   D i o d e = G P U   5E'E
 
 G P U 1   D i o d e = G P U 1   5E'E
 
 G P U 2   D i o d e = G P U 2   5E'E
 
 G P U 3   D i o d e = G P U 3   5E'E
 
 G P U 4   D i o d e = G P U 4   5E'E
 
 G P U 5   D i o d e = G P U 5   5E'E
 
 G P U 6   D i o d e = G P U 6   5E'E
 
 G P U 7   D i o d e = G P U 7   5E'E
 
 G P U 8   D i o d e = G P U 8   5E'E
 
 G P U 9   D i o d e = G P U 9   5E'E
 
 G P U 1 0   D i o d e = G P U 1 0   5E'E
 
 G P U 1 1   D i o d e = G P U 1 1   5E'E
 
 G P U 1 2   D i o d e = G P U 1 2   5E'E
 
 G P U % d   D i o d e = G P U % d   5E'E
 
 G P U   D i o d e   ( D i s p I O ) = G P U   ( D i s p I O )   5E'E
 
 G P U 1   D i o d e   ( D i s p I O ) = G P U 1   ( D i s p I O )   5E'E
 
 G P U 2   D i o d e   ( D i s p I O ) = G P U 2   ( D i s p I O )   5E'E
 
 G P U 3   D i o d e   ( D i s p I O ) = G P U 3   ( D i s p I O )   5E'E
 
 G P U 4   D i o d e   ( D i s p I O ) = G P U 4   ( D i s p I O )   5E'E
 
 G P U 5   D i o d e   ( D i s p I O ) = G P U 5   ( D i s p I O )   5E'E
 
 G P U 6   D i o d e   ( D i s p I O ) = G P U 6   ( D i s p I O )   5E'E
 
 G P U 7   D i o d e   ( D i s p I O ) = G P U 7   ( D i s p I O )   5E'E
 
 G P U 8   D i o d e   ( D i s p I O ) = G P U 8   ( D i s p I O )   5E'E
 
 G P U 9   D i o d e   ( D i s p I O ) = G P U 9   ( D i s p I O )   5E'E
 
 G P U 1 0   D i o d e   ( D i s p I O ) = G P U 1 0   ( D i s p I O )   5E'E
 
 G P U 1 1   D i o d e   ( D i s p I O ) = G P U 1 1   ( D i s p I O )   5E'E
 
 G P U 1 2   D i o d e   ( D i s p I O ) = G P U 1 2   ( D i s p I O )   5E'E
 
 G P U % d   D i o d e   ( D i s p I O ) = G P U % d   ( D i s p I O )   5E'E
 
 G P U   D i o d e   ( M e m I O ) = G P U   ( M e m I O )   5E'E
 
 G P U 1   D i o d e   ( M e m I O ) = G P U 1   ( M e m I O )   5E'E
 
 G P U 2   D i o d e   ( M e m I O ) = G P U 2   ( M e m I O )   5E'E
 
 G P U 3   D i o d e   ( M e m I O ) = G P U 3   ( M e m I O )   5E'E
 
 G P U 4   D i o d e   ( M e m I O ) = G P U 4   ( M e m I O )   5E'E
 
 G P U 5   D i o d e   ( M e m I O ) = G P U 5   ( M e m I O )   5E'E
 
 G P U 6   D i o d e   ( M e m I O ) = G P U 6   ( M e m I O )   5E'E
 
 G P U 7   D i o d e   ( M e m I O ) = G P U 7   ( M e m I O )   5E'E
 
 G P U 8   D i o d e   ( M e m I O ) = G P U 8   ( M e m I O )   5E'E
 
 G P U 9   D i o d e   ( M e m I O ) = G P U 9   ( M e m I O )   5E'E
 
 G P U 1 0   D i o d e   ( M e m I O ) = G P U 1 0   ( M e m I O )   5E'E
 
 G P U 1 1   D i o d e   ( M e m I O ) = G P U 1 1   ( M e m I O )   5E'E
 
 G P U 1 2   D i o d e   ( M e m I O ) = G P U 1 2   ( M e m I O )   5E'E
 
 G P U % d   D i o d e   ( M e m I O ) = G P U % d   ( M e m I O )   5E'E
 
 G P U   D i o d e   ( S h a d e r ) = G P U   ( S h a d e r )   5E'E
 
 G P U 1   D i o d e   ( S h a d e r ) = G P U 1   ( S h a d e r )   5E'E
 
 G P U 2   D i o d e   ( S h a d e r ) = G P U 2   ( S h a d e r )   5E'E
 
 G P U 3   D i o d e   ( S h a d e r ) = G P U 3   ( S h a d e r )   5E'E
 
 G P U 4   D i o d e   ( S h a d e r ) = G P U 4   ( S h a d e r )   5E'E
 
 G P U 5   D i o d e   ( S h a d e r ) = G P U 5   ( S h a d e r )   5E'E
 
 G P U 6   D i o d e   ( S h a d e r ) = G P U 6   ( S h a d e r )   5E'E
 
 G P U 7   D i o d e   ( S h a d e r ) = G P U 7   ( S h a d e r )   5E'E
 
 G P U 8   D i o d e   ( S h a d e r ) = G P U 8   ( S h a d e r )   5E'E
 
 G P U 9   D i o d e   ( S h a d e r ) = G P U 9   ( S h a d e r )   5E'E
 
 G P U 1 0   D i o d e   ( S h a d e r ) = G P U 1 0   ( S h a d e r )   5E'E
 
 G P U 1 1   D i o d e   ( S h a d e r ) = G P U 1 1   ( S h a d e r )   5E'E
 
 G P U 1 2   D i o d e   ( S h a d e r ) = G P U 1 2   ( S h a d e r )   5E'E
 
 G P U % d   D i o d e   ( S h a d e r ) = G P U % d   ( S h a d e r )   5E'E
 
 G P U   S h a d e r = G P U   5E'E
 
 G P U 1   S h a d e r = G P U 1   5E'E
 
 G P U 2   S h a d e r = G P U 2   5E'E
 
 G P U 3   S h a d e r = G P U 3   5E'E
 
 G P U 4   S h a d e r = G P U 4   5E'E
 
 G P U 5   S h a d e r = G P U 5   5E'E
 
 G P U 6   S h a d e r = G P U 6   5E'E
 
 G P U 7   S h a d e r = G P U 7   5E'E
 
 G P U 8   S h a d e r = G P U 8   5E'E
 
 G P U 9   S h a d e r = G P U 9   5E'E
 
 G P U 1 0   S h a d e r = G P U 1 0   5E'E
 
 G P U 1 1   S h a d e r = G P U 1 1   5E'E
 
 G P U 1 2   S h a d e r = G P U 1 2   5E'E
 
 G P U % d   S h a d e r = G P U % d   5E'E
 
 G P U   M e m o r y = G P U   0'C1)  'D@
 
 G P U 1   M e m o r y = G P U 1   0'C1)  'D@
 
 G P U 2   M e m o r y = G P U 2   0'C1)  'D@
 
 G P U 3   M e m o r y = G P U 3   0'C1)  'D@
 
 G P U 4   M e m o r y = G P U 4   0'C1)  'D@
 
 G P U 5   M e m o r y = G P U 5   0'C1)  'D@
 
 G P U 6   M e m o r y = G P U 6   0'C1)  'D@
 
 G P U 7   M e m o r y = G P U 7   0'C1)  'D@
 
 G P U 8   M e m o r y = G P U 8   0'C1)  'D@
 
 G P U 9   M e m o r y = G P U 9   0'C1)  'D@
 
 G P U 1 0   M e m o r y = G P U 1 0   0'C1)  'D@
 
 G P U 1 1   M e m o r y = G P U 1 1   0'C1)  'D@
 
 G P U 1 2   M e m o r y = G P U 1 2   0'C1)  'D@
 
 G P U % d   M e m o r y = G P U % d   0'C1)  'D@
 
 * * * G P U   M e m o r y   # % d = G P U   m e m o r i a   # % d 
 
 * * * G P U 1   M e m o r y   # % d = G P U 1   m e m o r i a   # % d 
 
 * * * G P U 2   M e m o r y   # % d = G P U 2   m e m o r i a   # % d 
 
 * * * G P U 3   M e m o r y   # % d = G P U 3   m e m o r i a   # % d 
 
 * * * G P U 4   M e m o r y   # % d = G P U 4   m e m o r i a   # % d 
 
 * * * G P U 5   M e m o r y   # % d = G P U 5   m e m o r i a   # % d 
 
 * * * G P U 6   M e m o r y   # % d = G P U 6   m e m o r i a   # % d 
 
 * * * G P U 7   M e m o r y   # % d = G P U 7   m e m o r i a   # % d 
 
 * * * G P U 8   M e m o r y   # % d = G P U 8   m e m o r i a   # % d 
 
 * * * G P U 9   M e m o r y   # % d = G P U 9   m e m o r i a   # % d 
 
 * * * G P U 1 0   M e m o r y   # % d = G P U 1 0   m e m o r i a   # % d 
 
 * * * G P U 1 1   M e m o r y   # % d = G P U 1 1   m e m o r i a   # % d 
 
 * * * G P U 1 2   M e m o r y   # % d = G P U 1 2   m e m o r i a   # % d 
 
 G P U   M e m o r y   C o r e = G P U   BD(  0'C1)  'D@
 
 G P U   M e m o r y   I / O = G P U   I / O   0'C1)
 
 G P U   A m b i e n t = G P U   E-J7  'D@
 
 G P U 1   A m b i e n t = G P U 1   E-J7  'D@
 
 G P U 2   A m b i e n t = G P U 2   E-J7  'D@
 
 G P U 3   A m b i e n t = G P U 3   E-J7  'D@
 
 G P U 4   A m b i e n t = G P U 4   E-J7  'D@
 
 G P U 5   A m b i e n t = G P U 5   E-J7  'D@
 
 G P U 6   A m b i e n t = G P U 6   E-J7  'D@
 
 G P U 7   A m b i e n t = G P U 7   E-J7  'D@
 
 G P U 8   A m b i e n t = G P U 8   E-J7  'D@
 
 G P U 9   A m b i e n t = G P U 9   E-J7  'D@
 
 G P U 1 0   A m b i e n t = G P U 1 0   E-J7  'D@
 
 G P U 1 1   A m b i e n t = G P U 1 1   E-J7  'D@
 
 G P U 1 2   A m b i e n t = G P U 1 2   E-J7  'D@
 
 G P U % d   A m b i e n t = G P U % d   E-J7  'D@
 
 * * * G P U   T D P % = G P U   T D P % 
 
 P o w e r   S u p p l y = E5/1  'D7'B)
 
 P o w e r   S u p p l y   # % d = % d   E5/1  'D7'B)
 
 % s   V   S t a n d b y = % s   AHD*  %-*J'7J
 
 V B A T   B a t t e r y = V B A T   (7'1J)
 
 * * * W a t e r = V i z 
 
 * * * W a t e r   # 2 = 2 .   v i z 
 
 * * * W a t e r   # 3 = 3 .   v i z 
 
 * * * W a t e r   # 4 = 4 .   v i z 
 
 * * * W a t e r   I n = B e j o v o   v i z 
 
 * * * W a t e r   I n   # 2 = 2 .   b e j o v o   v i z 
 
 * * * W a t e r   O u t = K i m e n o   v i z 
 
 * * * W a t e r   O u t   # 2 = 2 .   k i m e n o   v i z 
 
 * * * W a t e r   F l o w = V i z a r a m l a s 
 
 * * * W a t e r   F l o w   # 2 = 2 .   v i z a r a m l a s 
 
 * * * W a t e r   P u m p = V i z s z i v a t t y u 
 
 * * * W a t e r   P u m p   # 1 = 1 .   v i z s z i v a t t y u 
 
 * * * W a t e r   P u m p   # 2 = 2 .   v i z s z i v a t t y u 
 
 * * * W a t e r   Q u a l i t y = V i z m i n o s e g 
 
 * * * P r e s s u r e = N y o m a s 
 
 * * * A c t u a l   A l a r m   L e v e l = A k t u a l i s   r i a s z t a s i   s z i n t 
 
 
 
 / /   T r a n s l a t e   t h i s   o n e   a s   " w a t e r   p u m p " ,   a   c o m p o n e n t   o f   w a t e r   c o o l i n g 
 
 P u m p   # % d = # % d   E6.)
 
 
 
 O p e r a t i n g   S y s t e m   P r o p e r t i e s = .5'&5  F8'E  'D*4:JD
 
 O S   N a m e = %3E  'DF8'E
 
 O S   C o d e   N a m e = %3E  4A1)  'DF8'E
 
 O S   L a n g u a g e = D:)  'DF8'E
 
 O S   I n s t a l l e r   L a n g u a g e = EDA  *+(J*  D:)  F8'E  'D*4:JD
 
 O S   K e r n e l   T y p e = DDF8'E  k e r n e l   FH9  'D@
 
 O S   V e r s i o n = F3.)  'DF8'E
 
 O S   S e r v i c e   P a c k = -2E)  'D./E)  DDF8'E
 
 O S   I n s t a l l a t i o n   D a t e = *'1J.  *+(J*  'DF8'E
 
 O S   R o o t = ,01  'DF8'E
 
 
 
 L i c e n s e   I n f o r m a t i o n = E9DHE'*  'D1.5)
 
 R e g i s t e r e d   O w n e r = 'DE'DC  'DE3,D
 
 R e g i s t e r e d   O r g a n i z a t i o n = 'DEF8E)  'DE3,D)
 
 L i c e n s e d   P r o c e s s o r s = 'DE9'D,'*  'DE1.5)
 
 P r o d u c t   I D = *91JA  'DEF*,
 
 P r o d u c t   K e y = EA*'-  'DEF*,
 
 P r o d u c t   A c t i v a t i o n = *F4J7  'DEF*,
 
 % d   d a y s   r e m a i n i n g = ('BJ  % d   JHE
 
 
 
 C u r r e n t   S e s s i o n = 'D9EDJ)  'D-'DJ)
 
 U p T i m e = HB*  'D*4:JD
 
 
 
 D a t a   E x e c u t i o n   P r e v e n t i o n = EF9  */EJ1  'D(J'F'*
 
 S u p p o r t e d   b y   O p e r a t i n g   S y s t e m = E9*E/  EF  F8'E  'D*4:JD
 
 S u p p o r t e d   b y   C P U = C P U   E9*E/  EF  'D@
 
 A c t i v e   ( T o   P r o t e c t   A p p l i c a t i o n s ) = ( F47  ( D-E'J)  'D*7(JB'*
 
 A c t i v e   ( T o   P r o t e c t   D r i v e r s ) = ( F47  ( D-E'J)  'D*91JA'*
 
 
 
 C o m p o n e n t s   V e r s i o n = F3.)  'D9F'51
 
 * * * W i n d o w s   M e d i a   P l a y e r = W i n d o w s   M e d i a   P l a y e r 
 
 I n t e r n e t   E x p l o r e r   U p d a t e s = *-/J+'*  'D%F*1F*  %C3(DH11
 
 . N E T   F r a m e w o r k = . N E T - F r a m e w o r k 
 
 * * * N o v e l l   C l i e n t = N o v e l l   k l i e n s 
 
 
 
 O p e r a t i n g   S y s t e m   F e a t u r e s = 9F'51  F8'E  'D*4:JD
 
 D e b u g   V e r s i o n = F3.)  E5--
 
 D B C S   V e r s i o n = D B C S   F3.)
 
 D o m a i n   C o n t r o l l e r = EH,G  F7'B
 
 N e t w o r k   P r e s e n t = H,H/  4(C)
 
 S e c u r i t y   P r e s e n t = H69J)  #E'F
 
 R e m o t e   S e s s i o n = ,D3)  9ED  (9J/)
 
 S a f e   M o d e = H69  "EF
 
 S l o w   P r o c e s s o r = 'DE9'D,  (7J!
 
 T e r m i n a l   S e r v i c e s = ./E'*  71AJ)
 
 
 
 A c c o u n t   S e c u r i t y   P r o p e r t i e s = .5'&5  #E'F  'D-3'(
 
 C o m p u t e r   R o l e = B'9/)  'DCE(JH*1
 
 D o m a i n   N a m e = %3E  'DE,'D
 
 P r i m a r y   D o m a i n   C o n t r o l l e r = EH,G  'DE,'D  'D#HDJ
 
 F o r c e d   L o g o f f   T i m e = HB*  *3,JD  'D.1H,  'D%,('1J
 
 M i n   /   M a x   P a s s w o r d   A g e = #BD  \   #/FI  9E1  DCDE)  'DE1H1
 
 M i n i m u m   P a s s w o r d   L e n g t h = #BD  7HD  DCDE)  'DE1H1
 
 P a s s w o r d   H i s t o r y   L e n g t h = 7HD  E-AH8'*  CDE)  'DE1H1
 
 L o c k o u t   T h r e s h o l d = 9*()  'D%:D'B
 
 L o c k o u t   D u r a t i o n = A*1)  'D%61'(
 
 L o c k o u t   O b s e r v a t i o n   W i n d o w = F'A0)  E9'JF)  'D%61'(
 
 
 
 U s e r   P r o p e r t i e s = .5'&5  'DE3*./E
 
 C o m m e n t = *9DJB
 
 U s e r   C o m m e n t = *9DJB  'DE3*./E
 
 H o m e   F o l d e r = 'DE,D/  'D1&J3J
 
 L o g o n   S c r i p t = EDA  'D(1F'E,  'DF5J  DD/.HD
 
 
 
 M e m b e r   O f   G r o u p s = 96H  DE,EH9'*
 
 L o g o n   C o u n t = 9/'/  *3,JD  'D/.HD
 
 D i s k   Q u o t a = -5)  'DB15
 
 U s e r   F e a t u r e s = 9F'51  'DE3*./E
 
 L o g o n   S c r i p t   E x e c u t e d = 'D(1F'E,  'DF5J  D*3,JD  'D/.HD  'DEFAQ0
 
 A c c o u n t   D i s a b l e d = 'D-3'(  E97QD
 
 L o c k e d   O u t   U s e r = E3*./E  E-8H1
 
 H o m e   F o l d e r   R e q u i r e d = E,D/  1&J3J  E7DH(
 
 P a s s w o r d   R e q u i r e d = CDE)  E1H1  E7DH()
 
 R e a d - O n l y   P a s s w o r d = CDE)  E1H1  DDB1'!)  AB7
 
 P a s s w o r d   N e v e r   E x p i r e s = CDE)  E1H1  /'&E)
 
 
 
 L o c a l   G r o u p   P r o p e r t i e s = .5'&5  'DE,EH9)  'DE-DJ)
 
 G r o u p   M e m b e r s = #96'!  'DE,EH9)
 
 G l o b a l   G r o u p   P r o p e r t i e s = .5'&5  'DE,EH9)  'D9'E)
 
 
 
 V i d e o   A d a p t e r   P r o p e r t i e s = .5'&5  C1*  'DAJ/JH
 
 A d a p t e r   S t r i n g = 9('1)  'DC1*
 
 B I O S   S t r i n g = B I O S   9('1)  'D@
 
 C h i p   T y p e = FH9  'D1B'B)
 
 D A C   T y p e = D A C   FH9  'D@
 
 I n s t a l l e d   D r i v e r s = 'D*91JA'*  'DE+(*)
 
 M e m o r y   S i z e = -,E  'D0'C1)
 
 V i d e o   A d a p t e r   M a n u f a c t u r e r = 5'F9  C1*  'DAJ/JH
 
 
 
 G r a p h i c s   P r o c e s s o r   P r o p e r t i e s = .5'&5  E9'D,  'D13HE'*
 
 G P U   C o d e   N a m e = G P U   'D%3E  'DE4A1  D@
 
 * * * D e v i c e   C o d e   N a m e = E s z k o z   k o d n e v e 
 
 * * * D e v i c e   U U I D = E s z k o z   U U I D 
 
 G P U   C l o c k = G P U   3'9)  'D@
 
 G P U 1   C l o c k = G P U 1   3'9)  'D@
 
 G P U 2   C l o c k = G P U 2   3'9)  'D@
 
 G P U 3   C l o c k = G P U 3   3'9)  'D@
 
 G P U 4   C l o c k = G P U 4   3'9)  'D@
 
 G P U 5   C l o c k = G P U 5   3'9)  'D@
 
 G P U 6   C l o c k = G P U 6   3'9)  'D@
 
 G P U 7   C l o c k = G P U 7   3'9)  'D@
 
 G P U 8   C l o c k = G P U 8   3'9)  'D@
 
 G P U 9   C l o c k = G P U 9   3'9)  'D@
 
 G P U 1 0   C l o c k = G P U 1 0   3'9)  'D@
 
 G P U 1 1   C l o c k = G P U 1 1   3'9)  'D@
 
 G P U 1 2   C l o c k = G P U 1 2   3'9)  'D@
 
 G P U % d   C l o c k = G P U % d   3'9)  'D@
 
 G P U   S h a d e r   C l o c k = G P U   3'9)  5E'E
 
 G P U 1   S h a d e r   C l o c k = G P U 1   3'9)  5E'E
 
 G P U 2   S h a d e r   C l o c k = G P U 2   3'9)  5E'E
 
 G P U 3   S h a d e r   C l o c k = G P U 3   3'9)  5E'E
 
 G P U 4   S h a d e r   C l o c k = G P U 4   3'9)  5E'E
 
 G P U 5   S h a d e r   C l o c k = G P U 5   3'9)  5E'E
 
 G P U 6   S h a d e r   C l o c k = G P U 6   3'9)  5E'E
 
 G P U 7   S h a d e r   C l o c k = G P U 7   3'9)  5E'E
 
 G P U 8   S h a d e r   C l o c k = G P U 8   3'9)  5E'E
 
 G P U 9   S h a d e r   C l o c k = G P U 9   3'9)  5E'E
 
 G P U 1 0   S h a d e r   C l o c k = G P U 1 0   3'9)  5E'E
 
 G P U 1 1   S h a d e r   C l o c k = G P U 1 1   3'9)  5E'E
 
 G P U 1 2   S h a d e r   C l o c k = G P U 1 2   3'9)  5E'E
 
 G P U % d   S h a d e r   C l o c k = G P U % d   3'9)  5E'E
 
 G P U   M e m o r y   C l o c k = G P U   3'9)  0'C1)  'D@
 
 G P U 1   M e m o r y   C l o c k = G P U 1   3'9)  0'C1)  'D@
 
 G P U 2   M e m o r y   C l o c k = G P U 2   3'9)  0'C1)  'D@
 
 G P U 3   M e m o r y   C l o c k = G P U 3   3'9)  0'C1)  'D@
 
 G P U 4   M e m o r y   C l o c k = G P U 4   3'9)  0'C1)  'D@
 
 G P U 5   M e m o r y   C l o c k = G P U 5   3'9)  0'C1)  'D@
 
 G P U 6   M e m o r y   C l o c k = G P U 6   3'9)  0'C1)  'D@
 
 G P U 7   M e m o r y   C l o c k = G P U 7   3'9)  0'C1)  'D@
 
 G P U 8   M e m o r y   C l o c k = G P U 8   3'9)  0'C1)  'D@
 
 G P U 9   M e m o r y   C l o c k = G P U 9   3'9)  0'C1)  'D@
 
 G P U 1 0   M e m o r y   C l o c k = G P U 1 0   3'9)  0'C1)  'D@
 
 G P U 1 1   M e m o r y   C l o c k = G P U 1 1   3'9)  0'C1)  'D@
 
 G P U 1 2   M e m o r y   C l o c k = G P U 1 2   3'9)  0'C1)  'D@
 
 G P U % d   M e m o r y   C l o c k = G P U % d   3'9)  0'C1)  'D@
 
 W a r p   C l o c k = 3'9)  'D%F-F'!
 
