/ /   [ - [ - [   U n i c o d e   ] - ] - ] 
 
 / / 
 
 / /   J a p a n e s e   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 : 
 
 / /       h j b d n p m o   ( h j b d n p m o < 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 : 
 
 / /       h j b d n p m o   ( h j b d n p m o < 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 
 
 
 
 / /   h t t p : / / h j b d n p m o . j i s a k u i t a . n e t / 
 
 / / 
 
 / /   * h j b d n p m o   d o e s n ' 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   " J a p a n e s e   l a n g u a g e   m o d u l e   f o r   A I D A 6 4 " ( l a n g _ j p . t x t ) . 
 
 / /   I f   y o u   f o u n d   t y p o / m i s t r a n s l a t i o n   f o r   l a n g _ j p . t x t ,   p l e a s e   E - m a i l   t o   m e ( h j b d n p m o ) . 
 
 / /   ; h j b d n p m o o0" J a p a n e s e   l a n g u a g e   m o d u l e   f o r   A I D A 6 4 ( A I D A 6 4 e,g 00000) " ( l a n g _ j p . t x t ) k0[W0f0lQ_j000000cOW0~0[000
 
 / /   0W0l a n g _ j p . t x t k0W[/ 30d0Q0~0W0_000y( h j b d n p m o ) k0E 0000J00O0`0U0D00
 
 
 
 / /   a p p l i c a t i o n   m e n u s 
 
 & F i l e = 0000( & F ) 
 
 V i e w = h:y
 
 & V i e w = h:y( & V ) 
 
 & R e p o r t = 0000( & R ) 
 
 & A u d i t = vg( & A ) 
 
 R e & m o t e = 0000( & M ) 
 
 F a v & o r i t e s = J0lk0eQ0( & O ) 
 
 & I n f o r m a t i o n = `1X( & I ) 
 
 & T o o l s = 000( & T ) 
 
 & H e l p = 000( & H ) 
 
 
 
 / /   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 = vg000000( & A ) 
 
 & D a t a b a s e   M a n a g e r = 000000000000( & D ) 
 
 & C h a n g e   M a n a g e r = 000000	Yf( & C ) 
 
 D i s k   & B e n c h m a r k = 0000000000( & B ) 
 
 C & a c h e   A n d   M e m o r y   B e n c h m a r k = 00000000000000( & A ) 
 
 * * * & 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 = 0000:e( & M ) 
 
 S y s t e m   & S t a b i l i t y   T e s t = 0000000000000( & S ) 
 
 A I D A 6 4   & C P U I D = A I D A 6 4   C P U I D ( & C ) 
 
 & P r e f e r e n c e s = -[( & P ) 
 
 E & x i t = B}N( & X ) 
 
 
 
 S e a r c h = i"}
 
 & S e a r c h = i"}( & S ) 
 
 * * * & M e n u   B a r = & M e n u s o r 
 
 & T o o l b a r s = 00000( & T ) 
 
 S t a t u s   & B a r = 0000000( & B ) 
 
 L a r g e   & I c o n s = 'YM0D00000( & G ) 
 
 & S m a l l   I c o n s = \U0D00000( & M ) 
 
 & L i s t =  N( & L ) 
 
 & D e t a i l s = s0}( & D ) 
 
 & E x p a n d = U\Y00( & E ) 
 
 & C o l l a p s e = b0su0( & C ) 
 
 
 
 & R e p o r t   W i z a r d = 000000000( & R ) 
 
 Q u & i c k   R e p o r t = 00000000( & I ) 
 
 A l l   p a g e s = hQf0n0000
 
 m e n u = 0000
 
 M e n u = 0000
 
 F a v o r i t e s = J0lk0eQ0
 
 R e p o r t   & C o n v e r t e r = 0000000000( & C ) 
 
 R & e m o t e   R e p o r t   W i z a r d = 0000000000000( & E ) 
 
 
 
 & A d d   R e p o r t   F i l e s = 000000000RH00( & A ) 
 
 A d d   R e p o r t s   f r o m   D a t a & b a s e = 000000K00n000000RH00( & B ) 
 
 & F i l e s = 0000( & F ) 
 
 F & o l d e r = 0000( & O ) 
 
 C o m p a r e   & L i s t = k000( & L ) 
 
 & C o m p u t e r s = 000000( & C ) 
 
 & U s e r s = 0000( & U ) 
 
 & S t a t i s t i c s   D e t a i l s = q}s0}( & D ) 
 
 S t a t i s t i c s   & D i a g r a m = q}000000( & D ) 
 
 F u l l   & H T M L   R e p o r t = hQn0H T M L 0000( & H ) 
 
 R e m o v e   & C o m p u t e r   f r o m   A u d i t = vgK00S0n00000000S0dO0( & C ) 
 
 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 = vgK00hQf0n00000000S0dO0( & O ) 
 
 & J o i n   L i n e s = L#P}( & J ) 
 
 D & e l e t e   S e c t i o n = 00000JRd( & E ) 
 
 
 
 C o n n e c t   t o   & R e m o t e   C o m p u t e r = 0000000000k0c}Y00( & R ) 
 
 M o n i t o r   R e m o t e   C o m p u t e r s = 00000000000000Y00
 
 & M o n i t o r   R e m o t e   C o m p u t e r s = 00000000000000Y00( & M ) 
 
 & 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 = 0000c}01SY00( & A ) 
 
 & 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 = 0000c}01SW0j0D0( & I ) 
 
 
 
 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 = 0000000000`1X
 
 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 = 0000000000`1X( & I ) 
 