 R A M D A C   C l o c k = R A M D A C   3'9)  'D@
 
 P i x e l   P i p e l i n e s = .7H7  #F'(J(  (JC3D
 
 T M U   P e r   P i p e l i n e = H3J7)  'D%13'D  DCD  .7  #F'(J(
 
 T e x t u r e   M a p p i n g   U n i t s = H-/'*  'DE8G1  'DH'B9J
 
 V e r t e x   S h a d e r s = 8D'DJ'*  'DBE)
 
 P i x e l   S h a d e r s = 8D'DJ'*  'D(JC3D
 
 U n i f i e d   S h a d e r s = 'DE8DD'*  'DEH-/)
 
 * * * T e n s o r   C o r e s = T e n s o r   m a g o k 
 
 * * * R a y - T r a c i n g   C o r e s = S u g a r k o v e t o   m a g o k 
 
 * * * P e r f o r m a n c e   C a p   R e a s o n = T e l j e s i t m e n y   k o r l a t o z a s   o k a 
 
 * * * G P U   P e r f C a p   R e a s o n = G P U   t e l j .   k o r l a t o z a s   o k a 
 
 * * * G P U 1   P e r f C a p   R e a s o n = G P U 1   t e l j .   k o r l a t o z a s   o k a 
 
 * * * G P U 2   P e r f C a p   R e a s o n = G P U 2   t e l j .   k o r l a t o z a s   o k a 
 
 * * * G P U 3   P e r f C a p   R e a s o n = G P U 3   t e l j .   k o r l a t o z a s   o k a 
 
 * * * G P U 4   P e r f C a p   R e a s o n = G P U 4   t e l j .   k o r l a t o z a s   o k a 
 
 * * * G P U 5   P e r f C a p   R e a s o n = G P U 5   t e l j .   k o r l a t o z a s   o k a 
 
 * * * G P U 6   P e r f C a p   R e a s o n = G P U 6   t e l j .   k o r l a t o z a s   o k a 
 
 * * * G P U 7   P e r f C a p   R e a s o n = G P U 7   t e l j .   k o r l a t o z a s   o k a 
 
 * * * G P U 8   P e r f C a p   R e a s o n = G P U 8   t e l j .   k o r l a t o z a s   o k a 
 
 * * * G P U 9   P e r f C a p   R e a s o n = G P U 9   t e l j .   k o r l a t o z a s   o k a 
 
 * * * G P U 1 0   P e r f C a p   R e a s o n = G P U 1 0   t e l j .   k o r l a t o z a s   o k a 
 
 * * * G P U 1 1   P e r f C a p   R e a s o n = G P U 1 1   t e l j .   k o r l a t o z a s   o k a 
 
 * * * G P U 1 2   P e r f C a p   R e a s o n = G P U 1 2   t e l j .   k o r l a t o z a s   o k a 
 
 * * * T h e o r e t i c a l   P e a k   P e r f o r m a n c e = E l m e l e t i   c s u c s t e l j e s i t m e n y 
 
 P i x e l   F i l l r a t e = E9/D- *9(&)  (JC3D
 
 T e x e l   F i l l r a t e = E9/D- *9(&)  *JC3D
 
 * * * S i n g l e - P r e c i s i o n   F L O P S = E g y s z e r e s   p o n t o s s a g u   F L O P S 
 
 * * * D o u b l e - P r e c i s i o n   F L O P S = D u p l a   p o n t o s s a g u   F L O P S 
 
 * * * T e n s o r   F L O P S = T e n s o r   F L O P S 
 
 * * * 2 4 - b i t   I n t e g e r   I O P S = 2 4   b i t e s   e g e s z   I O P S 
 
 * * * 3 2 - b i t   I n t e g e r   I O P S = 3 2   b i t e s   e g e s z   I O P S 
 
 * * * 6 4 - b i t   I n t e g e r   I O P S = 6 4   b i t e s   e g e s z   I O P S 
 
 D i r e c t X   H a r d w a r e   S u p p o r t = D i r e c t X   /9E  G'1/- HJ1
 
 S h a d e r = 'D*8DJD
 
 * * * S h a d e r   M o d e l = S h a d e r   m o d e l l 
 
 * * * A r c h i t e c t u r e = A r c h i t e k t u r a 
 
 * * * S I M D   P e r   C o m p u t e   U n i t = S I M D   p e r   s z a m o l o   e g y s e g 
 
 * * * S I M D   W i d t h = S I M D   s z e l e s s e g 
 
 * * * S I M D   I n s t r u c t i o n   W i d t h = S I M D   u t a s i t a s   s z e l e s s e g 
 
 G r a p h i c s   P r o c e s s o r   M a n u f a c t u r e r = 5'F9  E9'D,  'D13HEJ'*
 
 * * * n V I D I A   F o r c e W a r e   C l o c k s = n V I D I A   F o r c e W a r e   o r a j e l e k 
 
 * * * L e v e l   # 1 = 1 .   s z i n t 
 
 * * * L e v e l   # 2 = 2 .   s z i n t 
 
 * * * L e v e l   # 3 = 3 .   s z i n t 
 
 * * * L e v e l   # 4 = 4 .   s z i n t 
 
 * * * L e v e l   # 5 = 5 .   s z i n t 
 
 
 
 M o n i t o r   P r o p e r t i e s = .5'&5  'D4'4)
 
 M o n i t o r   I D = GHJ)  'D4'4)
 
 M o n i t o r   T y p e = FH9  'D4'4)
 
 M a n u f a c t u r e   D a t e = *'1J.  'D5F9
 
 M a x .   V i s i b l e   D i s p l a y   S i z e = #B5I  -,E  DD916  'DE1&J
 
 P i c t u r e   A s p e c t   R a t i o = E9/D  %13'D  (J'F'*  'D5H1)
 
 H o r i z o n t a l   F r e q u e n c y = 'D*1//  'D#ABJ
 
 V e r t i c a l   F r e q u e n c y = 'D*1//  'D1#3J
 
 * * * P i x e l   C l o c k = P i x e l   o r a j e l 
 
 M a x i m u m   P i x e l   C l o c k = #B5I  3'9)  DD(JC3D
 
 M a x i m u m   R e s o l u t i o n = 'D/B)  'DB5HI
 
 G a m m a = :'E'
 
 * * * P i x e l   D e n s i t y = P i x e l   s u r u s e g 
 
 B r i g h t n e s s = 'D37H9
 
 C o n t r a s t   R a t i o = E9/D  'D*('JF
 
 V i e w i n g   A n g l e s = 2H'J'  'D916
 
 I n p u t   C o n n e c t o r s = #/H'*  'D*H5JD  DD%/.'D
 
 D P M S   M o d e   S u p p o r t = D P M S   /9E  H69J)
 
 S u p p o r t e d   V i d e o   M o d e s = #H6'9  'DAJ/JH  'DE/9HE)
 
 M o n i t o r   M a n u f a c t u r e r = 5'F9  'D4'4)
 
 D r i v e r   D o w n l o a d = *F2JD  'D*91JA
 
 D r i v e r   U p d a t e = *-/J+  'D*91JA
 
 F i r m w a r e   D o w n l o a d = *F2JD  (1'E,  +'(*)
 
 F i r m w a r e   R e v i s i o n = E1',9)  'D(1'E,  'D+'(*)
 
 F i r m w a r e   D a t e = *'1J.  'D(1'E,  'D+'(*)
 
 
 
 D e s k t o p   P r o p e r t i e s = .5'&5  37-  'DEC*(
 
 D e v i c e   T e c h n o l o g y = *BFJ)  'D,G'2
 
 R e s o l u t i o n = /B)  'D916
 
 D e s k t o p   R e s o l u t i o n = /B)  'D916  D37-  'DEC*(
 
 * * * P r e v i e w   & r e s o l u t i o n : = E l o n e z e t   & f e l b o n t a s : 
 
 * * * L C D   & r e s o l u t i o n : = L C D   & f e l b o n t a s : 
 
 D i s p l a y   B r i g h t n e s s   L e v e l = E3*HI  37H9  'D916
 
 C o l o r   D e p t h = 9EB  'DDHF
 
 C o l o r   P l a n e s = 5AHA  'DDHF
 
 F o n t   R e s o l u t i o n = /B)  'D.7
 
 P i x e l   W i d t h   /   H e i g h t = 'D%1*A'9  \   'D916  (JC3D
 
 P i x e l   D i a g o n a l = 'DB71  (JC3D
 
 V e r t i c a l   R e f r e s h   R a t e = E9/D  'D*-/J+  'D1#3J
 
 D e s k t o p   W a l l p a p e r = .DAJ)  37-  'DEC*(
 
 * * * T a s k b a r   B u t t o n   C o m b i n i n g = T a l c a g o m b o k   o s s z e v o n a s a 
 
 * * * A l w a y s ,   h i d e   l a b e l s = M i n d i g ,   c i m k e k   n e l k u l 
 
 * * * W h e n   t a s k b a r   i s   f u l l = H a   a   t a l c a   m e g t e l t 
 
 * * * S m a l l   T a s k b a r   B u t t o n s = K i s   t a l c a g o m b o k 
 
 * * * T a s k b a r   B u t t o n   B a d g e s = T a l c a g o m b   j e l v e n y e k 
 
 * * * T a s k b a r   L o c k e d = T a l c a   z a r o l a s a 
 
 
 
 D e s k t o p   E f f e c t s = *#+J1'*  37-  'DEC*(
 
 C o m b o - B o x   A n i m a t i o n = -1C)  B'&E)  'D.J'1
 
 * * * D a r k   M o d e = S o t e t   m o d 
 
 D r o p   S h a d o w   E f f e c t = *#+J1  8D'D  'D%3B'7
 
 F l a t   M e n u   E f f e c t = *#+J1  'DB'&E)  'DE37-)
 
 F o n t   S m o o t h i n g = F9HE)  'D.7H7
 
 F u l l   W i n d o w   D r a g g i n g = %3B'7  'DF'A0)  'DC'ED)
 
 G r a d i e n t   W i n d o w   T i t l e   B a r s = #417)  E3EI  'DF'A0)  'DE*/1,)
 
 H i d e   M e n u   A c c e s s   K e y s = EA'*J-  /.HD  'DB'&E)  'DE.AJ)
 
 H o t   T r a c k i n g   E f f e c t = *#+J1  'D*71B  'D3'.F
 
 I c o n   T i t l e   W r a p p i n g = :D'A  E3EI  'D1E2
 
 L i s t - B o x   S m o o t h   S c r o l l i n g = 'D*E1J1  'DF'9E  D%7'1  'DB'&E)
 
 M e n u   A n i m a t i o n = -1C)  'DB'&E)
 
 M e n u   F a d e   E f f e c t = *#+J1  *D'4J  'DB'&E)
 
 M i n i m i z e / R e s t o r e   A n i m a t i o n = -1C)  'D%3*9'/)\ 'D*5:J1
 
 M o u s e   C u r s o r   S h a d o w = 8D'D  E$41  'DA#1)
 
 S e l e c t i o n   F a d e   E f f e c t = *#+J1  *D'4J  'D*-/J/
 
 S h o w S o u n d s   A c c e s s i b i l i t y   F e a t u r e = 9F'51  H5HD  %8G'1  'D#5H'*
 
 T o o l T i p   A n i m a t i o n = -1C)  'D*DEJ-'*
 
 T o o l T i p   F a d e   E f f e c t = *#+J1  *D'4J  'D*DEJ-'*
 
 W i n d o w s   P l u s !   E x t e n s i o n = W i n d o w s   P l u s   .   *H3J9
 
 
 
 O p e n G L   P r o p e r t i e s = O p e n G L   .5'&5  'D@
 
 S h a d i n g   L a n g u a g e   V e r s i o n = F3.)  D:)  'D*8DJD
 
 I C D   D r i v e r = I C D   *91JA
 
 O p e n G L   C o m p l i a n c y = O p e n G L   E7'H9)
 
 O p e n G L   E x t e n s i o n s = O p e n G L   %E*/'/'*
 
 T o t a l   /   S u p p o r t e d   E x t e n s i o n s = 'D%,E'DJ  /   'D%E*/'/'*  'DE/9HE)
 
 S u p p o r t e d   C o m p r e s s e d   T e x t u r e   F o r m a t s = 'D*F3JB'*  'DF5J)  'DE6:H7)  'DE9*E/)
 
 O p e n G L   F e a t u r e s = O p e n G L   9F'51
 
 
 
 O p e n A L   P r o p e r t i e s = O p e n A L   .5'&5  'D@
 
 H a r d w a r e   S o u n d   B u f f e r s = 'DE.2HF'*  'DE$B*)  D5H*  'D,G'2
 
 T o t a l   /   F r e e   X - R A M = 'DCDJ  /   'D-1  X - R A M 
 
 O p e n A L   E x t e n s i o n s = O p e n A L   %E*/'/'*
 
 
 
 C l o c k   R a t e = E9/D  'D3'9)
 
 M u l t i p r o c e s s o r s = E9'D,'*  E*9//)
 
 M u l t i p r o c e s s o r s   /   C o r e s = E9'D,'*  E*9//)  /   BDH(
 
 * * * S t r e a m i n g   M u l t i p r o c e s s o r s = S t r e a m i n g   m u l t i p r o c e s s z o r o k 
 
 * * * C o m p u t e   U n i t s = S z a m o l o   e g y s e g e k 
 
 * * * C o m p u t e   U n i t s   /   C o r e s = S z a m o l o   e g y s e g e k   /   M a g o k 
 
 C A L   V e r s i o n = C A L   F3.)
 
 M e m o r y   P r o p e r t i e s = .5'&5  'D0'C1)
 
 C A L   E x t e n s i o n s = C A L   %E*/'/'*
 
 * * * G l o b a l   M e m o r y = G l o b a l i s   m e m o r i a 
 
 * * * G l o b a l   M e m o r y   B u s   W i d t h = G l o b a l i s   m e m o r i a b u s z   s z e l e s s e g e 
 
 
 
 O p e n C L   P r o p e r t i e s = O p e n C L   .5'&5
 
 P l a t f o r m   N a m e = %3E  'DF8'E
 
 P l a t f o r m   V e n d o r = ('&9  'DF8'E
 
 P l a t f o r m   V e r s i o n = F3.)  'DF8'E
 
 P l a t f o r m   P r o f i l e = 'D*4CJD  'D,'F(J  DDF8'E
 
 D e v i c e   V e n d o r = ('&9  'D,G'2
 
 D e v i c e   V e r s i o n = F3.)  'D,G'2
 
 D e v i c e   P r o f i l e = 'D*4CJD  'D,'F(J  DD,G'2
 
 O p e n C L   C   V e r s i o n = O p e n C L   C   F3.)
 
 * * * H a l f - P r e c i s i o n   F l o a t i n g - P o i n t   C a p a b i l i t i e s = F e l   p o n t o s s a g u   l e b e g o p o n t o s   k e p e s s e g e k 
 
 * * * S i n g l e - P r e c i s i o n   F l o a t i n g - P o i n t   C a p a b i l i t i e s = E g y s z e r e s   p o n t o s s a g u   l e b e g o p o n t o s   k e p e s s e g e k 
 
 * * * D o u b l e - P r e c i s i o n   F l o a t i n g - P o i n t   C a p a b i l i t i e s = D u p l a   p o n t o s s a g u   l e b e g o p o n t o s   k e p e s s e g e k 
 
 O p e n C L   C o m p l i a n c y = O p e n C L   E7'H9)
 
 D e v i c e   E x t e n s i o n s = %E*/'/'*  'D,G'2
 
 
 
 * * * A P I   V e r s i o n = A P I   v e r z i o 
 
 * * * M i n   /   M a x   A X L   V e r s i o n = M i n   /   M a x   A X L   v e r z i o 
 
 * * * U n i v e r s a l = U n i v e r z a l i s 
 
 * * * C o m p u t e   O n l y = C s a k   s z a m i t a s i 
 
 * * * T i m e r = I d o z i t o 
 
 * * * D i s c r e t e = D i s z k r e t 
 
 * * * V i r t u a l = V i r t u a l i s 
 
 * * * E m b e d d e d = B e a g y a z o t t 
 
 
 
 A C M   D r i v e r   P r o p e r t i e s = A C M   .5'&5  *91A  'D@
 
 C o p y r i g h t   N o t i c e = ED'-8)  -BHB  'DF41
 
 D r i v e r   F e a t u r e s = 9F'51  'D*91JA
 
 D r i v e r   V e r s i o n = F3.)  'D*91JA
 
 
 
 M C I   D e v i c e   P r o p e r t i e s = M C I   .5'&5  ,G'2  'D@
 
 N a m e = 'D%3E
 
 M C I   D e v i c e   F e a t u r e s = M C I   9F'51  ,G'2
 
 C o m p o u n d   D e v i c e = ,G'2  E$DA
 
 F i l e   B a s e d   D e v i c e = ,G'2  E1*C2  9DI  EDA
 
 C a n   E j e c t = B/1)  'D%.1',
 
 C a n   P l a y = B/1)  'D*4:JD
 
 C a n   P l a y   I n   R e v e r s e = B/1)  'D*4:JD  'D9C3J
 
 C a n   R e c o r d = B/1)  'D*3,JD
 
 C a n   S a v e   D a t a = B/1)  -A8  'D(J'F'*
 
 C a n   F r e e z e   D a t a = B/1)  *,EJ/  'D(J'F'*
 
 C a n   L o c k   D a t a = B/1)  BAD  'D(J'F'*
 
 C a n   S t r e t c h   F r a m e = B/1)  *E/J/  'D%7'1'*
 
 C a n   S t r e t c h   I n p u t = B/1)  *E/J/  'D%/.'D
 
 C a n   T e s t = B/1)  'DA-5
 
 A u d i o   C a p a b l e = B/1)  'D5H*
 
 V i d e o   C a p a b l e = B/1)  'DAJ/JH
 
 S t i l l   I m a g e   C a p a b l e = B/1)  *+(J*  'D5H1
 
 
 
 S p e e c h   A P I   i n f o r m a t i o n = S p e e c h   A P I   E9DHE'*
 
 S A P I   P r o p e r t i e s = S A P I   .5'&5
 
 S A P I 4   V e r s i o n = S A P I 4   F3.)
 
 S A P I 5   V e r s i o n = S A P I 5   F3.)
 
 V o i c e = 'D5H*
 
 V o i c e   N a m e = %3E  'D5H*
 
 V o i c e   P a t h = E3'1  'D5H*
 
 A g e = 'D9E1
 
 A d u l t = ('D:
 
 G e n d e r = 'D,F3
 
 M a l e = 0C1
 
 F e m a l e = #F+I
 
 S p e e c h   R e c o g n i z e r = #/')  'D*91A  9DI  'D5H*
 
 S p e a k i n g   S t y l e = 71JB)  'D*-/+
 
 S u p p o r t e d   L o c a l e s = 'DD:'*  'DE9*E/)
 
 
 
 O p t i c a l   D r i v e   P r o p e r t i e s = .5'&5  'DE-1C  'D(51J
 
 D e v i c e   M a n u f a c t u r e r = 5'F9  'D,G'2
 
 R e g i o n   C o d e = 1E2  'DEF7B)
 
 R e m a i n i n g   U s e r   C h a n g e s = *:JJ1'*  'DE3*./E  'DE*(BJ)
 
 R e m a i n i n g   V e n d o r   C h a n g e s = *:JJ1'*  'D('&9  'DE*(BJ)
 
 R e a d i n g   S p e e d s = 319)  'DB1'!)
 
 W r i t i n g   S p e e d s = 319)  'DC*'()
 
 S u p p o r t e d   D i s k   T y p e s = #FH'9  'D#B1'5  'DE9*E/)
 
 R e a d = B1'!)
 
 R e a d   +   W r i t e = B1'!)  +   C*'()
 
 
 
 O p t i c a l   D r i v e   F e a t u r e s = EEJ2'*  'DE-1C  'D(51J)
 
 
 
 A T A   D e v i c e   P r o p e r t i e s = A T A   .5'&5  ,G'2
 
 N V M e   D e v i c e   P r o p e r t i e s = N V M e   .5'&5  ,G'2
 
 A T A P I   D e v i c e   P r o p e r t i e s = A T A P I   .5'&5  ,G'2
 
 P a r a m e t e r s = 'DE9'JJ1
 
 L B A   S e c t o r s = L B A   B7'9'*
 
 * * * P h y s i c a l   /   L o g i c a l   S e c t o r   S i z e = F i z i k a i   /   L o g i k a i   s z e k t o r m e r e t 
 
 B u f f e r = 'DE.2HF  'DE$B*
 
 M u l t i p l e   S e c t o r s = B7'9'*  E*9//)
 
 E C C   B y t e s = E C C   ('J*'*
 
 M a x .   P I O   T r a n s f e r   M o d e = M a x .   P I O   FE7  FBD
 
 M a x .   M W D M A   T r a n s f e r   M o d e = M a x .   M W D M A   FE7  FBD
 
 A c t i v e   M W D M A   T r a n s f e r   M o d e = 'DF47  M W D M A   FE7  FBD
 
 M a x .   U D M A   T r a n s f e r   M o d e = M a x .   U D M A   FE7  FBD
 
 A c t i v e   U D M A   T r a n s f e r   M o d e = 'DF47  U D M A   FE7  FBD
 
 U n f o r m a t t e d   C a p a c i t y = 'D39)  'D:J1  EGJ#)
 
 A T A   S t a n d a r d = 9'/J  A T A 
 
 
 
 A T A   D e v i c e   F e a t u r e s = A T A   9F'51  ,G'2
 
 N V M e   D e v i c e   F e a t u r e s = N V M e   9F'51  ,G'2
 
 * * * A T A   C o m m a n d s = A T A   p a r a n c s o k 
 
 * * * N V M e   C o m m a n d s = N V M e   p a r a n c s o k 
 
 * * * S a n i t i z e   O p e r a t i o n s = M e g t i s z t i t a s i   m u v e l e t e k 
 
 S e c u r i t y   M o d e = H69J)  #E'F
 
 A d v a n c e d   P o w e r   M a n a g e m e n t = %/'1)  'D7'B)  'DE*B/E)
 
 W r i t e   C a c h e = E.2HF- E$B*  'DC*'()
 
 
 
 A T A   D e v i c e   P h y s i c a l   I n f o = 'D7(J9J)  A T A   E9DHE'*  ,G'2
 
 D i s k   D e v i c e   P h y s i c a l   I n f o = E9DHE'*  ,G'2  'DB15  'D7(J9J)
 
 H a r d   D i s k   F a m i l y = A5JD)  'DB15  'D5D(
 
 H a r d   D i s k   N a m e = %3E  'DB15  'D5D(
 
 F a m i l y   C o d e   N a m e = %3E  1E2  'DA5JD)
 
 F o r m a t t e d   C a p a c i t y = 'D39)  'DEGJ#)
 
 D i s k s = 'D#B1'5
 
 R e c o r d i n g   S u r f a c e s = #37-  'D*3,JD
 
 P h y s i c a l   D i m e n s i o n s = 'D#(9'/  'D7(J9J)
 
 M a x .   W e i g h t = #B5I  916
 
 A v e r a g e   R o t a t i o n a l   L a t e n c y = E9/D  2EF  'DH5HD  'D/'&1J
 
 R o t a t i o n a l   S p e e d = 'D319)  'D/'&1J)
 
 * * * M e d i a   R o t a t i o n   R a t e = M e d i a   f o r g a s i   s e b e s s e g 
 
 M a x .   I n t e r n a l   D a t a   R a t e = #B5I  E9/D  DD(J'F'*  'D/'.DJ)
 
 A v e r a g e   S e e k = E9/D  'D*B5J
 
 T r a c k - t o - T r a c k   S e e k = *B5J  71JB- %DI- 71JB
 
 F u l l   S e e k = *B5J  C'ED
 
 I n t e r f a c e = 'DH',G)
 
 B u f f e r - t o - H o s t   D a t a   R a t e = E.2HF  E$B*- %DI- E9/D  'D(J'F'*
 
 B u f f e r   S i z e = -,E  'DE.2HF  'DE$B*
 
 S p i n - U p   T i m e = 2EF  'D%D*A'A
 
 A T A   D e v i c e   M a n u f a c t u r e r = A T A   5'F9  ,G'2  'D@
 
 
 
 S S D   F e a t u r e s = S S D   H8'&A
 
 T R I M   C o m m a n d = T R I M   #E1
 
 
 
 S S D   P h y s i c a l   I n f o = 'D7(J9J)  S S D   E9DHE'*
 
 S S D   F a m i l y = S S D   9'&D)
 
 C o n t r o l l e r   T y p e = FH9  H-/)  'D*-CE
 
 F l a s h   M e m o r y   T y p e = F l a s h   FH9  0'C1)
 
 * * * C o n t r o l l e r   I D = V e z e r l o   a z o n o s i t o j a 
 
 * * * I E E E   O U I   I d e n t i f i e r = I E E E   O U I   a z o n o s i t o 
 
 * * * T o t a l   N V M   C a p a c i t y = O s s z e s   N V M   k a p a c i t a s 
 
 M a x .   S e q u e n t i a l   R e a d   S p e e d = #B5I  319)  DDB1'!)  'DE*3D3D)
 
 M a x .   S e q u e n t i a l   W r i t e   S p e e d = #B5I  319)  DDC*'()  'DE*3D3D)
 
 M a x .   R a n d o m   4   K B   R e a d = #B5I  319)  DDB1'!)  4   C(
 
 M a x .   R a n d o m   4   K B   W r i t e = #B5I  319)  DDC*'()  4   C(
 
 I n t e r f a c e   D a t a   R a t e = E9/D  (J'F'*  'DH',G)
 
 
 
 K e y b o a r d   P r o p e r t i e s = .5'&5  DH-)  'DEA'*J-
 
 K e y b o a r d   N a m e = %3E  DH-)  'DEA'*J-
 
 K e y b o a r d   T y p e = FH9  DH-)  'DEA'*J-
 
 K e y b o a r d   L a y o u t = E.77  DH-)  'DEA'*J-
 
 A N S I   C o d e   P a g e = A N S I   D'&-)  4A1)
 
 O E M   C o d e   P a g e = O E M   k   D'&-)  4A1)
 
 R e p e a t   D e l a y = *#.1  'D%9'/)
 
 R e p e a t   R a t e = E9/D  'D%9'/)
 
 
 
 M o u s e   P r o p e r t i e s = .5'&5  'DA#1)
 
 M o u s e   N a m e = %3E  'DA#1)
 
 M o u s e   B u t t o n s = #21'1  'DA#1)
 
 M o u s e   H a n d = EB(6  'DA#1)
 
 P o i n t e r   S p e e d = 319)  'DE$41
 
 D o u b l e - C l i c k   T i m e = 2EF  'D6:7)  'DE2/H,)
 
 C l i c k - L o c k   T i m e = 2EF  'D6:7)
 
 X / Y   T h r e s h o l d = 9*()  3\ 5
 
 W h e e l   S c r o l l   L i n e s = 37H1  9,D)  'D*E1J1
 
 M o u s e   F e a t u r e s = 9F'51  'DA#1)
 
 A c t i v e   W i n d o w   T r a c k i n g = *9B(  F47  DDF'A0)
 
 H i d e   P o i n t e r   W h i l e   T y p i n g = %.A'!  'DE$41  #+F'!  'DC*'()
 
 M o u s e   W h e e l = 9,D)  'DA#1)
 
 M o v e   P o i n t e r   T o   D e f a u l t   B u t t o n = *-1JC  'DE$41  %DI  'D21  'D%A*1'6J
 
 P o i n t e r   T r a i l s = 0JHD  'DE$41
 
 C l i c k L o c k = C l i c k L o c k 
 
 M o u s e   M a n u f a c t u r e r = 5'F9  'DA#1)
 
 
 
 G a m e   C o n t r o l l e r   P r o p e r t i e s = .5'&5  EH,G  'D#D9'(
 
 B u t t o n s = 'D#21'1
 
 M i n   /   M a x   P o l l i n g   F r e q u e n c y = #B5I  \   #/FI  D*1//  'D%.*J'1
 
 M i n   /   M a x   U   C o o r d i n a t e = U   #B5I  \   #/FI  *3'HJ  D@
 
 M i n   /   M a x   V   C o o r d i n a t e = V   #B5I  \   #/FI  *3'HJ  D@
 
 M i n   /   M a x   X   C o o r d i n a t e = X   #B5I  \   #/FI  *3'HJ  D@
 
 M i n   /   M a x   Y   C o o r d i n a t e = Y   #B5I  \   #/FI  *3'HJ  D@
 
 M i n   /   M a x   Z   C o o r d i n a t e = Z   #B5I  \   #/FI  *3'HJ  D@
 
 M i n   /   M a x   R u d d e r   V a l u e = #B5I  \   #/FI  BJE)  *H,JG
 
 G a m e   C o n t r o l l e r   F e a t u r e s = 9F'51  EH,G  'D#D9'(
 
 D r i v e r   P r o b l e m = E4CD)  'D*91JA
 
 P O V   D i s c r e t e   V a l u e s = 'DEFA5D)  P O V   BJE
 
 R u d d e r = 'D*H,JG
 
 U   C o o r d i n a t e = U   *3'HJ
 
 V   C o o r d i n a t e = V   *3'HJ
 
 Z   C o o r d i n a t e = Z   *3'HJ
 
 
 
 N e t w o r k   A d a p t e r   P r o p e r t i e s = .5'&5  C1*  'D4(C)
 
 I n t e r f a c e   T y p e = FH9  'DH',G)  'D(JFJ)
 
 H a r d w a r e   A d d r e s s = 9FH'F  'DG'1/- HJ1
 
 u s e r - d e f i n e d = *91JA- 'DE3*./E
 
 C o n n e c t i o n   N a m e = %3E  'D%*5'D
 
 C o n n e c t i o n   S p e e d = 319)  'D%*5'D
 
 D N S   S u f f i x   S e a r c h   L i s t = D N S   B'&E)  (-+
 
 D H C P   L e a s e   O b t a i n e d = 'DEEDHC  D H C P   9B/  *#,J1
 
 D H C P   L e a s e   E x p i r e s = D H C P   %F*G'!  9B/  %J,'1
 
 W L A N   S i g n a l   S t r e n g t h = W L A N   BH)  %4'1)
 
 % d   d B m   ( N o   S i g n a l ) = % d   ( /J3J(D/ 1 E- H'*  ( D'  %4'1)
 
 % d   d B m   ( V e r y   L o w ) = % d   ( /J3J(D/ 1 E- H'*  ( 69JA)  ,/'
 
 % d   d B m   ( L o w ) = % d   ( /J3J(D/ 1 E- H'*  ( 69JA)
 
 % d   d B m   ( G o o d ) = % d   ( /J3J(D/ 1 E- H'*  ( ,J/)  
 
 % d   d B m   ( V e r y   G o o d ) = % d   ( /J3J(D/ 1 E- H'*  ( ,J/)  ,/'
 
 % d   d B m   ( E x c e l l e n t ) = % d   ( /J3J(D/ 1 E- H'*  ( EE*'2)
 
 B y t e s   R e c e i v e d = 'D-,E  'DE3*DE
 
 B y t e s   S e n t = 'D-,E  'DE13D
 
 N e t w o r k   A d a p t e r   A d d r e s s e s = 9F'HJF  C1*  'D4(C)
 
 I P   /   S u b N e t   M a s k = 'DEFA0  \   BF'9  'D4(C)  'D-'3H(J)  'DA19J)
 
 G a t e w a y = 'DCE(H*1  'DEB3E
 
 N I C % d   D o w n l o a d   R a t e = N I C % d   E9/D  'D*F2JD  D@
 
 N I C % d   U p l o a d   R a t e = N I C % d   E9/D  'D1A9  D@
 
 N I C % d   T o t a l   D o w n l o a d = N I C % d   %,E'DJ  'D*F2JD  D@
 
 N I C % d   T o t a l   U p l o a d = N I C % d   %,E'DJ  'D1A9  D@
 
 * * * N I C % d   C o n n e c t i o n   S p e e d = N I C % d   k a p c s o l a t   s e b e s s e g 
 
 * * * N I C % d   W L A N   S i g n a l   S t r e n g t h = N I C % d   W L A N   j e l e r o s s e g 
 
 N e t w o r k   A d a p t e r   M a n u f a c t u r e r = 5'F9  C1*  'D4(C)
 
 
 
 * * * W L A N   P r o p e r t i e s = W L A N   t u l a j d o n s a g o k 
 
 * * * N e t w o r k   T y p e = H a l o z a t   t i p u s a 
 
 * * * I n f r a s t r u c t u r e = I n f r a s t r u k t u r a 
 
 * * * I n d e p e n d e n t = F u g g e t l e n 
 
 * * * S S I D = S S I D 
 
 * * * B S S I D = B S S I D 
 
 * * * A u t h e n t i c a t i o n   A l g o r i t h m = H i t e l e s i t e s i   a l g o r i t m u s 
 
 * * * C i p h e r   A l g o r i t h m = T i t k o s i t a s i   a l g o r i t m u s 
 
 * * * C h a n n e l = C s a t o r n a 
 
 * * * S i g n a l   S t r e n g t h = J e l e r o s s e g 
 
 * * * T r a n s m i t   R a t e = K  l d e s i   s e b e s s e g 
 
 * * * R e c e i v e   R a t e = F o g a d a s i   s e b e s s e g 
 
 
 
 C o n n e c t i o n   P r o p e r t i e s = .5'&5  'D%*5'D
 
 D o m a i n = 'DF7'B
 
 C o u n t r y   /   A r e a   C o d e = 1E2  'DEF7B)  \   'D(D/
 
 P h o n e   N u m b e r = 1BE  'DG'*A
 
 A l t e r n a t e   N u m b e r s = #1B'E  0'*  5D)
 
 I P   A d d r e s s = 9FH'F  'DEFA0
 
 * * * & I P   a d d r e s s : = & I P - c i m : 
 
 * * * I n t e r n a l   I P   A d d r e s s = B e l s o   I P - c i m 
 
 * * * E x t e r n a l   I P   A d d r e s s = K u l s o   I P - c i m 
 
 D N S   A d d r e s s e s = D N S   9F'HJF
 
 W I N S   A d d r e s s e s = W I N S   9F'HJF
 
 N e t w o r k   P r o t o c o l s = (1H*HCHD'*  'D4(C)
 
 F r a m i n g   P r o t o c o l = (1H*HCHD  'D5J':)
 
 L o g i n   S c r i p t   F i l e = EDA  'D(1F'E,  'DF5J  DD/.HD
 
 C o n n e c t i o n   F e a t u r e s = 9F'51  'D%*5'D
 
 U s e   C u r r e n t   U s e r n a m e   &   P a s s w o r d = %3*./'E  CDE)  'DE1H1  'D-'DJ)  H  %3E  'DE3*./E  'D-'DJ
 
 U s e   R e m o t e   N e t w o r k   G a t e w a y = %3*./'E  EB3E  'D4(C)  'D(9J/
 
 L o g   O n   T o   N e t w o r k = *3,JD  /.HD  %DI  'D4(C)
 
 I P   H e a d e r   C o m p r e s s i o n = 6:7  EB/E)  'DEFA0
 
 S o f t w a r e   C o m p r e s s i o n = 6:7  'D(1F'E,
 
 P P P   L C P   E x t e n s i o n s = P P P   L C P   %E*/'/'*
 
 O p e n   T e r m i n a l   B e f o r e   D i a l = A*-  'DE-7)  'D71AJ)  B(D  'D%*5'D
 
 O p e n   T e r m i n a l   A f t e r   D i a l = A*-  'DE-7)  'D71AJ)  (9/  'D%*5'D
 
 E n c r y p t e d   P a s s w o r d   R e q u i r e d = E7DH(  CDE)  E1H1  E4A1)
 
 M S   E n c r y p t e d   P a s s w o r d   R e q u i r e d = E7DH(  CDE)  E1H1  EJC1H3HA*  E4A1)
 
 D a t a   E n c r y p t i o n   R e q u i r e d = E7DH(  *4AJ1  'D(J'F'*
 
 S e c u r e   L o c a l   F i l e s = EDA'*  'D#E'F  'DE-DJ)
 
 
 
 A c c o u n t   P r o p e r t i e s = .5'&5  'D-3'(
 
 P O P 3   S e r v e r = P O P 3   EDBE
 
 P O P 3   U s e r   N a m e = P O P 3   %3E  E3*./E
 
 S e r v e r   T i m e o u t = %F*G'!  EGD)  'D.'/E
 
 P O P 3 / S M T P   S e r v e r   T i m e o u t = P O P 3 / S M T P   %FB6'!  HB*  EDBE
 
 H T T P M a i l   S e r v e r = H T T P M a i l   EDBE
 
 H T T P M a i l   U s e r   N a m e = H T T P M a i l   %3E  E3*./E
 
 I M A P   S e r v e r = I M A P   EDBE
 
 I M A P   U s e r   N a m e = I M A P   %3E  E3*./E
 
 I M A P / S M T P   S e r v e r   T i m e o u t = I M A P / S M T P   %FB6'!  HB*
 
 S M T P   D i s p l a y   N a m e = S M T P   %3E  916
 
 S M T P   O r g a n i z a t i o n   N a m e = S M T P   %3E  EF8E)
 
 S M T P   E - m a i l   A d d r e s s = 'D%DC*1HFJ  S M T P   9FH'F  (1J/
 
 S M T P   R e p l y   A d d r e s s = S M T P   9FH'F  'D1/  D@
 
 S M T P   S e r v e r = S M T P   EDBE
 
 S M T P   U s e r   N a m e = S M T P   %3E  E3*./E
 
 N N T P   D i s p l a y   N a m e = N N T P   %3E  916
 
 N N T P   O r g a n i z a t i o n   N a m e = N N T P   %3E  EF8E)
 
 N N T P   E - m a i l   A d d r e s s = 'D%DC*1HFJ  N N T P   9FH'F  (1J/
 
 N N T P   R e p l y   A d d r e s s = N N T P   9FH'F  'D1/  D@
 
 N N T P   S e r v e r = N N T P   EDBE
 
 N N T P   U s e r   N a m e = N N T P   %3E  E3*./E
 
 N N T P   S e r v e r   T i m e o u t = N N T P   %FB6'!  HB*  EDBE
 
 L D A P   S e r v e r = L D A P   EDBE
 
 L D A P   U s e r   N a m e = L D A P   %3E  E3*./E
 
 L D A P   S e a r c h   B a s e = L D A P   B'9/)  (-+
 
 L D A P   S e a r c h   T i m e o u t = L D A P   %FB6'!  HB*  (-+
 
 A c c o u n t   F e a t u r e s = 9F'51  'D-3'(
 
 P O P 3   P r o m p t   F o r   P a s s w o r d = P O P 3   E7'D()  CDE)  E1H1
 
 P O P 3   S e c u r e   A u t h e n t i c a t i o n = P O P 3   E5'/B)  #E'F
 
 P O P 3   S e c u r e   C o n n e c t i o n = P O P 3   %*5'D  #E'F
 
 P O P 3   L e a v e   M a i l s   O n   S e r v e r = DD13'&D  9DI  'DEDBE  P O P 3   *1C
 
 I M A P   P r o m p t   F o r   P a s s w o r d = I M A P   E7'D()  CDE)  E1H1
 
 I M A P   S e c u r e   A u t h e n t i c a t i o n = I M A P   E5'/B)  #E'F
 
 I M A P   S e c u r e   C o n n e c t i o n = I M A P   %*5'D  #E'F
 
 H T T P M a i l   P r o m p t   F o r   P a s s w o r d = H T T P M a i l   E7'D()  CDE)  E1H1
 