 M e s s a g e   t o   R e m o t e   U s e r = 00000000k00000000
 
 M e & s s a g e   t o   R e m o t e   U s e r = 00000000k00000000( & S ) 
 
 
 
 & B r o w s e   F i l e s = 00000O0( & O ) 
 
 & P r o c e s s e s = 0000( & P ) 
 
 S c r e e n   S & h o t = 000000000( & H ) 
 
 & F u l l   S i z e = 00000( & F ) 
 
 & H a l f   S i z e = 1 / 2 000( & H ) 
 
 Q & u a r t e r   S i z e = 1 / 4 000( & U ) 
 
 O p e r a t i o n s = 0000000
 
 & O p e r a t i o n s = 0000000( & O ) 
 
 R & u n   P r o g r a m = 00000[L( & E ) 
 
 & C l o s e   % s = % s 0X00( & C ) 
 
 * * * 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}N( & T ) 
 
 & R e s t a r t = QwR( & R ) 
 
 & L o g   O f f = 0000( & L ) 
 
 
 
 & V i e w   L o g = 000h:y( & V ) 
 
 & D i s c o n n e c t = Re( & D ) 
 
 D i s c o n n e c t = Re
 
 * * * 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 = J0lk0eQ0k0R( & F ) 
 
 R e m o v e   f r o m   F & a v o r i t e s = J0lk0eQ0K00JRd( & A ) 
 
 & W e b = W e b ( & W ) 
 
 
 
 * * * & 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 v e r   a d a t b a z i s   a l l a p o t a 
 
 & W h a t ' s   N e w = e@w`1X( & W ) 
 
 
 
 % s   & H e l p = % s   000( & H ) 
 
 % s   & O n l i n e = % s   00000( & O ) 
 
 % s   & F o r u m = % s   00000( & F ) 
 
 & C o n t a c t = 00000( & C ) 
 
 & L i c e n s e = 00000( & L ) 
 
 C o & m m a n d - l i n e   O p t i o n s = 000000000000( & M ) 
 
 & E n t e r   P r o d u c t   K e y = 00000000eQR( & E ) 
 
 & A b o u t = 00000`1X( & A ) 
 
 
 
 P r e f e r e n c e s = -[
 
 L i c e n s e   A g r e e m e n t = 00000Ta
 
 R e g i s t r a t i o n = {v2
 
 W h a t ' s   N e w = e@w`1X
 
 
 
 / /   r e m o t e   f e a t u r e s 
 
 L o c a l = 0000
 
 R e m o t e = 0000
 
 C o n n e c t   t o   R e m o t e   C o m p u t e r = 0000000000k0c}Y00
 
 C o n n e c t   t o   & s i n g l e   c o m p u t e r = 1 Sn0000000k0c}Y00( & S ) 
 
 A d d r e s s : = 0000: 
 
 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 = 000000000000000000000( & N ) 
 
 N e t w o r k : = 000000: 
 
 C o n n e c t i o n   E s t a b l i s h e d = c}L0xzU00~0W0_0
 
 C l i e n t   C o n n e c t e d = 000000L0c}U00~0W0_0
 
 C o n n e c t i o n   R e f u s e d = c}L0bv}U00~0W0_0
 
 P l e a s e   e n t e r   c o m m a n d   l i n e = 00000000eQRW0f0O0`0U0D0
 
 P l e a s e   e n t e r   p r o c e s s   n a m e = 0000
T0eQRW0f0O0`0U0D0
 
 P l e a s e   e n t e r   s e r v i c e   n a m e = 0000
T0eQRW0f0O0`0U0D0
 
 I n c o m i n g   M e s s a g e = SO00000
 
 T o : = [HQ: 
 
 F r o m : = OCQ: 
 
 & S e n d = O( & S ) 
 
 & R e p l y = ԏO( & R ) 
 
 R u n   P r o g r a m = 00000[L
 
 R e m o t e   F i l e   B r o w s i n g = 0000  00000O0
 
 R e m o t e   S c r e e n   S h o t = 0000  000000000
 
 R e m o t e   P r o g r a m   L a u n c h = 0000  00000[L
 
 R e m o t e   S e r v e r   S h u t d o w n = 00000000  0000000
 
 R e m o t e   P o w e r   O f f = 0000  n0R0
 
 R e m o t e   R e s t a r t = 0000  QwR
 
 R e m o t e   L o g   O f f = 0000  0000
 
 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 = 0000000000o0000rKag0Y00W0p00O0W0f0K00QfLW0f0O0`0U0D0
 
 C o n n e c t i o n   T y p e = 000000000
 
 S i m p l e = 0000
 
 C o m m a n d = 0000
 
 S e r v e r   L o g = 000000
 
 C l e a r = 000
 
 C & l e a r = 000( & L ) 
 
 
 
 / /   r e m o t e   m o n i t o r 
 
 C o l u m n s = 000
 
 & C o l u m n s = 000( & C ) 
 
 R e m o t e   M o n i t o r = 0000000
 
 C o n n e c t   t o   R e m o t e   C o m p u t e r s = 0000000000k0c}Y00
 
 C o n n e c t   t o   & R e m o t e   C o m p u t e r s = 0000000000k0c}Y00( & R ) 
 
 & R e m o v e   f r o m   L i s t = 000K00mY0( & R ) 
 
 A d d r e s s = 0000
 
 P e n d i n g = [t-N
 
 B u s y = 000
 
 O S = O S 
 
 I d l e   T i m e = 0000000
 
 M e m .   T o t a l = }000[ϑ
 
 M e m .   F r e e = zzM0000[ϑ
 
 D i s k   T o t a l = }0000[ϑ
 
 D i s k   F r e e = zzM00000[ϑ
 
 A c t i v e   W i n d o w = 0000000000
 
 P r o c e s s   # % d = 0000  % d 
 
 S e r v i c e   # % d = 0000  % d 
 
 S c r e e n   S h o t = 000000000
 
 S a v e   S c r e e n   S h o t = 0000000000OX[
 
 J P E G   f i l e s = J P G 0000
 
 S a v e   & A s = OX[( & S ) 
 