 H T T P M a i l   S e c u r e   A u t h e n t i c a t i o n = H T T P M a i l   E5'/B)  #E'F
 
 H T T P M a i l   S e c u r e   C o n n e c t i o n = H T T P M a i l   %*5'D  #E'F
 
 S M T P   P r o m p t   F o r   P a s s w o r d = S M T P   E7'D()  CDE)  E1H1
 
 S M T P   S e c u r e   A u t h e n t i c a t i o n = S M T P   E5'/B)  #E'F
 
 S M T P   S e c u r e   C o n n e c t i o n = S M T P   %*5'D  #E'F
 
 N N T P   P r o m p t   F o r   P a s s w o r d = N N T P   E7'D()  CDE)  E1H1
 
 N N T P   S e c u r e   A u t h e n t i c a t i o n = N N T P   E5'/B)  #E'F
 
 N N T P   S e c u r e   C o n n e c t i o n = N N T P   %*5'D  #E'F
 
 N N T P   U s e   G r o u p   D e s c r i p t i o n s = N N T P   #H5'A  E,EH9)  %3*./'E
 
 N N T P   P o s t   U s i n g   P l a i n   T e x t   F o r m a t = N N T P   5J:)  'DF5  'D9'/J  'DE3*./E  D(1J/
 
 N N T P   P o s t   U s i n g   H T M L   F o r m a t = N N T P   'DE3*./E  D(1J/  H T M L   5J:)  'D@
 
 L D A P   A u t h e n t i c a t i o n   R e q u i r e d = L D A P   E7'D()  E5'/B)
 
 L D A P   S e c u r e   A u t h e n t i c a t i o n = L D A P   E5'/B)  "EF
 
 L D A P   S e c u r e   C o n n e c t i o n = L D A P   %*5'D  "EF
 
 L D A P   S i m p l e   S e a r c h   F i l t e r = L D A P   E14-  'D(-+  'D(3J7  D@
 
 
 
 D i r e c t D r a w   D e v i c e   P r o p e r t i e s = D i r e c t D r a w   .5'&5  ,G'2
 
 D i r e c t D r a w   D r i v e r   N a m e = D i r e c t D r a w   %3E  ,G'2
 
 D i r e c t D r a w   D r i v e r   D e s c r i p t i o n = D i r e c t D r a w   H5A  *91JA
 
 H a r d w a r e   D r i v e r = *91JA  'DG'1/- HJ1
 
 H a r d w a r e   D e s c r i p t i o n = H5A  'DG'1/- HJ1
 
 D i r e c t 3 D   D e v i c e   P r o p e r t i e s = D i r e c t 3 D   .5'&5  ,G'2
 
 T o t a l   /   F r e e   V i d e o   M e m o r y = E,EH9  /   0'C1)  'DAJ/JH  'D-1)
 
 T o t a l   /   F r e e   L o c a l   V i d e o   M e m o r y = E,EH9  /   0'C1)  'DAJ/JH  'DE-DJ)  'D-1)
 
 T o t a l   /   F r e e   N o n - L o c a l   V i d e o   M e m o r y = E,EH9  /   0'C1)  'DAJ/JH  'D-1)  'D:J1  E-DJ)
 
 U s e d   V i d e o   M e m o r y = 0'C1)  'DAJ/JH  'DE3*./E)
 
 U s e d   L o c a l   V i d e o   M e m o r y = 0'C1)  'DAJ/JH  'DE-DJ)  'DE3*./E)
 
 U s e d   N o n - L o c a l   V i d e o   M e m o r y = 0'C1)  'DAJ/JH  'D:J1  E-DJ)  'DE3*./E)
 
 F r e e   V i d e o   M e m o r y = 0'C1)  'DAJ/JH  'D-1)
 
 F r e e   L o c a l   V i d e o   M e m o r y = 0'C1)  'DAJ/JH  'DE-DJ)  'D-1)
 
 F r e e   N o n - L o c a l   V i d e o   M e m o r y = 0'C1)  'DAJ/JH  'D:J1  E-DJ)  'D-1)
 
 R e n d e r i n g   B i t   D e p t h s = 'D(*'*  DD(J3CD  DD5H1  'D+D'+J)  'D#(9'/
 
 Z - B u f f e r   B i t   D e p t h s = Z - p u f f e r   'D(*'*  DD(JC3D  D@
 
 * * * M u l t i s a m p l e   A n t i - A l i a s i n g   M o d e s = M u l t i s a m p l e   A n t i - A l i a s i n g   m o d o k 
 
 M i n   T e x t u r e   S i z e = #/FI  -,E  DDFB4)
 
 M a x   T e x t u r e   S i z e = #B5I  -,E  DDFB4)
 
 V e r t e x   S h a d e r   V e r s i o n = V e r t e x   F3.)  E8DD
 
 P i x e l   S h a d e r   V e r s i o n = P i x e l   F3.)  E8DD
 
 U n i f i e d   S h a d e r   V e r s i o n = 'DEH-/)  S h a d e r   F3.)
 
 D i r e c t 3 D   D e v i c e   F e a t u r e s = D i r e c t 3 D   9F'51  ,G'2
 
 
 
 D i r e c t S o u n d   D e v i c e   P r o p e r t i e s = D i r e c t S o u n d   .5'&5  ,G'2
 
 D r i v e r   M o d u l e = H-/)  'D*91JA
 
 P r i m a r y   B u f f e r s = 'D0'C1'*  'DE$B*)  'D1&J3J)
 
 M i n   /   M a x   S e c o n d a r y   B u f f e r s   S a m p l e   R a t e = #/FI\ #B5I  F3()  9JFJ)  DDE.2HF  'DE$B*  'D+'FHJ)
 
 P r i m a r y   B u f f e r s   S o u n d   F o r m a t s = 5J:  5H*  'D0'C1'*  'DE$B*)  'D1&J3J)
 
 S e c o n d a r y   B u f f e r s   S o u n d   F o r m a t s = 5J:  5H*  'D0'C1'*  'DE$B*)  'D+'FHJ)
 
 T o t a l   /   F r e e   S o u n d   B u f f e r s = 0'C1'*  'D5H*  'DE$B*)  'D-1)  /   'D%,E'DJ
 
 T o t a l   /   F r e e   S t a t i c   S o u n d   B u f f e r s = 0'C1'*  'D5H*  'DE$B*)  'D+'(*)  'D-1)  /   'D%,E'DJ
 
 T o t a l   /   F r e e   S t r e a m i n g   S o u n d   B u f f e r s = 0'C1'*  */AB  'D5H*  'D*/AB  'D-1  /   'D%,E'DJ
 
 T o t a l   /   F r e e   3 D   S o u n d   B u f f e r s = 0'C1'*  'D5H*  'DE$B*)  'D+D'+J)  'D#(9'/  'D-1)  /   'D%,E'DJ
 
 T o t a l   /   F r e e   3 D   S t a t i c   S o u n d   B u f f e r s = 0'C1'*  'D5H*  'DE$B*)  'D+'(*)  'D+D'+J)  'D#(9'/  'D-1)  /   'D%,E'DJ
 
 T o t a l   /   F r e e   3 D   S t r e a m i n g   S o u n d   B u f f e r s = 0'C1'*  */AB  'D5H*  'D+D'+J  'D#(9'/  'D-1  /   'D%,E'DJ
 
 D i r e c t S o u n d   D e v i c e   F e a t u r e s = D i r e c t S o u n d   9F'51  ,G'2
 
 C e r t i f i e d   D r i v e r = *91JA  E5/B  9DJG
 
 E m u l a t e d   D e v i c e = ,G'2  E4'(G
 
 P r e c i s e   S a m p l e   R a t e = F3()  9JFJ)  /BJB)
 
 
 
 D i r e c t M u s i c   D e v i c e   P r o p e r t i e s = D i r e c t M u s i c   .5'&5  ,G'2
 
 S y n t h e s i z e r   T y p e = FH9  #/')  'DE2'EF)
 
 D e v i c e   C l a s s = 5FA  'D,G'2
 
 D e v i c e   P r o t o c o l = (1H*HCHD  'D,G'2
 
 A u d i o   C h a n n e l s = BFH'*  'D5H*
 
 M I D I   C h a n n e l s = M I D I   BFH'*
 
 A v a i l a b l e   M e m o r y = 'D0'C1)  'DE*HA1)
 
 V o i c e s = 'D#5H'*
 
 D i r e c t M u s i c   D e v i c e   F e a t u r e s = D i r e c t M u s i c   9F'51  ,G'2
 
 B u i l t - I n   G M   I n s t r u m e n t   S e t = 'DE/E,)  G M   E,EH9)  #,G2)
 
 B u i l t - I n   R o l a n d   G S   S o u n d   S e t = 'DE/E,)  R o l a n d   G S   E,EH9)  5H*
 
 D L S   L 1   S a m p l e   C o l l e c t i o n s = D L S   L 1   E,EH9'*  FE'0,
 
 D L S   L 2   S a m p l e   C o l l e c t i o n s = D L S   L 2   E,EH9'*  FE'0,
 
 E x t e r n a l   M I D I   P o r t = 'D.'1,J  M I D I   EFA0
 
 F i x e d   D L S   M e m o r y   S i z e = 'D+'(*  D L S   -,E  0'C1)
 
 P o r t   S h a r i n g = E4'1C)  'DEFA0
 
 C h o r u s   E f f e c t = *#+J1  'DA1B)  'DEH3JBJ)
 
 D e l a y   E f f e c t = *#.1  'D*#+J1
 
 R e v e r b   E f f e c t = *#+J1  'D5/I
 
 
 
 D i r e c t I n p u t   D e v i c e   P r o p e r t i e s = D i r e c t I n p u t   .5'&5  ,G'2
 
 D e v i c e   S u b t y p e = FH9  'D,G'2  'DA19J
 
 A x e s = 'DE-'H1
 
 B u t t o n s / K e y s = 'D#21'1
 
 D i r e c t I n p u t   D e v i c e   F e a t u r e s = D i r e c t I n p u t   9F'51  ,G'2
 
 
 
 D i r e c t P l a y   C o n n e c t i o n   P r o p e r t i e s = D i r e c t P l a y   .5'&5  %*5'D
 
 C o n n e c t i o n   D e s c r i p t i o n = 5A)  'D%*5'D
 
 H e a d e r   L e n g t h = 7HD  'DEB/E)
 
 M a x   M e s s a g e   S i z e = #B5I  -,E  DD13'D)
 
 E s t i m a t e d   L a t e n c y = 2EF  'DH5HD  'DEB/1
 
 T i m e o u t   V a l u e = BJE)  %FB6'!  'DHB*
 
 M a x   P l a y e r s = #B5I  D'9(JF
 
 M a x   L o c a l   P l a y e r s = #B5I  D'9(JF  E-DJ'
 
 D i r e c t P l a y   C o n n e c t i o n   F e a t u r e s = D i r e c t P l a y   9F'51  %*5'D
 
 G u a r a n t e e d   M e s s a g e   D e l i v e r y = 'D*3DJE  'DE6EHF  DD13'D)
 
 M e s s a g e   E n c r y p t i o n = *4AJ1  'D13'D)
 
 M e s s a g e   S i g n i n g = *HBJ9  'D13'D)
 
 S e s s i o n   H o s t = E3*6JA  'D%,*E'9
 
 G r o u p   M e s s a g i n g   O p t i m i z a t i o n = 6(7  E,EH9)  'DE1'3D)
 
 G u a r a n t e e d   M e s s a g e   D e l i v e r y   O p t i m i z a t i o n = 6(7  'D*3DJE  'DE6EHF  DD13'D)
 
 K e e p   A l i v e s   O p t i m i z a t i o n = %(B'!  'D6(7  -JHJ'
 
 
 
 D e v i c e   P r o p e r t i e s = .5'&5  'D,G'2
 
 D r i v e r   D a t e = *'1J.  'D*91JA
 
 D r i v e r   P r o v i d e r = E2H/  'D*91JA
 
 * * * D C H   D r i v e r = D C H   i l l e s z t o p r o g r a m 
 
 I N F   F i l e = I N F   EDA
 
 * * * I N F   S e c t i o n = I N F   s z a k a s z 
 
 H a r d w a r e   I D = GHJ)  'DG'1/- HJ1
 
 L o c a t i o n   I n f o r m a t i o n = E9DHE'*  'DEC'F
 
 D e v i c e   F e a t u r e s = 9F'51  'D,G'2
 
 
 
 P C I   D e v i c e s = P C I   #,G2)
 
 P n P   D e v i c e s = P n P   #,G2)
 
 L P T   P n P   D e v i c e s = L P T   P n P   #,G2)
 
 U S B   D e v i c e s = U S B   #,G2)
 
 P C M C I A   D e v i c e s = P C M C I A   #,G2)
 
 F i r e W i r e   D e v i c e s = F i r e W i r e   #,G2)
 
 P o r t s = 'DEF'A0
 
 P o r t = 'DEFA0
 
 B u s = 'DF'BD
 
 B u s   % d ,   D e v i c e   % d ,   F u n c t i o n   % d = 'DF'BD  % d   ,   'D,G'2  % d   ,   'DH8JA)  % d 
 
 B u s   /   D e v i c e   /   F u n c t i o n = 'DF'BD  /   'D,G'2  /   'DH8JA)
 
 S u b s y s t e m   I D = GHJ)  'DF8'E  'DA19J
 
 * * * F a s t   B a c k - t o - B a c k   T r a n s a c t i o n s = G y o r s   B a c k - t o - B a c k   t r a n z a k c i o k 
 
 S u p p o r t e d   U S B   V e r s i o n = E9*E/)  U S B   F3.)
 
 * * * U S B   3 . 0   d e v i c e   c o n n e c t e d   t o   a   U S B   2 . 0   p o r t = U S B   3 . 0   e s z k o z   a m i   U S B   2 . 0   p o r t r a   c s a t l a k o z i k 
 
 C u r r e n t   S p e e d = 'D319)  'D-'DJ)
 
 * * * H I D   D e v i c e   P r o p e r t i e s = H I D   e s z k o z   t u l a j d o n s a g a i 
 
 
 
 P r i n t e r   P r o p e r t i e s = .5'&5  'D7'(9)
 
 D e f a u l t   P r i n t e r = 'D7'(9)  'D%A*1'6J)
 
 S h a r e   P o i n t = E1C2  'DE4'1C)
 
 P r i n t e r   P o r t = EFA0  'D7'(9)
 
 P r i n t e r   D r i v e r = *91JA  'D7'(9)
 
 P r i n t   P r o c e s s o r = E9'D,  'D7('9)
 
 L o c a t i o n = 'DEC'F
 
 S e p a r a t o r   P a g e = 5A-)  A'5D)
 
 P r i o r i t y = 'D#HDHJ)
 
 A v a i l a b i l i t y = 'D*HA1
 
 P r i n t   J o b s   Q u e u e d = EF8HE)  #9E'D  'D7('9)
 
 P a p e r   P r o p e r t i e s = .5'&5  'DH1B
 
 P a p e r   S i z e = -,E  'DH1B
 
 O r i e n t a t i o n = 'D%*,'G
 
 P r i n t   Q u a l i t y = FH9J)  'D7('9)
 
 P r i n t e r   M a n u f a c t u r e r = 5'F9  'D7'(9)
 
 
 
 T a s k   P r o p e r t i e s = .5'&5  'DEGE)
 
 A p p l i c a t i o n   N a m e = %3E  'D*7(JB
 
 A p p l i c a t i o n   P a r a m e t e r s = E9'JJ1  'D*7(JB
 
 W o r k i n g   F o l d e r = E,D/  'D9ED
 
 C r e a t o r = 'DA'9D
 
 L a s t   R u n = ".1  *4:JD
 
 N e x t   R u n = 'D*4:JD  'D*'DJ
 
 T a s k   T r i g g e r s = E4:D'*  'DEGE)
 
 T r i g g e r   # % d = # % d   E4:D
 
 
 
 S i d e b a r   G a d g e t s = #/H'*  'D41J7  'D,'F(J
 
 D e s k t o p   G a d g e t = #/')  37-  'DEC*(
 
 D e s k t o p   & G a d g e t : = & #/')  37-  'DEC*(
 
 D e s k t o p   G a d g e t s = #/H'*  37-  'DEC*(
 
 G a d g e t   P r o p e r t i e s = .5'&5  'D#/')
 
 
 
 P o w e r   M a n a g e m e n t   P r o p e r t i e s = .5'&5  %/'1)  'D7'B)
 
 P o w e r   M a n a g e m e n t   F e a t u r e s = 9F'51  %/'1)  'D7'B)
 
 C u r r e n t   P o w e r   S o u r c e = E5'/1  'D7'B)  'D-'DJ)
 
 B a t t e r y   S t a t u s = -'D)  'D(7'1J)
 
 F u l l   B a t t e r y   L i f e t i m e = 9E1  'D(7'1J)  C'ED'
 
 R e m a i n i n g   B a t t e r y   L i f e t i m e = 'D9E1  'DE*(BJ  DD(7'1J)
 
 
 
 B a t t e r y   P r o p e r t i e s = .5'&5  'D(7'1J)
 
 U n i q u e   I D = 'DE91A  'DA1J/
 
 * * * D e s i g n e d   V o l t a g e = T e r v e z e t t   f e s z u l t s e g 
 
 D e s i g n e d   C a p a c i t y = 'D39)  'DE5EE)
 
 F u l l y   C h a r g e d   C a p a c i t y = 'D39)  'DE4-HF)  ('DC'ED
 
 C u r r e n t   C a p a c i t y = 'D39)  'D-'DJ)
 
 W e a r   L e v e l = E3*HI  'D%3*GD'C
 
 * * * B a t t e r y   W e a r   L e v e l = A k k u m u l a t o r   e l h a s z n a l o d a s   m e r t e k e 
 
 C h a r g e - D i s c h a r g e   C y c l e   C o u n t = 9//  /H1)  'D4-F- 'D*A1J:
 
 P o w e r   S t a t e = -'D)  'D7'B)
 
 C h a r g e   R a t e = E9/D  'D4-F
 
 B a t t e r y   C h a r g e   R a t e = E9/D  4-F  'D(7'1J)
 
 * * * B a t t e r y   L e v e l = A k k u m u l a t o r   s z i n t 
 
 D i s c h a r g e   R a t e = E9/D  'D*A1J:
 
 E s t i m a t e d   B a t t e r y   T i m e = 'DHB*  'DEB/1  'D(7'1J)
 
 B a t t e r y   V o l t a g e = AHD*J)  'D(7'1J)
 
 I n p u t   V o l t a g e = 'DAHD*J)  'DE/.D)
 
 O u t p u t   V o l t a g e = 'DAHD*J)  'DF'*,)
 
 O u t p u t   C u r r e n t = 'D*J'1  'DF'*,
 
 O u t p u t   F r e q u e n c y = 'D*1//  'DF'*,
 
 B a t t e r y   I n p u t = /.D  'D(7'1J)
 
 B a t t e r y   O u t p u t = F'*,  'D(7'1J)
 
 L o w   V o l t a g e   L i m i t = 'D-/  'DEF.A6  DDAHD7J)  
 
 H i g h   V o l t a g e   L i m i t = 'D-/  'DE1*A9  DDAHD7J)
 
 P o w e r   L o a d = -ED  'D7'B)
 
 * * * B a t t e r y   P o w e r   L o a d = A k k u m u l a t o r   e l e k t r o m o s   t e r h e l e s 
 
 M a x   P o w e r   L o a d = #B5I  -ED  DD7'B)
 
 S e n s i t i v i t y = 'D-3'3J)
 
 L o w = EF.A6)
 
 M e d i u m = E*H37)
 
 H i g h = E1*A9)
 
 
 
 T i m e   Z o n e = 'DF7'B  'D2EFJ
 
 C u r r e n t   T i m e   Z o n e = 'DF7'B  'D2EFJ  'D-'DJ
 
 C u r r e n t   T i m e   Z o n e   D e s c r i p t i o n = 5A)  'DF7'B  'D2EFJ  'D-'DJ
 
 C h a n g e   T o   S t a n d a r d   T i m e = *:JJ1  %DI  'D2EF  'DBJ'3J
 
 C h a n g e   T o   D a y l i g h t   S a v i n g   T i m e = *:JJ1  %DI  F8'E  'D*HBJ*  'D5JAJ
 
 
 
 L a n g u a g e   N a m e   ( N a t i v e ) = ( %3E  'DD:)  ( E-DJ'
 
 L a n g u a g e   N a m e   ( E n g l i s h ) = ( %3E  'DD:)  ( %F,DJ2J
 
 L a n g u a g e   N a m e   ( I S O   6 3 9 ) = ( w i n d o w s - 1 2 5 6 )   %3E  'DD:)
 
 
 
 C o u n t r y / R e g i o n = 'D(D/  \   'D%BDJE
 
 C o u n t r y   N a m e   ( N a t i v e ) = ( %3E  'D(D/  ( E-DJ'
 
 C o u n t r y   N a m e   ( E n g l i s h ) = ( %3E  'D(D/  ( %F,DJ2J
 
 C o u n t r y   N a m e   ( I S O   3 1 6 6 ) = ( w i n d o w s - 1 2 5 6 )   %3E  'D(D/
 
 C o u n t r y   C o d e = 1E2  'D(D/
 
 
 
 C u r r e n c y = 'D9ED)
 
 C u r r e n c y   N a m e   ( N a t i v e ) = ( %3E  'D9ED)  ( E-DJ'
 
 C u r r e n c y   N a m e   ( E n g l i s h ) = ( %3E  'D9ED)  ( %F,DJ2J
 
 C u r r e n c y   S y m b o l   ( N a t i v e ) = ( 1E2  'D9ED)  ( E-DJ'
 
 C u r r e n c y   S y m b o l   ( I S O   4 2 1 7 ) = ( I S O   4 2 1 7 )   1E2  'D9ED)
 
 C u r r e n c y   F o r m a t = *F3JB  'D9ED)
 
 N e g a t i v e   C u r r e n c y   F o r m a t = *F3JB  'D9ED)  'D3'D(
 
 
 
 F o r m a t t i n g = 'D*F3JB
 
 T i m e   F o r m a t = FE7  'DHB*
 
 S h o r t   D a t e   F o r m a t = 'DFE7  'DB5J1  DDHB*
 
 L o n g   D a t e   F o r m a t = 'DFE7  'D7HJD  DDHB*
 
 N u m b e r   F o r m a t = FE7  'D#1B'E
 
 N e g a t i v e   N u m b e r   F o r m a t = *F3JB  'D#1B'E  'D3'D()
 
 L i s t   F o r m a t = A'5D  'DB'&E)
 
 N a t i v e   D i g i t s = 'D*1BJE  'DE-DJ
 
 
 
 D a y s   O f   W e e k = #J'E  'D#3(H9
 
 N a t i v e   N a m e   f o r   M o n d a y = 'D%3E  'DE-DJ  DD%+FJF
 
 N a t i v e   N a m e   f o r   T u e s d a y = 'D%3E  'DE-DJ  DD+D'+'!
 