 D a t e   M o d i f i e d = Ocke
 
 B r o w s e = O0
 
 P r o c e s s   a n d   S e r v i c e   M o n i t o r = 00000000000000
 
 P r o c e s s   # % d   n a m e : = % d   0000
T: 
 
 S e r v i c e   # % d   n a m e : = % d   0000
T: 
 
 U p d a t e   F r e q u e n c y = fe
 
 U p T i m e ,   I d l e T i m e : = <zPBf,   \PbkBf: 
 
 C P U   u s a g e : = C P U O(us: 
 
 M e m o r y   u s a g e : = 000O(uϑ: 
 
 H a r d   d i s k   u s a g e : = H D D O(uϑ: 
 
 N e t w o r k   u s a g e : = 000000O(uϑ: 
 
 S M A R T   s t a t u s : = S M A R T 00000: 
 
 S M A R T   S t a t u s = S M A R T 00000
 
 A n t i - v i r u s   s t a t u s : = 000000000000: 
 
 P r o c e s s   c o u n t : = 0000pe: 
 
 A c t i v e   w i n d o w : = 0000000000: 
 
 P r o c e s s   m o n i t o r : = 0000000: 
 
 S e r v i c e   m o n i t o r : = 0000000: 
 
 s e c o n d s = y
 
 S t a r t   S e r v i c e = 0000Y
 
 S t & a r t   S e r v i c e = 00000YY00( & A ) 
 
 S t o p   S e r v i c e = 0000\Pbk
 
 & S t o p   S e r v i c e = 00000\PbkY00( & S ) 
 
 C o n n e c t   & T o = c}Y00( & T ) 
 
 R e m o t e   M o n i & t o r = 0000000( & T ) 
 
 R e m o t e   S y s t e m   & I n f o r m a t i o n = 00000000`1X( & I ) 
 
 R e m o t e   C o & n t r o l = 0000000000( & N ) 
 
 C o m p u t e r   G r o u p s = 0000000000
 
 N e w   C o m p u t e r   G r o u p = eW0D00000000000
 
 M o d i f y   C o m p u t e r   G r o u p = 00000000000OckY00
 
 & G r o u p   n a m e : = 0000
T( & G ) : 
 
 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 : = 0000o0!kn00000n0F0a0n01 d0K00W00~0[00: 
 
 c o m p u t e r   n a m e   ( e . g .   A D M I N P C ) = 000000
T  ( O:   A D M I N P C ) 
 
 I P   a d d r e s s   ( e . g .   1 9 2 . 1 6 8 . 0 . 8 ) = I P 0000  ( O:   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 ) = I P 0000n0{V  ( O:   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 = Ypen000000eQRY004XT0000( , ) g0:SR0S0h0L0Qeg~0Y0
 
 D i s p l a y   d i s k   s p a c e s   i n   & G B = 0000[ϑ0G B g0h:yY00( & G ) 
 
 S h o r t c u t s = 0000000
 
 & D e s c r i p t i o n : = ( & D ) : 
 
 & C o m m a n d - l i n e : = 0000000( & C ) : 
 
 R u n   o n   t h e   & l o c a l   c o m p u t e r = 0000000000g0[L( & L ) 
 
 R u n   o n   t h e   & r e m o t e   c o m p u t e r = 0000000000g0[L( & R ) 
 
 
 
 / /   r e m o t e   r e p o r t 
 
 N e w = e
 
 & N e w = e( & N ) 
 
 N & e w = e( & E ) 
 
 D e l e t e = mS
 
 & D e l e t e = mS( & D ) 
 
 & S e l e c t   A l l = hQf0xb( & A ) 
 
 & C l e a r   A l l = hQf0000( & C ) 
 
 C o m m a n d   s e n t = 0000O
 
 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 = 0000000000000x00F0S0]0
 
 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 . = S0n000000o00000000000n00000\Ob0J0KbOD0W0~0Y00
 
 R e m o t e   c o m p u t e r s = 0000000000
 
 & R e m o t e   C o m p u t e r s = 0000000000( & R ) 
 
 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 : = 00000\ObW0_0D00000000xbW0f0O0`0U0D00
 
 R e p o r t   o u t p u t = 0000QR
 
 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 : = 00000000h0000000000zl[W0f0O0`0U0D0: 
 
 & 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 : = SƖW0_00000(un00000n000( & D ) : 
 
 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 : = SƖW0_00000(un00000
T( & N ) : 
 
 S a v e   t o   & f i l e = 0000k0OX[( & F ) 
 
 & S e n d   i n   e - m a i l = E 000g0O( & S ) 
 
 
 
 / /   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 = 0000n0B}N
 
 & E n d   P r o c e s s = 0000n0B}N( & E ) 
 
 A r e   y o u   s u r e   y o u   w a n t   t o   e n d   ' % s ' ? = ' % s ' 0B}NW0f0000W0D0g0Y0K0? 
 