 N a t i v e   N a m e   f o r   W e d n e s d a y = 'D%3E  'DE-DJ  DD#1(9'!
 
 N a t i v e   N a m e   f o r   T h u r s d a y = 'D%3E  'DE-DJ  DD.EJ3
 
 N a t i v e   N a m e   f o r   F r i d a y = 'D%3E  'DE-DJ  DD,E9)
 
 N a t i v e   N a m e   f o r   S a t u r d a y = 'D%3E  'DE-DJ  DD3(*
 
 N a t i v e   N a m e   f o r   S u n d a y = 'D%3E  'DE-DJ  DD#-/
 
 
 
 M o n t h s = 'D4GH1
 
 N a t i v e   N a m e   f o r   J a n u a r y = 'D%3E  'DE-DJ  DJF'J1
 
 N a t i v e   N a m e   f o r   F e b r u a r y = 'D%3E  'DE-DJ  DA(1'J1
 
 N a t i v e   N a m e   f o r   M a r c h = 'D%3E  'DE-DJ  DE'13
 
 N a t i v e   N a m e   f o r   A p r i l = 'D%3E  'DE-DJ  D%(1JD
 
 N a t i v e   N a m e   f o r   M a y = 'D%3E  'DE-DJ  DE'JH
 
 N a t i v e   N a m e   f o r   J u n e = 'D%3E  'DE-DJ  DJHFJH
 
 N a t i v e   N a m e   f o r   J u l y = 'D%3E  'DE-DJ  DJHDJH
 
 N a t i v e   N a m e   f o r   A u g u s t = 'D%3E  'DE-DJ  D#:373
 
 N a t i v e   N a m e   f o r   S e p t e m b e r = 'D%3E  'DE-DJ  D3(*E(1
 
 N a t i v e   N a m e   f o r   O c t o b e r = 'D%3E  'DE-DJ  D#C*H(1
 
 N a t i v e   N a m e   f o r   N o v e m b e r = 'D%3E  'DE-DJ  DFHAE(1
 
 N a t i v e   N a m e   f o r   D e c e m b e r = 'D%3E  'DE-DJ  D/J3E(1
 
 N a t i v e   N a m e   f o r   M o n t h   # 1 3 = 'D%3E  'DE-DJ  DD4G1  1BE  # 1 3 
 
 
 
 M i s c e l l a n e o u s = E*A1B'*
 
 C a l e n d a r   T y p e = FH9  'D*BHJE
 
 D e f a u l t   P a p e r   S i z e = -,E  'DH1B  'D%A*1'6J
 
 M e a s u r e m e n t   S y s t e m = F8'E  'DBJ'3
 
 
 
 D i s p l a y   L a n g u a g e s = 916  'DD:'*
 
 
 
 S t a r t   P a g e = 5A-)  'D(/'J)
 
 S e a r c h   P a g e = 5A-)  'D(-+
 
 L o c a l   P a g e = 5A-)  E-DJ)
 
 D o w n l o a d   F o l d e r = E,D/  'D*-EJD
 
 C u r r e n t   P r o x y = 'DHCJD  'D-'DJ
 
 P r o x y   S t a t u s = -'D)  'DHCJD
 
 L A N   P r o x y = L A N   HCJD
 
 % s   P r o x y   S e r v e r = % s   EDBE  HCJD
 
 E x c e p t i o n s = %3*+F'!'*
 
 
 
 M o d u l e   N a m e = %3E  'DH-/)
 
 M o d u l e   S i z e = -,E  'DH-/)
 
 M o d u l e   T y p e = FH9  'DH-/)
 
 M e m o r y   T y p e = FH9  'D0'C1)
 
 M e m o r y   S p e e d = 319)  'D0'C1)
 
 M o d u l e   W i d t h = 916  'DH-/)
 
 M o d u l e   V o l t a g e = AHD*J)  'DH-/)
 
 R e f r e s h   R a t e = *1//  'D*-/J+
 
 * * * D R A M   S t e p p i n g = D R A M   s t e p p i n g 
 
 * * * S D R A M   D i e   C o u n t = S D R A M   l a p k a k   s z a m a 
 
 * * * S u p p o r t e d   C A S   L a t e n c i e s = T a m o g a t o t t   C A S   k e s l e l t e t e s e k 
 
 
 
 M e m o r y   M o d u l e   F e a t u r e s = 9F'51  H-/)  'D0'C1)
 
 
 
 M e m o r y   M o d u l e   M a n u f a c t u r e r = 5'F9  H-/)  'D0'C1)
 
 A M B   M a n u f a c t u r e r = A M B   5'F9
 
 D R A M   M a n u f a c t u r e r = 5'F9  'D0'C1)  'D94H'&J)  'D/JF'EJ)
 
 
 
 L a s t   S h u t d o w n   T i m e = HB*  ".1  %:D'B
 
 L a s t   B o o t   T i m e = HB*  ".1  %9'/)  *4:JD
 
 * * * L a s t   D o w n T i m e = U t o l s o   u z e m s z u n e t 
 
 C u r r e n t   T i m e = 'DHB*  'D-'DJ
 
 
 
 U p T i m e   S t a t i s t i c s = %-5'&J'*  HB*  'D*4:JD
 
 F i r s t   B o o t   T i m e = HB*  #HD  %9'/)  *4:JD
 
 F i r s t   S h u t d o w n   T i m e = HB*  #HD  %:D'B
 
 T o t a l   U p T i m e = HB*  'D*4:JD  'D%,E'DJ
 
 T o t a l   D o w n T i m e = HB*  9/E  'D*4:JD  'D%,E'DJ
 
 L o n g e s t   U p T i m e = #7HD  HB*  DD*4:JD
 
 L o n g e s t   D o w n T i m e = #7HD  HB*  D9/E  'D*4:JD
 
 T o t a l   R e b o o t s = %,E'DJ  %9'/'*  'D*4:JD
 
 S y s t e m   A v a i l a b i l i t y = *HA1  'DF8'E
 
 
 
 B l u e s c r e e n   S t a t i s t i c s = %-5'&J'*  'D4'4)  'D21B'!
 
 F i r s t   B l u e s c r e e n   T i m e = #HD  HB*  DD4'4)  'D21B'!
 
 L a s t   B l u e s c r e e n   T i m e = ".1  HB*  DD4'4)  'D21B'!
 
 T o t a l   B l u e s c r e e n s = %,E'DJ  'D4'4'*  'D21B'!
 
 
 
 / /   m e s s a g e s 
 
 P l e a s e   w a i t   u n t i l   t h e   b e n c h m a r k   i s   f i n i s h e d   r u n n i n g = A6D'  #F*81  -*I  'D%F*G'!  EF  9EDJ)  *BJJE  'D#/'!
 
 D u r i n g   t h i s   t i m e   y o u r   c o m p u t e r   m a y   s e e m   t o   n o t   b e   r e s p o n d i n g = .D'D  G0'  'DHB*  B/  D'  J3*,J(  'DCE(JH*1  DC  E7DB'
 
 P l e a s e   d o   n o t   m o v e   t h e   m o u s e   o r   p r e s s   a n y   k e y s = 'D1,'!  D'  *-1C  'DA#1)  #H  *6:7  9DI  'DEA'*J-
 
 P l e a s e   n o t e   t h a t   r e s u l t s   o b t a i n e d   w i t h   d i f f e r e n t   v e r s i o n s   o f   A I D A 6 4   c a n n o t   b e   c o m p a r e d . = D'  JECF  EB'1F*G'  A I D A 6 4   'D1,'!  ED'-8)  #F  'DF*'&,  'DE#.H0)  EF  F3.  E.*DA)  EF
 
 F i n a l W i r e   c o n s t a n t l y   i m p r o v e s   a n d   o p t i m i z e s   b e n c h m a r k   r o u t i n e s   a n d   i m p l e m e n t s   n e w   t e c h n o l o g i e s   t o   p r o v i d e   y o u   w i t h   t h e   m o s t   a c c u r a t e   a n d   h i g h e s t   b e n c h m a r k   s c o r e s . = 41C)  " A'JF'D. H'J1"   *BHE  ('3*E1'1  (*-3JF  H  *8HJ1  'D#/'!  'D1*J(  H  *FAJ0  *CFHDH,J'  ,/J/)  D*HAJ1  'D941'*  EF  'DE9'JJ1  'D#C+1  /B)  H  'D#9DI  A9'DJ)
 
 
 
 A r e   y o u   s u r e   y o u   w a n t   t o   u n i n s t a l l = GD  *1J/  A9D'  #F  *D:J  'D*+(J*
 
 P r e s s   R e f r e s h   b u t t o n   t o   s t a r t   t h e   b e n c h m a r k = %6:7  21  *-/J+  D(/!  *BJJE  'D#/'!
 
 
 
 D a t a b a s e   p a r a m e t e r s   a r e   n o t   c o n f i g u r e d   y e t = DE  J*E  (9/  *CHJF  E9'JJ1  B'9/)  'D(J'F'*
 
 G o   t o :   F i l e   m e n u   /   P r e f e r e n c e s   /   D a t a b a s e = #F*BD  %DI  :   B'&E)  EDA  \   .J'1'*  \   B'9/)  'D(J'F'*
 
 
 
 A r e   y o u   s u r e   y o u   w a n t   t o   r e m o v e   a l l   c o m p u t e r s   f r o m   a u d i t ? = GD  *1J/  A9D'  %2'D)  CD  'DCE(JH*1'*  EF  'D*/BJB  
 
 
 
 C P U   S p e e d = C P U   319)  'D@
 
 C P U   M u l t i p l i e r = C P U   E6'9A
 
 M i n   /   M a x   C P U   M u l t i p l i e r = C P U   #/FJ  /   #B5I  E6'9A
 
 C P U   C a c h e = C P U   E.2HF- E$B*
 
 S P D   M e m o r y   M o d u l e s = S P D   H-/)  0'C1)
 
 C P U   F S B = C P U   F S B 
 
 M e m o r y   B u s = F'BD  'D0'C1)
 
 M e m o r y   C l o c k = 3'9)  'D0'C1)
 
 D R A M : F S B   R a t i o = D R A M : F S B   E9/D
 
 M i n i m u m = #/FI
 
 M a x i m u m = #B5I
 
 A v e r a g e = 'DE9/D
 
 * * * o r i g i n a l : = e r e d e t i : 
 
 * * * o v e r c l o c k : = t u l h a j t a s : 
 
 
 
 C o n n e c t i n g   t o   F T P   s e r v e r = F T P   'D%*5'D  (EDBE
 
 C l e a r   L i s t = E3-  'DB'&E)
 
 A r e   y o u   s u r e   y o u   w a n t   t o   c l e a r   I n t e r n e t   E x p l o r e r   c o o k i e   l i s t ? = GD  *1J/  A9D'  E3-  B'&E)  EDA'*  *91JA  'D%1*('7  DD%F*1F*  %C3(DH11  
 
 A r e   y o u   s u r e   y o u   w a n t   t o   c l e a r   I n t e r n e t   E x p l o r e r   b r o w s e r   h i s t o r y ? = GD  *1J/  A9D'  E3-  E-AH8'*  'D%F*1F*  %C3(DH11  
 
 
 
 M e m o r y   T i m i n g s = *HB(*  'D0'C1)
 
 
 
 N o r t h   B r i d g e   P r o p e r t i e s = .5'&5  'D,31  'D4E'DJ
 
 N o r t h   B r i d g e = 'D,31  'D4E'DJ
 
 
 
 S o u t h   B r i d g e   P r o p e r t i e s = .5'&5  'D,31  'D,FH(J
 
 S o u t h   B r i d g e = 'D,31  'D,FH(J
 
 
 
 F i n a l W i r e   d o e s   n o t   p r o v i d e   o f f i c i a l   s u p p o r t   f o r   t h i s   f r e e w a r e   p r o d u c t = D'  *B/E  /9E'  13EJ'  DG0'  'DEF*,  'DE,'FJ  F i n a l W i r e   %F
 
 A M D   B r a n d   I D = A M D   GHJ)  E'1C)
 
 6 4 - b i t   x 8 6   E x t e n s i o n = 6 4 - (*  x 8 6 - %E*/'/
 
 P r o c e s s o r   S e r i a l   N u m b e r = 1BE  'D*3D3D  DDE9'D,
 
 T e m p e r a t u r e   S e n s i n g   D i o d e = 'D5E'E  'D+F'&J  DH-/)  %3*49'1  'D-1'1)
 
 
 
 S e r v e r   p o r t : = EFA0  'DEDBE: 
 
 A & u t h o r i z e   C h a n g e = *& :JJ1  'DE5'/B)
 
 
 
 S M A R T   H a r d   D i s k s   S t a t u s = 'D5D()  S M A R T   -'D)  #B1'5
 
 
 
 G r o u p   M e m b e r s h i p = 96HJ)  'DE,EH9)
 
 
 
 T i t l e = 'DE3EI
 
 & T i t l e : = & 'DE3EI: 
 
 R e p o r t   & t i t l e : = E3EI  'D& *B1J1: 
 
 
 
 D a t a b a s e   S o f t w a r e = (1F'E,  B'9/)  'DE9DHE'*
 
 D a t a b a s e   S e r v e r s = EDBE'*  B'9/)  'D(J'F'*
 
 
 
 B I O S   U p g r a d e s = B I O S   *1BJ'*  'D@
 
 B I O S   U p d a t e s = B I O S   *-/J+'*  'D@
 
 D r i v e r   U p d a t e s = *-/J+'*  (1F'E,  'D*4:JD
 
 
 
 E n t r y   o f   & I N I   f i l e = & I N I   E/.D)  EDA
 
 I N I   f i l e = I N I   EDA
 
 I N I   g r o u p = I N I   E,EH9)
 
 I N I   e n t r y = I N I   E/.D)
 
 
 
 C h a s s i s   I n t r u s i o n   D e t e c t e d = *7AD  'DGJCD  'DEC*4A
 
 P S U   F a i l u r e   D e t e c t e d = %C*4'A  A4D  AJ  E-HD  'D7'B)
 
 S u p p o r t e d   F o u r C C   C o d e s = 'DE9*E/  F o u r C C   *1EJ2
 
 
 
 P C I - X   B u s   P r o p e r t i e s = P C I - X   .5'&5  F'BD
 
 P C I - X   D e v i c e   P r o p e r t i e s = P C I - X   .5'&5  ,G'2
 
 C u r r e n t   B u s   M o d e = H69J)  'DF'BD  'D-'DJ
 
 6 4 - b i t   D e v i c e = ,G'2  6 4 - (*
 
 P C I - X   2 6 6   B u s = P C I - X   2 6 6   F'BD
 
 P C I - X   5 3 3   B u s = P C I - X   5 3 3   F'BD
 
 % d   M H z   O p e r a t i o n = 9EDJ)  % d   E- G1*2
 
 
 
 H y p e r T r a n s p o r t   V e r s i o n = H y p e r T r a n s p o r t   F3.)
 
 L i n k   T y p e = FH9  'D1'(7
 
 L i n k   S t a t u s = -'D)  'D1'(7
 
 C o h e r e n t = E*E'3C
 
 N o n c o h e r e n t = :J1  E*E'3C
 
 M a x   L i n k   W i d t h   I n   /   O u t = #B5I  916  DD1'(7  /.HD  \   .1H,
 
 U t i l i z e d   L i n k   W i d t h   I n   /   O u t = 916  'D1'(7  'DE3*./E  /.HD  \   .1H,
 
 M i n   L i n k   F r e q u e n c y = #/FI  *1//  DD1'(7
 
 M a x   L i n k   F r e q u e n c y = #B5I  *1//  DD1'(7
 
 C u r r e n t   L i n k   F r e q u e n c y = *1//  'D1'(7  'D-'DJ
 
 P r i m a r y   /   S e c o n d a r y   B u s   N u m b e r = 9//  'DF'BD  'D#HDJ  \   'D+'FHJ
 
 
 
 Q P I   C l o c k = Q P I   3'9)  'D@
 
 Q P I   V e r s i o n = Q P I   F3.)
 
 
 
 * * * Y o u   s p e c i f i e d   a   c o m m a n d - l i n e   o p t i o n   t h a t   i s   u n a v a i l a b l e   i n   % s   y o u   a r e   c u r r e n t l y   r u n n i n g . = E g y   o l y a n   p a r a n c s s o r i   k a p c s o l o t   a d o t t   m e g ,   a m i t   a z   O n   a l t a l   j e l e n l e g   h a s z n a l t   % s   n e m   t a m o g a t . 
 