 
 
 / /   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 = 0000000000L0d0K00~0[00
 
 C o n n e c t i o n   t i m e d   o u t = 000000000000
 
 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 = 00000000000
T0zlY00S0h0L0g0M0~0[00
 
 I n c o r r e c t   p a s s w o r d = 00000L0ckW0O0B00~0[00
 
 
 
 / /   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 = H a r d v e r   a d a t b a z i s   a l l a p o t a 
 
 M o t h e r b o a r d s = 000000
 
 H a r d   D i s k   D r i v e s = 00000000000
 
 * * * S o l i d - S t a t e   D r i v e s = S z i l a r d t e s t   m e g h a j t o k 
 
 O p t i c a l   D r i v e s = C D / D V D 0000
 
 V i d e o   A d a p t e r s = 000000
 
 M o n i t o r s = 0000
 
 J E D E C   M a n u f a c t u r e r s = J E D E C Rv0000
 
 
 
 / /   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 = 00000000000
 
 % d   r e p o r t s = % d 0000
 
 % d   c o m p u t e r s = % d 000000
 
 % d   u s e r s = % d 0000
 
 % d   d a y s   o l d = % d e
 
 % d   r e p o r t s   s e l e c t e d = % d 0000L0xbU00~0W0_0
 
 R e f r e s h = fe
 
 & R e f r e s h = fe( & R ) 
 
 S h o w   & O u t d a t e d   R e p o r t s = SD000000h:y( & O ) 
 
 & 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 = 000000x0n0000000000?ceQW0~0Y0( & I ) 
 
 & E x p o r t   S e l e c t e d   R e p o r t s = xbU00_000000QRW0~0Y0( & E ) 
 
 & D e l e t e   S e l e c t e d   R e p o r t s = xbU00_000000JRdY00( & D ) 
 
 D e l e t e   & O u t d a t e d   R e p o r t s = SD000000JRdY00( & O ) 
 
 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 = [NW0_0000000o0D0k0R0fH0~0Y0( & R ) 
 
 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 ? = 000000x0' % s ' 00000?ceQW0~0Y0K0? 
 
 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 ? = 000000x0% d 00000?ceQW0~0Y0K0? 
 
 o u t d a t e d = SD0
 
 L i n e s = L
 
 R e p o r t s = 0000
 
 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 = 000000x0000000000?ceQW0f0D0~0Y0
 
 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 = 000000K0000000QRW0f0D0~0Y0
 
 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 = 000000K0000000JRdW0f0D0~0Y0
 
 
 
 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 = 000000x0000000000?ceQW0f0D0~0Y0
 
 & 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 = 000000
Tn0N00k00000
T0O(uW0~0Y0( & U ) 
 
 & 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 = vgq}k0O(uY00Ln000?ceQY00( & O ) 
 
 & 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 = 0000n0?ceQk0bRW0_00000000000JRdY00( & D ) 
 
 & S h o w   g r i d   l i n e s = 00000000h:yW0~0Y0( & S ) 
 
 
 
 / /   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 = 00000	Yf
 
 S t a r t = Y
 
 & S t a r t = Y( & S ) 
 
 C h e c k i n g   f o r   c h a n g e s = 	Yfp00000
 
 F u l l   L i s t = hQf0n0000
 
 V a l u e   B e f o r e = NMRn0$P
 
 V a l u e   A f t e r = N_n0$P
 
 A d d e d = RU00_0
 
 R e m o v e d = S0dK00_0
 
 C h a n g e d = 	YfU00_0
 
 % d   e v e n t s = % d 0000
 
 L o a d   r e p o r t s   f r o m : = 0000000: 
 
 & F o l d e r   ( C S V   r e p o r t   f i l e s ) : = 0000  ( C S V 00000000) ( & F ) : 
 
 F i l t e r = 0000
 
 F i l t e r   B y   D a t e = eN0000
 
 F i l t e r   B y   C o m p o n e n t = 00000000000
 
 & L i s t   a l l   e v e n t s = hQf0n00000000( & L ) 
 
 L i & s t   a l l   e v e n t s = hQf0n00000000( & S ) 
 
 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 : = NSk0zvuW0_00000000( & 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 : = NSk0zvuW0_00000000( & V ) : 
 
 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 : = !kn0g-Nk0zvuW0_00000000( & I ) : 
 
 H W   C o m p o n e n t s = 0000000000000
 
 S W   C o m p o n e n t s = 0000000000000
 
 D M I   C o m p o n e n t s = D M I 0000000
 
 D i s p l a y i n g   c h a n g e s = 	Yfp0h:y
 
 
 
 / /   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 = 0000000000
 
 D e s t i n a t i o n = [HQ
 
 A d d   & F i l e s = 00000RH00( & F ) 
 
 A d d   F & o l d e r = 00000RH00( & O ) 
 
 R e m o v e = S0dO0
 
 & R e m o v e = S0dO0( & R ) 
 
 & D e s t i n a t i o n   f o l d e r : = [HQ0000( & D ) : 
 
 T y p e   o f   c o n v e r t e d   & r e p o r t s : = 00000Y000000n0.z^( & R ) : 
 
 C o n v e r t i n g   r e p o r t   f i l e = 00000000000000W0f0D0~0Y0
 
 
 
 / /   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 = 0000000g00000n0000000M0~0Y0
 
 D o u b l e - c l i c k   t o   b r o w s e   s h a r e = 0000000g0M0~0Y0
 
 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 = 0000000g00000/ 00000OckW0~0Y0
 
 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 = 0000000g0;ubn0000000M0~0Y0
 
 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 = 0000000g00000000n0000000M0~0Y0
 
 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 = 0000000g00000000000n0000000M0~0Y0
 
 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 = 0000000g0000000c}n0000000M0~0Y0
 
 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 = 0000000g0D i r e c t X   :e0000[LW0~0Y0
 
 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 = 0000000g00000n0000000M0~0Y0
 
 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 = 0000000g0000n0000000OckW0~0Y0
 
 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 = 0000000g000000000000000W0~0Y0
 
 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 = 0000000g00000000000M0~0Y0
 
 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 = 0000000g0T00{0zzk0W0~0Y0
 
 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 = 0000000g0000000000}ƖW0~0Y0
 
 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 = 0000000g0000000M0~0Y0
 
 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 = 0000000g00000n0000000M0~0Y0
 
 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 = 0000000g0
 
 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 = 0000000g0q}s0}0M0~0Y0
 
 D o u b l e - c l i c k   t o   b r o w s e   U R L = 0000000g0U R L 0M0~0Y0
 
 
 
 / /   i n i t 
 
 L o a d i n g   I c o n s = 0000000-N
 
 L o a d i n g   D r i v e r = 0000000-N
 
 L o a d i n g   D a t a = 000000-N
 
 R e a d i n g   M S R   D a t a = M S R 000-N
 
 L o a d i n g   B I O S   C o n t e n t = B I O S Q[000-N
 
 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 0000000-N
 
 S c a n n i n g   R A I D   D e v i c e s = R A I D 0000000-N
 
 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 0000000-N
 
 S c a n n i n g   P C I   D e v i c e s = P C I 0000000-N
 
 M e a s u r i n g   C P U   S p e e d = C P U 00000,n-N
 
 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 0000n0fe-N
 
 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 = 0000`1Xn0iw-N
 
 * * * 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 = F r i s s i t e s e k   k e r e s e s e 
 
 * * * C h e c k   f o r   U p d a & t e s = F r i s s i & t e s e k   k e r e s e s e 
 
 * * * C h & e c k   f o r   u p d a t e s : = F r i s s i t e s & e k   k e r e s e s e : 
 
 * * * N e v e r = S o h a 
 
 * * * O n c e   a   d a y = N a p o n t a   e g y s z e r 
 
 * * * O n c e   a   w e e k = H e t e n t e   e g y s z e r 
 
 * * * O n c e   a   m o n t h = H a v o n t a   e g y s z e r 
 
 * * * U p d a & t e   t y p e : = F r i s s i t e s   & t i p u s a : 
 
 * * * S t a b l e   u p d a t e s   o n l y = C s a k   s t a b i l   f r i s s i t e s e k 
 
 * * * S t a b l e   a n d   b e t a   u p d a t e s = S t a b i l   e s   b e t a   f r i s s i t e s e k 
 
 * * * 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 : = & F r i s s i t e s i   c s o m a g o k   m e n t e s e   h e l y i   m a p p a b a : 
 
 * * * C h e c k i n g   f o r   u p d a t e s = F r i s s i t e s e k   k e r e s e s e 
 
 * * * 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 = A z   A I D A 6 4   m o s t   u j r a i n d u l   a   f r i s s i t e s   b e f e j e z e s e h e z 
 
 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 L0B}NW0~0W0_0
 
 * * * A I D A 6 4   i s   u p   t o   d a t e = E z   a z   A I D A 6 4   l e g f r i s s e b b   v e r z i o j a 
 
 C a n n o t   c o m p l e t e   t h e   u p d a t e =  geHr0000000Y00S0h0L0g0M0~0[00
 
 % d   K B   d o w n l o a d e d = % d   K B   000000W0~0W0_0
 
 % d   o f   % d   K B = % d   /   % d   K B 
 
 C o n n e c t i n g   t o   t h e   I n t e r n e t = 0000000k0c}W0~0Y0
 
 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 = 000000000000YW0~0Y0
 
 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 d a t e 0000k0c}W0~0Y0
 
 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 `1X0000000W0~0Y0
 
 * * * D o w n l o a d i n g   u p d a t e = F r i s s i t e s   l e t o l t e s e 
 
 * * * 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 = F r i s s i t e s   k i c s o m a g o l a s a 
 
 * * * C o p y i n g   u p d a t e   f i l e s = F r i s s i t e s i   f a j l o k   m a s o l a s a 
 
 * * * 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   f r i s s i t e s r e   k e r u l t 
 
 * * * 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 . = A   h a r d v e r   a d a t b a z i s   % d   e s z k o z t   t a r t a l m a z ,   % d   e s z k o z z e l   t o b b e t ,   m i n t   a z   e l o z o   v e r z i o . 
 
 * * * A v a i l a b l e   u p d a t e s = R e n d e l k e z e s r e   a l l o   f r i s s i t e s e k 
 
 N o   v a r i a n t s   f o u n d = 	Yfpo0d0K00~0[00g0W0_0
 
 * * * 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 . = U j   A I D A 6 4   v e r z i o   t a l a l h a t o . 
 
 D o   y o u   w a n t   t o   u p g r a d e   t o   i t ? = 0000000W0~0Y0K0
 
 * * * D o   y o u   w a n t   t o   d o w n l o a d   i t ? = O h a j t j a   l e t o l t e n i ? 
 