 * * * T o   u s e   o n e   o r   m o r e   o f   t h e   f o l l o w i n g   c o m m a n d - l i n e   o p t i o n s ,   y o u   n e e d   t o   u p g r a d e   t o   % s : = A m e n n y i b e n   a z   a l a b b i   p a r a n c s s o r i   k a p c s o l o k r a   v a n   s z u k s e g e ,   f r i s s i t e n i e   k e l l   a z   % s - r e : 
 
 
 
 F i l e   P r o p e r t i e s = .5'&5  'DEDA
 
 F i l e   p r o p e r t i e s   l o g g e d   b y   t h e   F i l e   S c a n n e r : = .5'&5  'DEDA'*  'DEC*4A)  (H'37)  E'3-  'DEDA'*: 
 
 
 
 A c t i v e   M o d e = 'DFE7  'DF47
 
 
 
 A I D A 6 4   H o m e   E d i t i o n   i s   i n t e n d e d   t o   b e   u s e d   o n l y   i n   h o m e   e n v i r o n m e n t . = DD%3*./'E  'DEF2DJ  AB7  A I D A 6 4   H o m e   E d i t i o n 
 
 T h i s   c o m p u t e r   i s   a   m e m b e r   o f   a   n e t w o r k   d o m a i n   ( % s ) ,   w h i c h   i s   n o t   s u p p o r t e d   b y   A I D A 6 4   H o m e   E d i t i o n . = D'  J/9E  0DC  A I D A 6 4   H o m e   E d i t i o n   D0'  A%F  ( % s )   G0'  'DCE(JH*1  96H  EF  E,'D  'D4(C)
 
 P l e a s e   u s e   A I D A 6 4   C o r p o r a t e   E d i t i o n   i n s t e a d   o f   H o m e   E d i t i o n   i n   a   c o r p o r a t e   e n v i r o n m e n t . = DE+D  G0G  'D81HA  A I D A 6 4   C o r p o r a t e   E d i t i o n   (/D'  EF  H o m e   E d i t i o n   A6D'  #3*./E
 
 
 
 T h i s   p a g e   i s   o u t d a t e d !   P r e s s   ' R e f r e s h '   b u t t o n   t o   u p d a t e   i t = G0G  'D5A-)  B/JE)  ,   'D1,'!  %6:7  9DI  21  " *-/J+"   D*-/J+G'
 
 
 
 / /   a l e r t i n g 
 
 A I D A 6 4   A l e r t = A I D A 6 4   *F(JG
 
 A l e r t = 'D*F(JG
 
 A l e r t i n g = 'D*F(JG
 
 & A l e r t i n g : = 'D*& F(JG  : 
 
 * * * N e t w o r k   A l e r t i n g = H a l o z a t i   r i a s z t a s 
 
 A l e r t   M e t h o d s = 71B  'D*F(JG
 
 A l e r t   T r i g g e r = E4:D  'D*F(JG
 
 A l e r t   T r i g g e r s = E4:D'*  'D*F(JG
 
 A l e r t   I t e m = E'/)  'D*F(JG
 
 A l e r t   D e s c r i p t i o n = H5A  'D*F(JG
 
 & E n a b l e   a l e r t i n g = *ECJF  & 'D*F(JG'*
 
 A c t i o n s = %,1'!'*
 
 & P l a y   s o u n d : = *4:JD  & 5H*: 
 
 S e l e c t   s o u n d   f i l e = *-/J/  EDA  'D5H*
 
 & R u n   p r o g r a m : = *4:JD  & (1F'E,  : 
 
 S e l e c t   p r o g r a m = *-/J/  'D(1F'E,
 
 & N u m b e r   o f   m i n u t e s   b e t w e e n   c h e c k i n g   f o r   a l e r t s : = & 9//  'D/B'&B  (JF  *AB/  'D*F(JG'*: 
 
 N & u m b e r   o f   h o u r s   b e t w e e n   s e n d i n g   r e p e t i t i v e   a l e r t s : = & 9//  'D3'9'*  (JF  %13'DJ'*  'D*F(JG'*  'DE*C11): 
 
 S t o r e   s y s t e m   c o n f i g u r a t i o n   d e t a i l s   i n : = *.2JF  *A'5JD  *CHJF  'DF8'E  AJ  : 
 
 T E M P   f o l d e r   o f   t h e   l o g g e d - o n   u s e r = DDE3*./E  'DE3,D  /.HD  T E M P   E,D/
 
 R o o t   f o l d e r   o f   t h e   s y s t e m   d r i v e = 'DE,D/  'D,01J  DE-1C  B15  'DF8'E
 
 D i s p l a y   a n   a l e r t   & w i n d o w = %8G'1  F'A0)  & *F(JG
 
 & S h u t   d o w n   t h e   c o m p u t e r = %& :D'B  'DCE(JH*1
 
 S e n d   a n   & e - m a i l   t o : = %13'D  & %JEJD  %DI: 
 
 S e n d   a n   e n t r y   t o   a   l o g   & s e r v e r : = %13'D  E/.D)  E'  %DI  EDBE  & DD/.HD  : 
 
 S e n d   a   W i n d o w s   & m e s s a g e   t o : = %13'D  13'D)  & HJF/H2  %DI  : 
 
 W r i t e   t o   a   & T X T   l o g   f i l e : = C*'()  %DI  EDA  3,D  & F5J  : 
 
 W r i t e   t o   a   & H T M L   l o g   f i l e : = & H T M L   C*'()  %DI  EDA  3,D  : 
 
 N o t e :   D o n ' t   f o r g e t   t o   c o n f i g u r e   e - m a i l   s e n d i n g   o p t i o n s   o n   t h e   E - m a i l   p a g e ! = ED'-8)  :   D'  *F3I  #F  *BHE  (*4CJD  .J'1'*  %13'D  'D(1J/  'D%DC*1HFJ  AJ  5A-)  'D%JEJD
 
 S e l e c t   L o g   F i l e = -//  EDA  'D3,D
 
 T r i g g e r   D e s c r i p t i o n = H5A  'DE4:D
 
 A l e r t   w h e n : = EH9/  'D*F(JG  : 
 
 V a l u e   i s   & b e l o w : = 'DBJE)  GJ  & AHB  : 
 
 V a l u e   i s   & a b o v e : = 'DBJE)  GJ  & *-*  : 
 
 * * * N u m b e r   o f   & o c c u r r e n c e s : = & E l o f o r d u l a s o k   s z a m a : 
 
 
 
 W h e n   v i r u s   d a t a b a s e   i s   o l d e r   t h a n = 9F/E'  *CHF  B'9/)  'D(J'F'*  #B/E  EF  : 
 
 W h e n   s y s t e m   d r i v e   f r e e   s p a c e   i s   b e l o w = 9F/E'  JCHF  E-1C  B15  'DF8'E  EE*D&  ,/'
 
 W h e n   a n y   l o c a l   d r i v e   f r e e   s p a c e   i s   b e l o w = 9F/E'  *CHF  'DE3'-)  D#J  E-1C  #B1'5  E-DJ  EF.A6)
 
 W h e n   d i s k   t e m p e r a t u r e   i s   a b o v e = 9F/E'  *CHF  -1'1)  E-1C  'DB15  E1*A9)
 
 S o f t w a r e   i n s t a l l a t i o n / u n i n s t a l l a t i o n = *+(J*\ %D:'!  *+(J*  'D(1F'E,
 
 S e r v i c e   i n s t a l l a t i o n / u n i n s t a l l a t i o n = *+(J*/ %D:'!  *+(J*  ./E)
 
 " A u t o   S t a r t "   l i s t   c h a n g e = " *:JJ1  B'&E)  " 'D(/!  'D*DB'&J
 
 N e t w o r k   s h a r e s   c h a n g e = *:JJ1  E4'1C'*  'D4(C)
 
 P C I   d e v i c e s   l i s t   c h a n g e = P C I   *:JJ1  B'&E)  #,G2)
 
 U S B   d e v i c e s   l i s t   c h a n g e = U S B   *:JJ1  B'&E)  #,G2)
 
 S M A R T   p r e d i c t e d   h a r d   d i s k   f a i l u r e = 'D5D(  S M A R T   A4D  E*HB9  AJ  B15
 
 S y s t e m   m e m o r y   s i z e   c h a n g e = *:JJ1  -,E  0'C1)  'DF8'E
 
 C o m p u t e r   n a m e   c h a n g e = *:JJ1  %3E  'DCE(JH*1
 
 W i n l o g o n   S h e l l   c h a n g e = W i n l o g o n   S h e l l   *:JJ1
 
 
 
 C r i t i c a l   s y s t e m   s t a t u s   d e t e c t e d : = -'D)  'DF8'E  'D-1,)  'DEC*4A): 
 
 P l e a s e   r e p o r t   t h i s   i s s u e   t o   y o u r   n e t w o r k   a d m i n i s t r a t o r = 'D1,'!  'D%(D':  9F  G0G  'D-'D)  DE/J1  4(C*C
 
 V i r u s   d a t a b a s e   i s   % d   d a y s   o l d = 9E1  (J'F'*  'DAJ1H3'*  % d   JHE
 
 S y s t e m   d r i v e   f r e e   s p a c e   i s   % d % % = E3'-)  B15  'DF8'E  'D-1)  GJ  % d % %     
 
 D r i v e   % s   f r e e   s p a c e   i s   % d % % = 'D-1)  GJ  % d % %   % s   E3'-)  'DB15
 
 D r i v e   # % d   t e m p e r a t u r e   i s   % d   C e l s i u s = 'D"F  % d   E&HJ)  # % d   /1,)  -1'1)  E-1C  'DB15
 
 N e w   s o f t w a r e   i n s t a l l e d : = (1F'E,  ,/J/  E+(*: 
 
 N e w   s e r v i c e   i n s t a l l e d : = ./E)  ,/J/)  E+(*)  : 
 
 S o f t w a r e   r e m o v e d : = (1F'E,  E-0HA: 
 
 S e r v i c e   r e m o v e d : = ./E)  E2'D)  : 
 
 N e w   " A u t o   S t a r t "   l i s t   e n t r y : = " E/.D)  ,/J/)  DB'&E)  " 'D(/!  'D*DB'&J: 
 
 " A u t o   S t a r t "   l i s t   e n t r y   r e m o v e d : = " E/.D)  E-0HA)  DB'&E)  " 'D(/!  'D*DB'&J: 
 
 N e w   n e t w o r k   s h a r e : = E4'1C)  ,/J/)  DD4(C): 
 
 N e t w o r k   s h a r e   r e m o v e d : = E4'1C)  E-0HA)  DD4(C): 
 
 N e w   P C I   d e v i c e : = ,/J/  P C I   ,G'2: 
 
 N e w   U S B   d e v i c e : = ,/J/  U S B   ,G'2: 
 
 P C I   d e v i c e   r e m o v e d : = E-0HA  P C I   ,G'2: 
 
 U S B   d e v i c e   r e m o v e d : = E-0HA  U S B   ,G'2: 
 
 
 
 S e n d i n g   a l e r t   m e s s a g e   i n   e - m a i l = %13'D  13'D)  *F(JG  ('D%JEJD
 
 S e n d i n g   a l e r t   m e s s a g e   t o   l o g   s e r v e r = %13'D  13'D)  *F(JG  %DI  EDBE  /.HD
 
 S e n d i n g   a l e r t   m e s s a g e   u s i n g   W i n d o w s   m e s s a g i n g = %13'D  13'D)  *F(JG  ('3*./'E  F8'E  13'&D  'DHJF/H2
 
 A l e r t   m e s s a g e   s e n t = *E  %13'D  13'D)  'D*F(JG
 
 A l e r t   m e s s a g e   c a n n o t   b e   s e n t = *901  %13'D  13'D)  'D*F(JG
 
 
 
 / /   s e n s o r   i c o n s 
 
 S e n s o r   I c o n = 1E2  #/')  'D%3*49'1
 
 S e n s o r   I c o n s = 1EH2  #/H'*  'D%3*49'1
 
 S e n s o r   I c o n ,   O S D = #JBHF)  #/')  'D%3*49'1  DDE'3-  'D6H&J
 
 H a r d w a r e   M o n i t o r i n g = E1'B()  'DG'1/- HJ1
 
 I c o n s ,   O S D = #JBHF'*  'DE'3-  'D6H&J
 
 V i s t a   S i d e b a r = 'D,'F(J  V i s t a   41J7
 
 L o g g i n g = 'D3,D'*
 
 E x t e r n a l   A p p l i c a t i o n s = *7(JB'*  .'1,J)
 
 I c o n   T e x t = F5  'D#JBHF)
 
 O S D   T e x t = F5  'DE'3-  'D6H&J
 
 S i d e b a r   T e x t = F5  'D41J7  'D,'F(J
 
 I c o n   & b a c k g r o u n d   c o l o r : = DHF  .& DAJ)  'D#JBHF): 
 
 I c o n   & t e x t   c o l o r : = DHF  F& 5  'D#JBHF): 
 
 & L a b e l : = 'D& *3EJ): 
 
 & F o n t   n a m e : = %3E  'D& .7: 
 
 O S D   & f o n t   n a m e : = & %3E  .7  'DE'3-  'D6H&J: 
 
 & O S D   t e x t   c o l o r : = DHF  F5  'DE'3-  'D6H&J: 
 
 & T e x t   c o l o r : = & DHF  'DF5: 
 
 T e x t   & s i z e : = -,E  'D& F5: 
 
 O & S D   t e x t   s i z e : = -,E  F5  'DE'3-  'D6H&J: 
 
 D i s p l a y   t e m p e r a t u r e s   i n   & F a h r e n h e i t = 961  /1,)  'D-1'1)  ('D& AG1FG'J*
 
 * * * & E n a b l e   C P U   t h r o t t l i n g   m e a s u r e m e n t = & C P U   t h r o t t l i n g   m e r e s   e n g e d e l y e z e s e 
 
 * * * E & n a b l e   d i s k   t e m p e r a t u r e   m e a s u r e m e n t = L e m e & z h o m e r s e k l e t   m e r e s e n e k   e n g e d e l y e z e s e 
 
 D e g r e e   s y m b o l : = 1E2  'D& /1,)  : 
 
 D i s p l a y   & i c o n s   o n   O S D   p a n e l = 916  & #JBHF'*  9DI  D'&-)  'DE'3-  'D6H&J
 
 & D i s p l a y   l a b e l s   o n   O S D   p a n e l   ( e . g .   " M o t h e r b o a r d " ) = ( " 916  'DE3E& J'*  9DI  'D4'4)  E+'D  ( " 'DDH-)- 'D#E
 
 & A l i g n   i t e m s   t o   t h e   r i g h t = E-'0')  'DEH'/  %DI  'DJ& EJF
 
 * * * & A l i g n m e n t : = & I g a z i t a s : 
 
 & K e e p   O S D   t h e   t o p m o s t   w i n d o w   ( a l w a y s   o n   t o p ) = & /9D  E'A0)  'DE'3-  'D6H&J  AHB  /'&E'
 
 * * * & P r e v e n t   S e n s o r P a n e l   f r o m   b e i n g   m i n i m i z e d = & K i s   m e r e t r e   c s u k a s   m e g a k a d a l y o z a s a 
 
 O S D   p a n e l   & b a c k g r o u n d   c o l o r : = DHF  .DAJ)  D'&-)  'DE'3-  'D6H&J: 
 
 & B a c k g r o u n d   c o l o r : = & DHF  'D.DAJ)  : 
 
 O S D   p a n e l   & t r a n s p a r e n c y : = & 4A'AJ)  'DD'&-)  E9  916  'D4'4)  : 
 
 * * * D e c i m a l   d i g i t s   f o r   & t e m p e r a t u r e   v a l u e s : = & H o m e r s e k l e t e k   d e c i m a l i s   j e g y e i n e k   s z a m a : 
 
 & D e c i m a l   d i g i t s   f o r   v o l t a g e   v a l u e s : = & #1B'E  941J)  DBJE  'DAHD*J)  : 
 
 D & e c i m a l   d i g i t s   f o r   c l o c k   s p e e d s : = 'D#1B'E  'D& 941J)  D319'*  'D3'9)  : 
 
 T & r a n s p a r e n t = & 'D4A'AJ)
 
 " S e & n s o r "   p a g e : = " 5A& -)  " 'DE3*491: 
 
 " & G P U "   p a g e : = " & G P U "   5A-): 
 
 & S e n s o r   i c o n s : = #JBHF'*  #/')  'D%3*& 49'1: 
 
 & V i s t a   S i d e b a r : = 'D,'F(J  V i s t a   & 41J7
 
 L C & D : = L C & D : 
 
 & O S D   p a n e l : = & O S D   D'&-): 
 
 & L o g   f i l e : = & EDA  'D3,D: 
 
 E & x t e r n a l   a p p l i c a t i o n s : = 'D& *7(JB'*  'D.'1,J)  : 
 
 S & h o w   s e n s o r   i c o n s = %& 8G'1  #JBHF'*  #/')  'D%3*49'1  : 
 
 S h o w   O S D   p a & n e l = %8G'1  'D& D'&-)  E9  916  'D4'4)
 
 & E n a b l e   V i s t a   S i d e b a r   s u p p o r t = 'D,'F(J  V i s t a   *ECJF  'D/9E  D41J& 7
 
 & E n a b l e   D e s k t o p   G a d g e t   s u p p o r t = *ECF  & 'D/9E  DB79)  #/')  37-  'DEC*(
 
 S & h o w   h e a d e r = %& 8G'1  'DEB/E)
 
 & D i s p l a y   l a b e l s   o n   S i d e b a r   ( e . g .   " M o t h e r b o a r d " ) = ( " 916  'DE3EJ'*  9DI  'D41J7  'D& ,'F(J  E+D  ( " 'DDH-)  'D#E
 
 & U s e   H K L M   i n   R e g i s t r y = AJ  '1J,3*1J  H & K L M   %3*./'E
 
 B l a c k = #3H/
 
 B l u e = #21B
 
 D a r k   B l u e = #21B  :'EB
 
 D a r k   G r e e n = #.61  :'EB
 
 G o l d = 0G(J
 
 G r a y = 1E'/J
 
 G r e e n = #.61
 
 O r a n g e = (1*B'DJ
 
 R e d = #-E1
 
 S i l v e r = A6J
 
 W h i t e = #(J6
 
 * * * & E n a b l e   % s   L C D   s u p p o r t = % s   L C D   t a m o g a t a s   & e n g e d e l y e z e s e 
 
 * * * & E n a b l e   % s   V F D   s u p p o r t = % s   V F D   t a m o g a t a s   & e n g e d e l y e z e s e 
 
 * * * & P a n e l   p o s i t i o n : = & P a n e l   p o z i c i o : 
 
 L C D   & b a c k g r o u n d   c o l o r : = L C D   & DHF  .DAJ)  : 
 
 P a g e   1 = 1 .   'D5A-)
 
 P a g e   2 = 2 .   'D5A-)
 
 P a g e   3 = 3 .   'D5A-)
 
 P a g e   4 = 4 .   'D5A-)
 
 P a g e   5 = 5 .   'D5A-)
 
 P a g e   6 = 6 .   'D5A-)
 
 P a g e   7 = 7 .   'D5A-)
 
 P a g e   8 = 8 .   'D5A-)
 
 P a g e   9 = 9 .   'D5A-)
 
 P a g e   1 0 = 1 0 .   'D5A-)
 
 P a g e   1 1 = 1 1 .   'D5A-)
 
 P a g e   1 2 = 1 2 .   'D5A-)
 
 P a g e   1 3 = 1 3 .   'D5A-)
 
 P a g e   1 4 = 1 4 .   'D5A-)
 
 P a g e   1 5 = 1 5 .   'D5A-)
 
 * * * P a g e   # % d   ( A c t i v e ) = % d .   o l d a l   ( A k t i v ) 
 
 * * * P a g e   # % d   ( I n a c t i v e ) = % d .   o l d a l   ( I n a k t i v ) 
 
 * * * S e l e c t   i m a g e   f i l e = K e p f a j l   k i v a l a s z t a s a 
 
 * * * C & u s t o m   d y n a m i c   k e y   i m a g e s : = E g y e d i   d i n a m i k & u s   b i l l e n t y u   k e p e k : 
 
 * * * & M a x i m i z e   o n   d o u b l e - c l i c k = & M a x i m a l i z a l a s   d u p l a k l i k k e l 
 
 * * * L C & D   t y p e : = L C & D   t i p u s a : 
 
 * * * & C O M   p o r t : = & C O M   p o r t : 
 
 * * * & L C D   p o r t : = & L C D   p o r t : 
 
 * * * & P r o t o c o l : = & P r o t o k o l l : 
 
 * * * B r i g h t & n e s s : = & F e n y e r o : 
 
 * * * C & o n t r a s t : = & K o n t r a s z t : 
 
 * * * & R o t a t i o n : = & F o r g a t a s : 
 
 * * * 9 0   d e g r e e s = 9 0   f o k 
 
 * * * 1 8 0   d e g r e e s = 1 8 0   f o k 
 
 * * * 2 7 0   d e g r e e s = 2 7 0   f o k 
 
 * * * I t   i s   r e c o m m e n d e d   t o   u s e   t h e   l i b u s b   d r i v e r   f o r   % s   d e v i c e s = % s   e s z k o z o k h o z   a   l i b u s b   i l l e s z t o   h a s z n a l a t a   j a v a s o l t 
 
 * * * & A u t o m a t i c a l l y   c y c l e   t h r o u g h   L C D   p a g e s : = & A u t o m a t i k u s   L C D   o l d a l   v a l t a s : 
 
 N e w   & I t e m = & E'/)  ,/J/)
 
 N e w   & B M P = ,/J/  & B M P   EDA
 
 L a b e l = 'D*3EJ)
 
 N e w   L a b e l = *3EJ)  ,/J/)
 
 N e w   & L a b e l = *3EJ)  & ,/J/)
 
 M o d i f y   L a b e l = *9/JD  'D*3EJ)
 
 M o & v e   U p = *-1JC  D& AHB
 
 M o v e   D o & w n = *-1JC  D& *-*
 
 & H i d e = & %.A'!
 
 & U n h i d e = & 9/E  %.A'!
 
 D u p l i & c a t e = *& C1'1
 
 & E x p o r t = *& 5/J1
 
 & I m p o r t = %& 3*J1'/
 
 L a b e l   a n d   v a l u e   & s e p a r a t o r : = 'D*3EJ)  H  & A'5D  'DBJE)  : 
 
 A l i g n   & t o   t h e   r i g h t = E-'0')  %DI  'DJ& EJF
 
 S h o w   & u n i t   ( e . g .   C e l s i u s ,   R P M ,   V o l t ) = ( %8G'1  'D& H-/)  E+D  ( E&HJ)    /H1)    AHD*
 
 A u t o m a t i c = *DB'&J
 
 & A u t o m a t i c = & *DB'&J
 
 C u s t o m = E.55
 
 & C u s t o m : = E& .55  : 
 
 H a r d   D i s k   # % d = # % d   'DB15  'D5D(
 
 & S h o w   S e n s o r P a n e l = & S e n s o r P a n e l   %8G'1
 
 & K e e p   S e n s o r P a n e l   t h e   t o p m o s t   w i n d o w   ( a l w a y s   o n   t o p ) = ( ('D%7'1  'D#9DI  ( /HE'  AJ  'DEB/E)  S e n s o r P a n e l     %& (B'!
 
 & L o c k   p a n e l   p o s i t i o n = & *#EJF  EH69  'DD'&-)
 
 L & o c k   p a n e l   s i z e = *#EJF  & -,E  'DD'&-)
 
 & E n a b l e   c o n t e x t   m e n u = *ECJF  & B'&E)  'D3J'B
 
 * * * P a & u s e   p a n e l   u p d a t e s   i n   f u l l - s c r e e n   m o d e = P a n e l   & f r i s s i t e s   s z u n e t e l t e t e s e   t e l j e s k e p e r n y o s   m o d b a n 
 
 * * * P & i n   S e n s o r P a n e l   t o   m o n i t o r : = S & e n s o r P a n e l   r o g z i t e s e   m o n i t o r h o z : 
 
 * * * & R e s e t   P o s i t i o n = P o z i c i o   & v i s s z a a l l i t a s a 
 
 * * * S e n s o r P a n e l   & G u i d e = S e n s o r P a n e l   u t m & u t a t o 
 
 S e n s o r P a n e l   & b a c k g r o u n d   c o l o r : = S e n s o r P a n e l   DHF  & .DAJ): 
 
 S e n s o r P a n e l   & t r a n s p a r e n c y : = S e n s o r P a n e l   & 4A'AJ): 
 
 S e n s o r P a n e l   s i & z e : = S e n s o r P a n e l   & -,E: 
 
 L o g   s e n s o r   r e a d i n g s   t o   & H T M L   l o g   f i l e : = & H T M L   *3,JD  B1'!'*  #/')  'D%3*49'1  %DI  EDA  3,D: 
 
 L o g   s e n s o r   r e a d i n g s   t o   C S & V   l o g   f i l e : = & C S V   3,JD  B1'!'*  #/')  'D%3*49'1  %DI  EDA  3,D: 
 
 & L o g   s t a r t e d   a n d   s t o p p e d   p r o c e s s e s = & 15/  'D9EDJ'*  'D*J  (/#*  H  'D*J  *HBA*  AJ  'D3,D
 
 * * * & P e r s i s t e n t   l o g   f i l e s = & F o l y t o n o s   n a p l o f a j l o k 
 
 * * * N & u m b e r   o f   h o u r s   b e t w e e n   o p e n i n g   n e w   l o g   f i l e s : = & V a r a k o z a s   u j   n a p l o f a j l   n y i t a s i g   ( o r a ) : 
 
 P r o c e s s e s   s t a r t e d : = 'D9EDJ'*  'DE(/H!)  : 
 
 P r o c e s s e s   s t o p p e d : = 'D9EDJ'*  'DE*HBA)  : 
 
 * * * L o g   S t a r t e d = N a p l o z a s   k e z d e t e 
 
 * * * L o g   F i n i s h e d = N a p l o z a s   b e f e j e z e s e 
 
 E n a b l e   s h a r e d   & m e m o r y = *ECJF  'D& 0'C1)  'DE4'1C)
 
 E n a b l e   w r i t i n g   s e n s o r   v a l u e s   t o   & R e g i s t r y = *ECJF  & C*'()  BJE  #/')  'D%3*49'1  %DI  'D1J,3*1J
 
 E n a b l e   w r i t i n g   s e n s o r   v a l u e s   t o   & W M I = W M I   *ECJF  & C*'()  BJE  #/')  'D%3*49'1  %DI
 
 E n a b l e   w r i t i n g   s e n s o r   v a l u e s   t o   R i & v a t u n e r   O S D   S e r v e r = R i & v a t u n e r   O S D   S e r v e r   *ECJF  C*'()  BJE  ,G'2  'D%3*49'1  & %DI
 
 * * * & D i s p l a y   l a b e l s = & C i m k e k   m e g j e l e n i t e s e 
 
 * * * R G B   L E D = R G B   L E D 
 
 * * * R G B   L E D   I t e m = R G B   L E D   e l e m 
 
 * * * K e y ( s ) = B i l l e n t y u ( k ) 
 
 * * * & K e y : = & B i l l e n t y u : 
 
 * * * & E n a b l e   R G B   L E D   k e y b o a r d   s u p p o r t = R G B   L E D   t a m o g a t a s   & e n g e d e l y e z e s e 
 
 * * * K e y b o a r d   & b a c k l i g h t   c o l o r : = B i l l e n t y u z e t   & h a t t e r v i l a g i t a s   s z i n e : 
 
 * * * I t e m   & t y p e : = E l e m   & t i p u s a : 
 
 * * * & R o w : = & S o r : 
 
 * * * & D i v i s o r : = & O s z t o : 
 
 * * * & M i n . : = & M i n . : 
 
 * * * L i m i t   & 1 : = & 1 .   l i m i t : 
 
 * * * L i m i t   & 2 : = & 2 .   l i m i t : 
 
 * * * L i m i t   & 3 : = & 3 .   l i m i t : 
 
 * * * M a & x . : = M a & x . : 
 
 * * * S i n g l e   K e y = E g y   b i l l e n t y u 
 
 * * * R o w   o f   K e y s = B i l l e n t y u s o r 
 
 * * * 2   D i g i t s = 2   s z a m j e g y 
 
 * * * 3   D i g i t s = 3   s z a m j e g y 
 
 * * * A l l   K e y s = M i n d e n   b i l l e n t y u 
 
 * * * F u n c t i o n   K e y s = F u n k c i o   b i l l e n t y u k 
 
 * * * N u m b e r s   ( 1 - 0 ) = S z a m o k   ( 1 - 0 ) 
 
 * * * N u m b e r s   ( 0 - 9 ) = S z a m o k   ( 0 - 9 ) 
 
 
 
 / /   S e n s o r P a n e l 
 
 S e n s o r P a n e l   M a n a g e r = S e n s o r P a n e l   %/'1)
 
 & S e n s o r P a n e l   M a n a g e r = & S e n s o r P a n e l   %/'1)
 
 & E d i t   D e f a u l t s = *& -1J1  'D%A*1'6J'*
 
 M o & v e = & FBD
 
 
 
 / /   t e m p e r a t u r e   a n d   v o l t a g e   c o r r e c t i o n 
 
 C o r r e c t i o n = *5-J-
 
 C o r r e c t i o n   I t e m = *5-J-  E'/)
 
 R a t i o   /   O f f s e t = 'DF3()  /   'D%2'-)
 
 & R a t i o : = & 'DF3(): 
 
 & O f f s e t : = 'D%& 2'-): 
 
 
 
 / /   h o t   k e y s 
 
 * * * H o t   K e y = G y o r s b i l l e n t y u 
 
 * * * H o t   K e y s = G y o r s b i l l e n t y u k 
 
 * * * S w i t c h   t o   p r e v i o u s   L C D   p a g e = E l o z o   L C D   o l d a l r a   v a l t a s 
 
 * * * S w i t c h   t o   n e x t   L C D   p a g e = K o v e t k e z o   L C D   o l d a l r a   v a l t a s 
 
 * * * S w i t c h   t o   L C D   p a g e   1 = 1 .   L C D   o l d a l r a   v a l t a s 
 
 * * * S w i t c h   t o   L C D   p a g e   2 = 2 .   L C D   o l d a l r a   v a l t a s 
 
 * * * S w i t c h   t o   L C D   p a g e   3 = 3 .   L C D   o l d a l r a   v a l t a s 
 
 * * * S w i t c h   t o   L C D   p a g e   4 = 4 .   L C D   o l d a l r a   v a l t a s 
 
 * * * S w i t c h   t o   L C D   p a g e   5 = 5 .   L C D   o l d a l r a   v a l t a s 
 
 * * * S w i t c h   t o   L C D   p a g e   6 = 6 .   L C D   o l d a l r a   v a l t a s 
 
 * * * E n a b l e / d i s a b l e   R a z e r   L C D   s u p p o r t = R a z e r   L C D   t a m o g a t a s   e n g e d e l y e z e s e / l e t i l t a s a 
 
 * * * E n a b l e / d i s a b l e   R G B   L E D   s u p p o r t = R G B   L E D   t a m o g a t a s   e n g e d e l y e z e s e / l e t i l t a s a 
 
 * * * O p e n   S e n s o r P a n e l   M a n a g e r = S e n s o r P a n e l   k e z e l o   m e g n y i t a s a 
 
 * * * R e s e t   S e n s o r P a n e l   P o s i t i o n = S e n s o r P a n e l   p o z i c i o   v i s s z a a l l i t a s a 
 
 
 
 / /   r e m o t e   c o n t r o l 
 
 & D i t h e r i n g : = & +('*  'D#DH'F: 
 
 & U s e r   i n t e r f a c e   e f f e c t s : = *#+J1'*  H',G)  'DE3*./E: 
 
 D e s k t o p   & w a l l p a p e r : = .DAJ)  37-&   'DEC*(: 
 
 D e s k t o p   & r e s o l u t i o n : = /B)  'D91& 6  DD4'4): 
 
 D e s k t o p   & c o l o r   d e p t h : = 9EB  'DDH& F  DD4'4): 
 
 I g n & o r e   a l l   i n p u t s   ( v i e w   o n l y ) = ( *,'& GD  CD  'D%/.'D'*  ( 916  AB7
 
 
 
 N o   d i t h e r i n g = (/HF  +('*  'D#DH'F
 
 8 - b i t   ( 2 5 6   c o l o r s ) = ( +E'FJ)- (*  ( 2 5 6   DHF
 
 1 6 - b i t   ( H i C o l o r ) = ( 3*)941- (*  ( DHF  9'DJ  'DFH9J)
 
 2 4 - b i t   ( T r u e C o l o r ) = ( #1(9)H941HF- (*  ( DHF  -BJBJ
 
 3 2 - b i t   ( T r u e C o l o r ) = ( %+FJF  H+D'+HF- (*  ( DHF  -BJBJ
 
 
 
 L e a v e   u n c h a n g e d = *1C  (/HF  *:JJ1
 
 D i s a b l e   d u r i n g   c o n n e c t i o n = *97JD  .D'D  'D%*5'D
 
 R e m o v e   d u r i n g   c o n n e c t i o n = %2'D)  .D'D  'D%*5'D
 
 
 
 U s e   d i t h e r i n g   t o   s a v e   n e t w o r k   b a n d w i d t h = %3*./'E  'DE2,  D*HAJ1  F7'B  'D4(C)  'D*1//J
 
 D i s a b l e   U I   e f f e c t s   t o   i m p r o v e   r e m o t e   c o n t r o l   p e r f o r m a n c e   a n d   r e s p o n s i v e n e s s = *97JD  *#+J1'*  H',G)  'DE3*./E  D*-3JF  #/'!  'D*-CE  9F  (9/  H  319)  'D%3*,'()
 
 R e m o v e   d e s k t o p   w a l l p a p e r   t o   i m p r o v e   r e m o t e   c o n t r o l   p e r f o r m a n c e   a n d   s a v e   n e t w o r k   b a n d w i t h = %2'D)  .DAJ)  37-  'DEC*(  D*-3JF  #/'!  'D*-CE  9F  (9/  H  *HAJ1  F7'B  'D4(C)  'D*1//J
 
 U s e   a   l o w e r   d e s k t o p   r e s o l u t i o n   t o   i m p r o v e   r e m o t e   c o n t r o l   p e r f o r m a n c e   a n d   s a v e   n e t w o r k   b a n d w i t h = %3*./'E  /B)  #BD  DD4'4)  D*-3JF  #/'!  'D*-CE  9F  (9/  H  *HAJ1    F7'B  'D4(C)  'D*1//J
 
 U s e   a   l o w e r   d e s k t o p   c o l o r   d e p t h   t o   i m p r o v e   r e m o t e   c o n t r o l   p e r f o r m a n c e   a n d   s a v e   n e t w o r k   b a n d w i t h = %3*./'E  9EB  #BD  D#DH'F  37-  'DEC*(  D*-3JF  #/'!  'D*-CE  9F  (9/  H  *HAJ1  F7'B  'D4(C)  'D*1//J
 
 
 
 / /   B e n c h m a r k   r e s u l t s   s a v e   &   c o m p a r e 
 
 R e s u l t = 'DF*J,)
 
 R e s u l t s = 'DF*'&,
 
 % d   r e s u l t s = % d   F*J,)
 
 B e n c h m a r k   R e s u l t = F*J,)  *BJJE  'D#/'!
 
 P l e a s e   e n t e r   b e n c h m a r k   r e s u l t   d e s c r i p t i o n : = 'D1,'!  H69  H5A  DF*J,)  *BJJE  'D#/'!: 
 
 S h o w   & R e f e r e n c e   R e s u l t s = & %8G'1  'DF*'&,  0'*  'D9D'B)
 
 S h o w   & U s e r   R e s u l t s = %8G'1  F*'&,  'DE3*./E
 
 & A d d   R e s u l t   t o   U s e r   L i s t = & %6'A)  'DF*J,)  %DI  B'&E)  'DE3*./E
 
 M a n a g e   U s e r   R e s u l t s = %/'1)  F*'&,  'DE3*./E
 
 & M a n a g e   U s e r   R e s u l t s = & %/'1)  F*'&,  'DE3*./E
 
 T e s t   N a m e = %3E  'DA-5
 
 C R C   E r r o r = .7#  (A-5  'D97D  'D/H1J
 
 & D e l e t e   S e l e c t e d   R e s u l t s = & -0A  'DF*'&,  'DE-//)
 
 
 
 / /   P o r t a b l e   C o m p u t e r   p a g e 
 
 % s   P l a t f o r m   C o m p l i a n c y = % s   *H'AB  F8'E
 
 % s   C o m p l i a n t = % s   'DE*H'AB
 
 M o b i l e   P C   P h y s i c a l   I n f o = 'DE9DHE'*  'D7(J9J)  DDCE(JH*1  'D,H'D
 
 S y s t e m   T y p e = FH9  'DF8'E
 
 M e m o r y   S o c k e t s = EB'(3  'D0'C1)
 
 M a x .   M e m o r y   S i z e = #B5I  -,E  DD0'C1)
 
 H a r d   D i s k   T y p e = FH9  'DB15  'D5D(
 
 L C D   S i z e = L C D   -,E
 
 G P U   T y p e = G P U   FH9
 
 W L A N   N e t w o r k   A d a p t e r = W L A N   E-HD  4(C)
 
 B l u e t o o t h   A d a p t e r = B l u e t o o t h   E-HD
 
 P C M C I A   S l o t s = P C M C I A   *,'HJA
 
 E x p r e s s C a r d   S l o t s = E x p r e s s C a r d   *,'HJA
 
 U S B   P o r t s = U S B   EF'A0
 
 F i r e W i r e   P o r t s = F i r e W i r e   EF'A0
 
 V i d e o   O u t p u t s = V i d e o   E.'1,
 
 B a t t e r y   T y p e = FH9  'D(7'1J)
 
 M a x .   B a t t e r y   T i m e = #B5  2EF  DD(7'1J)
 
 I n t e g r a t e d = E/E,
 
 O p t i o n a l = %.*J'1J
 
 
 
 / /   I P M I   p a g e 
 
 I P M I   S y s t e m   E v e n t   L o g = I P M I   3,D  9EDJ'*  F8'E
 
 I P M I   S e n s o r = I P M I   ,G'2  %3*49'1
 
 
 
 / /   C e r t i f i c a t e s   p a g e 
 
 * * * C e r t i f i c a t e   P r o p e r t i e s = T a n u s i t v a n y   t u l a j d o n s a g a i 
 
 * * * S i g n a t u r e   A l g o r i t h m = A l a i r a s   a l g o r i t m u s 
 
 * * * V a l i d i t y = E r v e n y e s s e g 
 
 
 
 * * * I s s u e r   P r o p e r t i e s = K i b o c s a t o   t u l a j d o n s a g a i 
 
 * * * S u b j e c t   P r o p e r t i e s = A l a n y   t u l a j d o n s a g a i 
 
 * * * C o m m o n   N a m e = E l n e v e z e s 
 
 * * * O r g a n i z a t i o n = S z e r v e z e t 
 
 * * * O r g a n i z a t i o n a l   U n i t = S z e r v e z e t i   e g y s e g 
 
 * * * C o u n t r y = O r s z a g 
 
 * * * L o c a l i t y   N a m e = H e l y s e g n e v 
 
 * * * S t a t e / P r o v i n c e = A l l a m / T a r t o m a n y 
 
 * * * S t r e e t   A d d r e s s = C i m 
 
 * * * B u s i n e s s   C a t e g o r y = C e g   k a t e g o r i a 
 
 * * * B u s i n e s s   I D = C e g   a z o n o s i t o 
 
 * * * P o s t a l   C o d e = I r a n y i t o s z a m 
 
 * * * E - m a i l   A d d r e s s = E - m a i l   c i m 
 
 
 
 * * * P u b l i c   K e y   P r o p e r t i e s = N y i l v a n o s   k u l c s   t u l a j d o n s a g a i 
 
 * * * P u b l i c   K e y   A l g o r i t h m = N y i l v a n o s   k u l c s   a l g o r i t m u s 
 
 
 
 / /   t r a y   i c o n 
 
 & O p e n   A I D A 6 4 = A I D A 6 4   A*-
 
 & H i d e   M a i n   W i n d o w = & %.A'!  'DF'A0)  'D1&J3J)
 
 & H i d e   S e n s o r   I c o n s = %& .A'!  #JBHF'*  #/')  'D%3*49'1
 
 & H i d e   O S D   P a n e l = O S D   %.& A'!  D'&-)  'D@
 
 * * * S h o w   O S D   P a n e l = O S D   P a n e l   m e g j e l e n i t e s e 
 
 * * * S h o w   & O S D   P a n e l = & O S D   P a n e l   m e g j e l e n i t e s e 
 
 H i d e   O S D   P a n e l = O S D   %.A'!  D'&-)  'D@
 
 H i d e   & O S D   P a n e l = O S D   %.& A'!  D'&-)  'D@
 
 S h o w   S e n s o r P a n e l = S e n s o r P a n e l   %8G'1
 
 S h o w   S e n s o r & P a n e l = S e n s o r & P a n e l   %8G'1
 
 H i d e   S e n s o r P a n e l = S e n s o r P a n e l   %.A'!
 
 H i d e   S e n s o r & P a n e l = S e n s o r & P a n e l   %.A'!
 
 S t a r t   S e n s o r   L o g g i n g = (/'J)  'D3,D  D,G'2  'D'3*49'1
 
 S t a r t   S e n s o r   & L o g g i n g = & (/'J)  'D3,D  D,G'2  'D'3*49'1
 
 S t o p   S e n s o r   L o g g i n g = FG'J)  'D3,D  D,G'2  'D'3*49'1
 
 S t o p   S e n s o r   & L o g g i n g = FG'J)  'D3,D  D,G'2  'D'3*49'1
 
 
 
 / /   E n h a n c e d   P e r f o r m a n c e   P r o f i l e s 
 
 P r o f i l e   N a m e = %3E  'DH69J)
 
 O p t i m a l   P e r f o r m a n c e   P r o f i l e = H69J)  'D#/'!  'DE+'DJ)
 
 * * * R e c o m m e n d e d   D I M M s   P e r   C h a n n e l = J a v a s o l t   D I M M   p e r   c s a t o r n a 
 
 
 
 / /   M u l t i - G P U 
 
 C r o s s F i r e   S t a t u s = C r o s s F i r e   -'D)
 
 S L I   S t a t u s = S L I   -'D)
 
 C r o s s F i r e   V i d e o   A d a p t e r s = C r o s s F i r e   E-HD'*
 
 S L I   C o n n e c t o r = S L I - #/')  *H5JD
 
 S L I   G P U s = S L I   H-/)  E9'D,)  'D13HE'*
 
 
 
 / /   p r o d u c t   k e y   e n t e r 
 
 E n t e r   P r o d u c t   K e y = %/.'D  EA*'-  'DEF*,
 
 P l e a s e   e n t e r   y o u r   p r o d u c t   k e y : = 'D1,'!  %/.'D  EA*'-  'DEF*,  'D.'5  (C  : 
 
 L i c e n s e   i s   v a l i d = 'D1.5)  5'D-)
 
 L i c e n s e   i s   e x p i r e d = 'D1.5)  EF*GJ)
 
 L i c e n s e   i s   n o t   v a l i d   f o r   t h i s   v e r s i o n   o f   % s = % s   'D1.5)  DJ3*  5'D-)  DG0G  F3.)  EF
 
 * * * T h e   e n t e r e d   p r o d u c t   k e y   h a s   b e e n   b l a c k l i s t e d = A   m e g a d o t t   t e r m e k k u l c s   f e k e t e l i s t a r a   k e r u l t 
 
 * * * T h e   e n t e r e d   p r o d u c t   k e y   h a s   b e e n   r e v o k e d   d u e   t o   p u r c h a s e   r e f u n d   o r   c h a r g e b a c k = A   m e g a d o t t   t e r m e k k u l c s   v i s s z a v o n a s r a   k e r u l t   v i s s z a t e r i t e s   v a g y   c h a r g e b a c k   m i a t t 
 
 T h e   e n t e r e d   p r o d u c t   k e y   i s   v a l i d . = EA*'-  'DEF*,  'DE/.D  5'D-
 
 T h a n k   y o u   f o r   p u r c h a s i n g   % s ! = % s   4C1'  9DI  41'!
 
 * * * W h y   i s   m y   A I D A 6 4   p r o d u c t   k e y   n o t   w o r k i n g ? = M i e r t   n e m   m u k o d i k   a z   A I D A 6 4   t e r m e k k u l c s o m ? 
 