 Q u e s t i o n = OU
 
 R e a d y   t o   u p d a t e = feY00nPL0g0M0f0D0~0Y0
 
 * * * o l d = r e g i 
 
 * * * n e w = u j 
 
 * * * i n e l i g i b l e = n e m   v a l a s z t h a t o 
 
 V a r i a n t = 	Yfp
 
 L o c a l   F o l d e r = 00000000
 
 b y t e s / s = b y t e / s 
 
 K B / s = K B / s 
 
 M B / s = M B / s 
 
 G B / s = G B / s 
 
 M P i x e l / s = M P i x e l / s 
 
 M T e x e l / s = M T e x e l / s 
 
 M b i t / s = M b i t / s 
 
 S o f t w a r e   U p d a t e = 000000n0fe
 
 D o w n l o a d i n g   % s = % s   0000000W0f0D0~0Y0
 
 U p d a t e   D e s c r i p t i o n = 000000
 
 U p d a t e   C o m m e n t = 0000000000
 
 U p d a t e   T y p e = 000000000
 
 P r o d u c t   D e s c r i p t i o n = T
 
 P r o d u c t   C o p y r i g h t = W\O)j
 
 P r o d u c t   C o m m e n t = Tn00000
 
 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 = 0000000000  -   000vvn00
 
 B e t a   r e l e a s e = 00000
 
 F i n a l   r e l e a s e =  gB}00000
 
 
 
 / /   r e p o r t   w i z a r d 
 
 R e p o r t   w i z a r d = 000000000
 
 R e m o t e   R e p o r t   w i z a r d = 0000000000000
 
 Q u i c k   R e p o r t = 00000000
 
 R e m o t e   R e p o r t = 00000000
 
 C o m m a n d - l i n e = 0000000
 
 & B a c k = ;b0( & B ) 
 
 & N e x t = 20( & N ) 
 
 O K = O K 
 
 C a n c e l = C a n c e l 
 
 A p p l y = i(u
 
 & L o a d = 00( & L ) 
 
 S a v e = OX[
 
 & S a v e = OX[( & S ) 
 
 & F i n i s h = B}N( & Q ) 
 
 W e l c o m e   t o   t h e   R e p o r t   w i z a r d = 000000000x00F0S0]0
 
 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 . = S0n000000o0000000n00000\Ob0J0KbOD0W0~0Y00
 
 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 . = 00000B}N_k01XJTf0pS7RY00K0000000OX[Y00K00P[000g00S0h0L0g0M0~0Y00
 
 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 . = ]'Yj01XJTfL0ubU000n00VY00_00k01XJTfk0+T00`1X0 g\Pk0W0f0O0`0U0D00
 
 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 : = zvx0i0j0000000n00000000000S0h0k0000zv0/ecY00S0h0L0g0M0~0Y0: 
 
 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 " . = zvx000000k0PN_j[`1XL0+T~00j0D00F0k0Y00_00k0o00_Z0" 000000#" n00000000x0g0O0`0U0D00
 
 R e p o r t   P r o f i l e s = 0000000000
 
 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 : = 00000000000xb: 
 
 & A l l   p a g e s = hQf0n0v( & A ) 
 
 S y s & t e m   S u m m a r y   o n l y = 0000}n00( & T ) 
 
 & H a r d w a r e - r e l a t e d   p a g e s = 000000#( & H ) 
 
 & S o f t w a r e - r e l a t e d   p a g e s = 000000#( & S ) 
 
 B & e n c h m a r k   p a g e s = 000000( & E ) 
 
 P a g e s   r e q u i r e d   f o r   a & u d i t = vg( & E ) 
 
 & C u s t o m   s e l e c t i o n = 0000xb( & C ) 
 
 & L o a d   f r o m   f i l e : = 0000K0000( & L ) : 
 
 C u s t o m   R e p o r t   P r o f i l e = 00000000000000
 
 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 : = 0000k0+T00v0xbW0f0O0`0U0D0: 
 
 R e p o r t   f o r m a t = 000000b__
 
 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 : = 0000b__0xbW0f0O0`0U0D0: 
 
 P l a i n   & T e x t = T X T ( & T ) 
 
 & H T M L = H T M L ( & H ) 
 
 & M H T M L = M H T M L ( & M ) 
 
 & X M L = X M L ( & X ) 
 
 & C S V = C S V ( & C ) 
 
 M & I F = M I F ( & I ) 
 
 I & N I = I N I ( & N ) 
 
 & A D O = A D O ( & A ) 
 
 & D a t a b a s e = 000000( & D ) 
 
 S u b m i t   R e p o r t = 00000cQ
 
 R e p o r t   s a v e d   t o   ' % s ' = 00000' % s ' k0OX[W0~0W0_0
 
 P r o c e s s i n g = Qt-N
 
 T r a n s f e r r i n g = SO-N
 
 D o n e = [N
 
 E r r o r = 000
 
 G e n e r a t i n g   r e p o r t = 00000QR-N
 
 S a v i n g   r e p o r t = 00000OX[-N
 
 P r e p a r i n g   M H T M L   c o d e = M H T M L 000n0nP-N
 
 G e n e r a t i n g   M H T M L   c o d e = M H T M L 000n0Qt-N
 
 R e m o v i n g   M H T M L   t e m p   f i l e s = M H T M L  NBf0000JRd-N
 
 % d   o f   % d = % d   /   % d 
 
 & C l o s e = X00( & C ) 
 
 S t o p = -Nbk
 
 & S t o p = -Nbk( & S ) 
 
 & R e g i s t r a t i o n   R e q u e s t = {v2Bl( & R ) 
 
 O p e n i n g   r e p o r t   f i l e   ' % s ' = ' % s ' 00000D0f0D0~0Y0
 
 H o m e p a g e = 000000
 
 B e n c h m a r k   M o d u l e = 00000000000
 
 R e p o r t   T y p e = 0000000
 
 G e n e r a t o r = \Ob
 
 C o m p u t e r   T y p e = 000000000
 
 D a t e = eN
 
 T i m e = Bf;R
 
 * * * 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 = 0000:   % d ,   000:   % d ,   000  /   0000:   % d ,   000  /   0000:   % d 
 
 L o a d   R e p o r t   P r o f i l e = 0000000000000
 
 S a v e   R e p o r t   P r o f i l e = 000000000OX[Y00
 
 % s   r e p o r t   f i l e s = % s   00000000
 
 % s   a r c h i v e s = % s   00000
 
 A l l   f i l e s = hQf0n00000
 
 R e p o r t   f i l e s = 00000000
 
 R e p o r t   o f   < % s > = 0000:   < % s > 
 
 P h y s i c a l   D r i v e = irt0000
 
 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 . = 0000o0000000k0?ceQU00~0W0_0( QRo0H0~0[00) 0
 
 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 = fJT: 000o00000ub0000-Nk0zvuW0~0W0_0
 
 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 = fJT: 000o00000?ceQ0000-Nk0zvuW0~0W0_0
 
 S a v e   T o   F i l e = 0000k0OX[
 
 S e n d   I n   E - m a i l = E 000g0O
 
 P r i n t   P r e v i e w = pS7R00000
 
 P r i n t = pS7R
 
 P r i n t   P r e & v i e w = pS7R00000( & V ) 
 
 & P r i n t = pS7R( & P ) 
 
 C l o s e = X00
 
 * * * S a v e   R e p o r t = R i p o r t   m e n t e s e 
 
 * * * 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 = vg00000
 
 & U n d o = 0000( & U ) 
 
 C o m p o n e n t s = 0000000
 
 A u d i t   C o m p o n e n t s = vg0000000
 
 A u d i t   F i l t e r = vg0000
 
 L i s t   1   ( H W   C o m p o n e n t ) = 0001   ( 0000000000000) 
 
 L i s t   2   ( S W   C o m p o n e n t ) = 0002   ( 0000000000000) 
 
 L i s t   3   ( D M I   C o m p o n e n t ) = 0003   ( D M I 0000000) 
 
 L i s t   4   ( C o m p u t e r ) = 0004   ( 000000) 
 
 S t a t i s t i c s   1   ( N a r r o w ) = q}1   ( 000) 
 
 S t a t i s t i c s   2   ( W i d e ) = q}2   ( 000) 
 
 E d i t = }Ɩ
 
 & E d i t = }Ɩ( & E ) 
 
 C o p y = 000
 
 & C o p y = 000( & C ) 
 
 C o p y   & A l l = hQf0000( & A ) 
 
 C o p y   & V a l u e = $P0000( & V ) 
 
 C o p y   & D e b u g   I n f o   t o   C l i p b o a r d = 0000`1X00000000k0000( & D ) 
 
 * * * 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 . = A z   e r e d m e n y t   a   W i n d o w s   V a g o l a p o n   t a l a l j a . 
 
 * * * & P a s t e = & B e i l l e s z t e s 
 
 S t a t i s t i c s   D e t a i l s = q}s0}
 
 S t a t i s t i c s   D i a g r a m = q}000000
 
 S a v e   S t a t i s t i c s   D i a g r a m = q}0000000OX[Y00
 
 O p e r a t i n g   S y s t e m   F a m i l y = 00000000000000000
 
 C P U   M a n u f a c t u r e r = C P U 0000
 
 C P U   C o u n t = C P U 
 
 C P U   C l o c k = C P U 0000
 
 C P U   T y p e   &   C l o c k = C P U 000  &   0000
 
 S y s t e m   M e m o r y   S i z e = 000000
 
 S y s t e m   M e m o r y   T y p e = 000000
 
 M e m o r y   M o d u l e s   C o u n t = 00000000
 
 V i d e o   A d a p t e r   +   M e m o r y   S i z e = 000000  +   000[ϑ
 
 M o n i t o r   +   S e r i a l   N u m b e r = 000  +   00000000
 
 * * * 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 = 00000000}[ϑ
 
 L o c a l   D i s k s   F r e e   S p a c e = 00000000zzM0[ϑ
 
 L o c a l   D i s k s   S p a c e   P e r c e n t = 00000000zzM0[ϑ( % ) 
 
 D i s k   D r i v e s   C o u n t = 0000pe
 
 O p t i c a l   D r i v e s   C o u n t = C D / D V D 0000pe
 
 P a r t i t i o n   S i z e = 0000000000
 
 P a r t i t i o n   F r e e   S p a c e = 0000000Sj00000
 
 P a r t i t i o n   S p a c e   P e r c e n t = 0000000Sj00000( % ) 
 
 P a r t i t i o n s   C o u n t = 0000000pe
 
 M o d e m = 000
 
 N e t w o r k   A d a p t e r   +   I P   A d d r e s s = 0000000000  +   I P 0000
 
 N e t w o r k   A d a p t e r   +   I P   +   M A C = 0000000000  +   I P   +   M A C 
 
 P r i m a r y   I P   A d d r e s s = 00000  I P 0000
 
 P r i m a r y   M A C   A d d r e s s = 00000  M A C 0000
 
 I n s t a l l e d   P r o g r a m s   +   V e r s i o n = 000000U00f0D0000000  +   00000
 
 D M I   B I O S   V e n d o r = D M I   B I O S   0000
 
 D M I   B I O S   V e r s i o n = D M I   B I O S   00000
 
 D M I   S y s t e m   M a n u f a c t u r e r = D M I   0000  0000
 
 D M I   S y s t e m   P r o d u c t = D M I   0000  T
 
 D M I   S y s t e m   V e r s i o n = D M I   0000  00000
 
 D M I   S y s t e m   S e r i a l   N u m b e r = D M I   0000  0000  0000
 
 D M I   S y s t e m   U U I D = D M I   0000  U U I D 
 
 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 = D M I   000000  0000
 
 D M I   M o t h e r b o a r d   P r o d u c t = D M I   000000  T
 
 D M I   M o t h e r b o a r d   V e r s i o n = D M I   000000  00000
 
 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 = D M I   000000  00000000
 
 D M I   C h a s s i s   M a n u f a c t u r e r = D M I   P C 000  0000
 
 D M I   C h a s s i s   V e r s i o n = D M I   P C 000  00000
 
 D M I   C h a s s i s   S e r i a l   N u m b e r = D M I   P C 000  0000  0000
 
 D M I   C h a s s i s   A s s e t   T a g = D M I   P C 000  {t00000
 
 D M I   C h a s s i s   T y p e = D M I   P C 000  000
 
 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 = D M I   }  /   zzM0  0000000
 