 * * * T h e   e n t e r e d   p r o d u c t   k e y   r e q u i r e s   a n   A s u s   R O G   m o t h e r b o a r d   o r   R O G   A I O   c o o l e r = A   m e g a d o t t   t e r m e k k u l c s   A s u s   R O G   a l a p l a p o t   v a g y   R O G   A I O   h u t o t   i g e n y e l 
 
 
 
 / /   l i c e n s e   d i a l o g s 
 
 F i n a l W i r e   W e b s i t e = F i n a l W i r e   EHB9
 
 A I D A 6 4   W e b s i t e = A I D A 6 4   EHB9
 
 P r o d u c t   W e b s i t e = EHB9  'DEF*,
 
 O n l i n e   D o c u m e n t a t i o n = 'DH+'&B  9DI  'D%F*1F*
 
 P l e a s e   c h e c k   t h e   p r o g r a m ' s   o n l i n e   d o c u m e n t a t i o n   f o r   d e t a i l s . = 'D1,'!  'D%7D'9  9DI  H+'&B  'D(1F'E,  9DI  'D%F*1F*  DD*A'5JD
 
 T h i s   p r o g r a m   i s   n o t   f r e e .   I t   i s   a n   e v a l u a t i o n   o f   c o p y r i g h t e d   s o f t w a r e . = G0'  'D(1F'E,  DJ3  E,'FJ'  .   %FG  (1F'E,  *,1J(J  DD*BJJE  E9  -BHB  E-AH8)
 
 I f   y o u   u s e   i t   b e y o n d   t h e   % d - d a y s   e v a l u a t i o n   p e r i o d ,   y o u   a r e   e x p e c t e d   t o   r e g i s t e r   i t   w i t h   t h e   a u t h o r . =   9F/  %3*./'EG  %DI  E'  (9/  A*1)  'D@  % d   JHE  'D*,1J(J)    J,(  *3,JDG
 
 Y o u   h a v e   % d   d a y s   l e f t   o f   y o u r   t r i a l   p e r i o d . = (BJ  D/JC  % d   JHE/ #J'E  EF  'DA*1)  'D*,1J(J)
 
 Y o u r   e v a l u a t i o n   p e r i o d   i s   o v e r . = #F*G*  'DA*1)  'D*,1J(J)
 
 I f   y o u   b e l i e v e   t h i s   m e s s a g e   i s   a n   e r r o r ,   p l e a s e   c o n t a c t   F i n a l W i r e   L i c e n s i n g   D e p a r t m e n t   a t   t h e   f o l l o w i n g   e - m a i l   a d d r e s s : = %0'  CF*  *9*B/  (#F  G0G  'D13'D)  9('1)  9F  .7#    A'D1,'!  'D'*5'D  (@  " A'JF'D. H'J1"   D%/'1)  'D*1'.J5  9DI  9FH'F  'D(1J/  'D%DC*1HFJ  'D*'DJ: 
 
 I f   i t   i s   n o t   t h e   c a s e ,   p l e a s e   c o n s i d e r   t o   r e g i s t e r   t h e   p r o d u c t   w i t h   t h e   a u t h o r ,   o r   s i m p l y   r e m o v e   i t   f r o m   y o u r   c o m p u t e r . = %0'  C'F  'D#E1  DJ3  C0DC  AJ,(  *3,JD  'DEF*,  #H  %2'D*G  ((3'7)  EF  CE(JH*1C
 
 Y o u r   r e g i s t r a t i o n   i s   c o r r u p t e d .   P l e a s e   e n t e r   y o u r   p r o d u c t   k e y   a g a i n . = *3,JDC  *'DA  .   'D1,'!  %/.'D  EA*'-  EF*,C  E1)  +'FJ)
 
 Y o u   c a n   f i n d   y o u r   p r o d u c t   k e y   i n   y o u r   l i c e n s e   e - m a i l . = JECFC  'D9+H1  9DI  EA*'-  EF*,C  AJ  1'3D)  'D1.5)  'D%DC*1HFJ)  'DE13D)  %DJC
 
 F o r   s u p p o r t ,   p l e a s e   c o n t a c t   F i n a l W i r e   L i c e n s i n g   D e p a r t m e n t   a t   t h e   f o l l o w i n g   e - m a i l   a d d r e s s : = DD/9E    'D1,'!  'D'*5'D  (@  " A'JF'D. H'J1"   D%/'1)  'D*1'.J5  9DI  9FH'F  'D(1J/  'D%DC*1HFJ  'D*'DJ: 
 
 Y o u r   l i c e n s e   w i l l   e x p i r e   i n   % d   d a y s . = 1.5*C  3*F*GJ  .D'D  % d   JHE/ #J'E
 
 Y o u r   l i c e n s e   i s   e x p i r e d . = #F*G*  5D'-J)  1.5*C
 
 T o   e x t e n d   y o u r   l i c e n s e ,   p l e a s e   c h e c k   t h e   p r o g r a m ' s   o n l i n e   d o c u m e n t a t i o n . = D*E/J/  1.5*C    'D1,'!  E1',9)  H+'&B  'D(1F'E,  9DI  'D%F*1F*
 
 Y o u r   l i c e n s e   i s   n o t   v a l i d   f o r   t h i s   v e r s i o n   o f   % s . = % s   1.5*C  DJ3*  5'D-)  DG0G  F3.)  EF
 
 F o r   l i c e n s e   d e t a i l s ,   p l e a s e   c h e c k   y o u r   l i c e n s e   e - m a i l . = D*A'5JD  'D1.5)    'D1,'!  E1',9)  13'D)  'D1.5)  'D%DC*1HFJ)  'DE13D)  %DJC
 
 W a i t   % d   s e c . . . = . . . #F*81  % d   +'FJ)
 
 Y o u r   A I D A 6 4   m a i n t e n a n c e   p e r i o d   h a s   e x p i r e d . = 'D.'5)  (C  A I D A 6 4   'F*G*  A*1)  5J'F)
 
 T h e r e   i s   a   n e w   u p d a t e   f o r   A I D A 6 4 ,   b u t   y o u   a r e   n o   l o n g e r   e l i g i b l e   f o r   r e c e i v i n g   u p d a t e s   t o   y o u r   A I D A 6 4   i n s t a l l a t i o n . = GF'C  *-/J+  ,/J/  DD(1F'E,  H  DCF  #F*  :J1  E$GD  D*-EJD  G0G  'D*-/J+'*
 
 P l e a s e   c o n s i d e r   r e n e w i n g   y o u r   A I D A 6 4   l i c e n s e . = 'D.'5)  (C  A I D A 6 4   'D1,'!  'DBJ'E  (*,/J/  1.5)
 
 Y o u   c a n   p u r c h a s e   a n   A I D A 6 4   u p g r a d e   l i c e n s e   t o   e x t e n d   y o u r   m a i n t e n a n c e   p e r i o d   a t : = JECFC  41'!  1.5)  *1BJ)  D*E/J/  A*1)  'D5J'F)  'D.'5)  (C  EF: 
 
 A I D A 6 4   L i c e n s e   R e n e w a l = A I D A 6 4   *,/J/  1.5)
 
 * * * T h e   e n t e r e d   p r o d u c t   k e y   i s   f o r   a   d i f f e r e n t   e d i t i o n   o f   % s . = A   m e g a d o t t   t e r m e k k u l c s   a z   % s   e g y   m a s i k   v a l t o z a t a h o z   v a l o . 
 
 * * * Y o u   c a n   d o w n l o a d   % s   f r o m : = A z   % s   l e t o l t h e t o   a z   a l a b b i   c i m r o l : 
 
 * * * Y o u   m a y   h a v e   m i s t y p e d   t h e   p r o d u c t   k e y = E l k e p z e l h e t o ,   h o g y   e l i r t a   a   t e r m e k k u l c s o t 
 
 * * * P l e a s e   t r y   e n t e r i n g   y o u r   p r o d u c t   k e y   a g a i n . = K e r e m ,   p r o b a l j a   m e g   u j r a   m e g a d n i   a   t e r m e k k u l c s o t . 
 
 * * * Y o u r   p r o d u c t   k e y   i s   b l a c k l i s t e d ,   b e c a u s e   i t   i s   n o t   a   g e n u i n e ,   v a l i d   k e y . = A   t e r m e k k u l c s   f e k e t e l i s t a r a   k e r u l t ,   m e r t   a z   n e m   e r e d e t i ,   n e m   v a l o s   k u l c s . 
 
 * * * Y o u   c a n   p u r c h a s e   a   g e n u i n e   A I D A 6 4   l i c e n s e   a t : = A z   a l a b b i   o l d a l o n   v a s a r o l h a t   e r e d e t i   A I D A 6 4   l i c e n c e t : 
 
 * * * A I D A 6 4   O n l i n e   S t o r e = A I D A 6 4   v a s a r l a s 
 
 * * * A s u s   R O G   h a r d w a r e   n o t   f o u n d . = A s u s   R O G   h a r d v e r   n e m   t a l a l h a t o . 
 
 * * * M S I   h a r d w a r e   n o t   f o u n d . = M S I   h a r d v e r   n e m   t a l a l h a t o . 
 
 * * * Y o u r   p r o d u c t   k e y   r e q u i r e s   a n   A s u s   R O G   m o t h e r b o a r d   o r   R O G   A I O   c o o l e r . = A   t e r m e k k u l c s   A s u s   R O G   a l a p l a p o t   v a g y   R O G   A I O   h u t o t   i g e n y e l . 
 
 * * * T h i s   v e r s i o n   o f   A I D A 6 4   o n l y   w o r k s   w i t h   a n   M S I   m o t h e r b o a r d   o r   M S I   v i d e o   c a r d . = A z   A I D A 6 4   e z e n   v e r z i o j a   c s a k   M S I   a l a p l a p p a l   v a g y   M S I   v i d e o k a r t y a v a l   m u k o d i k . 
 
 
 
 / /   a b o u t   b o x 
 
 * * * A b o u t   A I D A 6 4 = A z   A I D A 6 4   n e v j e g y e 
 
 * * * P r o d u c t : = T e r m e k : 
 
 * * * V e r s i o n : = V e r z i o : 
 
 * * * B u i l d   d a t e : = F o r d i t a s   d a t u m a : 
 
 * * * P u r c h a s e   d a t e : = V a s a r l a s   d a t u m a : 
 
 * * * L i c e n s e   c o u n t : = L i c e n c   d a r a b s z a m : 
 
 * * * L i c e n s e   e x p i r y : = L i c e n c   l e j a r a t a : 
 
 * * * M a i n t e n a n c e   e x p i r y : = F r i s s i t e s i   i d o s z a k   v e g e : 
 
 * * * N o   E x p i r y = N i n c s   l e j a r a t 
 
 * * * C l i c k   h e r e   t o   b u y   n o w = K a t t i n t s o n   i d e   a   v a s a r l a s h o z 
 
 * * * T R I A L = P R O B A 
 
 * * * T R I A L   V E R S I O N = P R O B A V E R Z I O 
 
 * * * [   T R I A L   V E R S I O N   ] = [   P R O B A V E R Z I O   ] 
 
 * * * U n l i m i t e d = K o r l a t l a n 
 
 
 
 / /   T r a n s l a t e   t h i s   o n e   a s   " e l e c t r i c   c u r r e n t " ,   a n d   N O T   a s   " a c t u a l " 
 
 / /   I m p o r t a n t :   T h e   #   c h a r a c t e r   h a s   t o   b e   t h e   f i r s t   c h a r a c t e r   a t   b o t h   s i d e s ! 
 
 # C u r r e n t = # 'D-'DJ
 
 
 
 / /   T r a n s l a t e   t h i s   o n e   a s   " e l e c t r i c   c u r r e n t " ,   a n d   N O T   a s   " a c t u a l " 
 
 C u r r e n t   V a l u e s = 'DBJE  'D-'DJ)
 
 
 
 / /   T r a n s l a t e   t h i s   o n e   a s   " P o w e r   C o n s u m p t i o n " 
 
 / /   I m p o r t a n t :   T h e   #   c h a r a c t e r   h a s   t o   b e   t h e   f i r s t   c h a r a c t e r   a t   b o t h   s i d e s ! 
 
 # P o w e r = # 'D7'B)
 
 
 
 / /   T r a n s l a t e   t h i s   o n e   a s   " P o w e r   C o n s u m p t i o n " 
 
 * * * P o w e r   # % d = % d .   f o g y a s z t a s 
 
 
 
 / /   T r a n s l a t e   t h i s   o n e   a s   " P o w e r   C o n s u m p t i o n   V a l u e s " 
 
 P o w e r   V a l u e s = 'DBJE  D%3*GD'C  'D7'B)
 
 
 
 / /   s e t u p   p a c k a g e   ( % s   w i l l   b e   r e p l a c e d   w i t h   t h e   n a m e   o f   t h e   s o f t w a r e ) 
 
 * * * P r i v a c y   P o l i c y = A d a t k e z e l e s 
 
 * * * % 1   D o c u m e n t a t i o n = % 1   d o k u m e n t a c i o 
 
 * * * V i e w   % 1   D o c u m e n t a t i o n = % 1   d o k u m e n t a c i o   m e g n y i t a s a 
 
 * * * D o w n l o a d i n g   a n d   i n s t a l l i n g   % 1   c o m p o n e n t s . . . = % 1   o s s z e t e v o i n e k   l e t o l t e s e   e s   t e l e p i t e s e . . . 
 
 
 
 / /   T r a n s l a t e   t h i s   o n e   a s   " D e v i c e   R e s o u r c e s " ,   f o r   a   s i n g l e   d e v i c e 
 
 # D e v i c e   R e s o u r c e s = # E5'/1  'D,G'2
 
 
 
 / /   T r a n s l a t e   t h i s   o n e   a s   " D e v i c e   R e s o u r c e s " ,   b u t   f o r   m o r e   t h a n   o n e   d e v i c e 
 
 D e v i c e   R e s o u r c e s = E5'/1  'D,G'2
 
 
 
 / /   T r a n s l a t e   " c u r r e n t "   a s   " e l e c t r i c   c u r r e n t " ,   a n d   N O T   a s   " a c t u a l " 
 
 * * * D e c i m a l   d i g i t s   f o r   c & u r r e n t   v a l u e s : = A & r a m e r o s s e g   e r t e k e k   d e c i m a l i s   j e g y e i n e k   s z a m a : 
 
 
 
 / /   H e r e   " p o w e r "   r e f e r s   t o   " e l e c t r i c   p o w e r " 
 
 * * * D e c i m a l   d i g i t s   f o r   p o & w e r   v a l u e s : = & F o g y a s z t a s   e r t e k e k   d e c i m a l i s   j e g y e i n e k   s z a m a : 
 
 
 
 / /   T h e   f o l l o w i n g   4   l i n e s   a r e   t e x t   a l i g n m e n t   t y p e s 
 
 / /   I m p o r t a n t :   T h e   #   c h a r a c t e r   h a s   t o   b e   t h e   f i r s t   c h a r a c t e r   a t   b o t h   s i d e s ! 
 
 * * * # L e f t = # B a l r a   z a r t 
 
 * * * # C e n t e r e d = # K o z e p r e   z a r t 
 
 * * * # R i g h t = # J o b b r a   z a r t 
 
 * * * # J u s t i f i e d = # S o r k i z a r t 
 
 
 
 / /   i c o n   b a r 
 
 * * * S e l e c t   I c o n s = I k o n o k   k i v a l a s z t a s a 
 
 * * * & S e l e c t   I c o n s = & I k o n o k   k i v a l a s z t a s a 
 
 * * * & S e p a r a t o r = & E l v a l a s z t o 
 
 * * * T e c h .   S u p p o r t :   A I D A 6 4   F o r u m = T e c h n i k a i   t a m o g a t a s :   A I D A 6 4   F o r u m 
 
 D i s k   B e n c h m a r k = %.*('1  #/'!  'DB15
 
 C a c h e   A n d   M e m o r y   B e n c h m a r k = %.*('1  #/'!  'DE.2HF  'DE$B*  H  'D0'C1)
 
 * * * G P G P U   B e n c h m a r k = G P G P U   s e b e s s e g m e r e s 
 
 * * * A C P I   B r o w s e r = A C P I   t a l l o z o 
 
 * * * D R A M   T i m i n g s = D R A M   i d o z i t e s e k 
 
 M o n i t o r   D i a g n o s t i c s = E1'B()  'D*4.J5'*
 
 S y s t e m   S t a b i l i t y   T e s t = %.*('1  %3*B1'1  'DF8'E
 
 A I D A 6 4   C P U I D = A I D A 6 4   C P U I D 
 
 R e m o t e   S y s t e m   I n f o r m a t i o n = E9DHE'*  'DF8'E  'D(9J/
 
 
 
 / /   d a r k   m o d e 
 
 * * * T h e & m e : = T e & m a : 
 
 * * * L i g h t = V i l a g o s 
 
 * * * D a r k   ( G r a y ) = S o t e t   ( s z u r k e ) 
 
 * * * D a r k   ( B l a c k ) = S o t e t   ( f e k e t e ) 
 
 * * * D a r k   ( B l u e ) = S o t e t   ( k e k ) 
 
 * * * D a r k   ( G r e e n ) = S o t e t   ( z o l d ) 
 
 * * * D a r k   ( P u r p l e ) = S o t e t   ( l i l a ) 
 
 * * * & R e p o r t   t h e m e : = & R i p o r t   t e m a : 
 
 
 
 / /   n e w   e n t r i e s   f o r   A I D A 6 4   v 8 . 0 0 
 
 * * * & E n c o d i n g : = & E n k o d o l a s : 
 
 * * * T e x t   s c a l i n g   f a c t o r = S z o v e g   s k a l a z a s i   f a k t o r 
 
 
 
 * * * Y e a r = E v 
 
 * * * M o n t h = H o n a p 
 
 * * * M o n t h   N a m e = H o n a p   n e v e 
 
 * * * D a y   o f   M o n t h = H o n a p   n a p j a 
 
 * * * D a y   o f   W e e k = H e t   n a p j a 
 
 * * * D a y   o f   W e e k   N a m e = H e t   n a p j a n a k   n e v e 
 
 * * * W e e k   o f   Y e a r = E v   h e t e 
 
 * * * H o u r   ( 1 - 1 2 ) = O r a   ( 1 - 1 2 ) 
 
 * * * H o u r   ( 0 - 2 3 ) = O r a   ( 0 - 2 3 ) 
 
 * * * M i n u t e = P e r c 
 
 * * * S e c o n d = M a s o d p e r c 
 
 
 
 / /   C o l o r   p i c k e r 
 
 * * * E d i t   C o l o r s = S z i n e k   s z e r k e s z t e s e 
 
 * * * H e & x : = H e & x : 
 
 * * * & R e d : = & V o r o s : 
 
 * * * & G r e e n : = & Z o l d : 
 
 * * * & B l u e : = & K e k : 
 
 * * * & M o d e : = & M o d : 
 
 * * * & H u e : = & S z i n a r n y a l a t : 
 
 * * * & S a t u r a t i o n : = & T e l i t e t t s e g : 
 
 * * * & V a l u e : = & E r t e k : 
 
 * * * R e c e n t = L e g u t o b b i a k 
 
 * * * C u s t o m   C o l o r = E g y e d i   s z i n 
 
 * * * C u s t o m   c o l o r s = E g y e d i   s z i n e k 
 
 * * * & A d d = & H o z z a a d a s 
 
 * * * & C l e a r = & T o r l e s 
 
 * * * & R e n a m e = & A t n e v e z e s 
 
 * * * P l e a s e   e n t e r   c o l o r   d e s c r i p t i o n : = A d j a   m e g   a   s z i n   l e i r a s a t : 
 
 * * * A r e   y o u   s u r e   y o u   w a n t   t o   c l e a r   t h e   p a l e t t e ? = B i z t o s ,   h o g y   t o r l i   a   p a l e t t a t ? 
 
 * * * L o a d   p a l e t t e = P a l e t t a   b e t o l t e s e 
 
 * * * S a v e   p a l e t t e = P a l e t t a   m e n t e s e 
 
 
 
 / /   S e n s o r P a n e l   g r i d 
 
 * * * & G r i d   L i n e s = & R a c s v o n a l a k 
 
 * * * & S h o w = & M e g j e l e n i t e s 
 
 * * * G r i d   P r o p e r t i e s = R a c s   t u l a j d o n s a g a i 
 
 * * * & C o l o r : = S & z i n : 
 
 * * * & T r a n s p a r e n c y : = A & t l a t s z o s a g : 
 
 * * * & D e n s i t y : = & S u r u s e g : 
 
 
 
 * * * D r i v e r   B u i l d   N u m b e r = I l l e s z t o p r o g r a m   b u i l d   s z a m a 
 
 * * * R a d e o n   S o f t w a r e   E d i t i o n = R a d e o n   s z o f t v e r   k i a d a s 
 
 * * * R a d e o n   S o f t w a r e   V e r s i o n = R a d e o n   s z o f t v e r   v e r z i o j a 
 
 
 
 * * * D e c i m a l   d i g i t s   f o r   f l & o w   s e n s o r s : = A & r a m l a s   e r z e k e l o k   d e c i m a l i s   j e g y e i n e k   s z a m a : 
 
 