 D M I   T o t a l   M e m o r y   S o c k e t s = D M I   }0000000
 
 D M I   F r e e   M e m o r y   S o c k e t s = D M I   zzM00000000
 
 N o   d e v i c e s   f o u n d = 0000L0d0K00~0[00
 
 G a t h e r i n g   a u d i t   d a t a = vg0000SƖW0f0D0~0Y0
 
 D i s p l a y i n g   a u d i t   d a t a = vg`1X0h:yW0f0D0~0Y0
 
 A d d i n g   r e p o r t s   t o   a u d i t = vgK0000000RH0f0D0~0
 
 C o n n e c t i n g   t o   d a t a b a s e = 000000k0c}W0~0Y0
 
 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 = 000000x0n0c}k0bRW0~0W0_0
 
 D a t a b a s e   c o n n e c t i o n   f a i l e d = 000000x0n0c}k01YWeW0~0W0_0
 
 S u c c e s s f u l   F T P   c o n n e c t i o n = F T P c}k0bRW0~0W0_0
 
 F T P   c o n n e c t i o n   f a i l e d = F T P c}k01YWeW0~0W0_0
 
 T e x t   f i l e s = 000000000
 
 A u t o   L o a d = R00
 
 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 : = Rvk00000000: 
 
 & N o   a u t o   l o a d = R00W0j0D0( & N ) 
 
 & 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 = 000000
Th0W0f00000
T0O(uW0~0Y0( & U ) 
 
 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 ) : = 0000" P C I 0000" 000  ( 000000eQR) ( & P ) : 
 
 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 ) : = 0000" U S B 0000" 000  ( 000000eQR) ( & U ) : 
 
 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 ) : = 0000" 000000U00f0D0000000" 000  ( 000000eQR) ( & I ) : 
 
 E x c l u d e d   C o m p u t e r s = dYU00_0000000
 
 E x c l u d e d   U s e r s = dYU00_00000
 
 
 
 / /   r e g i s t r a t i o n 
 
 & F r o m : = OCQ( & F ) : 
 
 & T o : = [HQ( & T ) : 
 
 S & u b j e c t : = N
T( & S ) : 
 
 * * * E - & m a i l   s u b j e c t : = E - & m a i l   t a r g y : 
 
 & C o m m e n t : = 0000( & C ) : 
 
 E - m a i l   t r a n s f e r   p r o t o c o l : = E 00000000: 
 
 M a i l   & a c c o u n t : = E 00000000( & U ) : 
 
 S M T P   & d i s p l a y   n a m e : = S M T P h:y
T( & D ) : 
 
 S M T P   e - m a i l   a d d & r e s s : = S M T P   E 0000000( & R ) : 
 
 S M T P   s e r & v e r : = S M T P   0000( & S ) : 
 
 r e c o m m e n d e d = chY
 
 S e n d   I n   & E - m a i l = E 000g0O( & E ) 
 
 E - m a i l   s e n t = E 0000OW0~0W0_0
 
 E - m a i l   n o t   s e n t = E 0000OQeg~0[00g0W0_0
 
 S u c c e s s = bR
 
 F a i l e d = 1YWe
 
 A u t h e n t i c a t i o n   f a i l e d = <o01YWeW0~0W0_0
 
 R e c i p i e n t   n o t   f o u n d = SSNo0d0K00~0[00g0W0_0
 
 A t t a c h m e n t   n o t   f o u n d = mN0000L0d0K00~0[00g0W0_0
 
 A t t a c h m e n t   o p e n   f a i l u r e = mN0000n00000k01YWeW0~0W0_0
 
 I n s u f f i c i e n t   m e m o r y = 000L0
NW0f0D0~0Y0
 
 M e s s a g e   t e x t   t o o   l a r g e = 000000000L0'YM0Y0N0~0Y0
 
 T o o   m a n y   a t t a c h m e n t s = mN0000L0YY0N0~0Y0
 
 T o o   m a n y   r e c i p i e n t s = [HQL0YY0N0~0Y0
 
 U s e r   a b o r t = 0000k000-Ne
 
 C o n n e c t i o n   r e q u i r e d = c}L0BlU00~0W0_0
 
 I n v a l i d   h o s t = !qRn0000g0Y0
 
 E - m a i l   h e a d e r   i n c o m p l e t e = E 0000000L0
N[hQg0Y0
 
 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 0000x0n0c}o01YWeW0~0W0_0
 
 S e n d i n g   E - m a i l = E 000O-N
 
 C o n n e c t i n g = c}-N
 
 
 
 / /   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 k0OY00
 
 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 k0OY00
 
 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 k000000OY00
 
 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 k000000OY00
 
 * * * & 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 : = 
TMR( & N ) : 
 
 Y o u r   & e - m a i l   a d d r e s s : = E 0000000( & E ) : 
 
 * * * 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 = 00000000000}
 
 S y s t e m   s u m m a r y = 0000}
 
 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 = 000000J00s00000000`1X
 
 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 = D M I   `1X( 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 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 = I P M I   000000h00000`1X
 
 O v e r c l o c k   i n f o r m a t i o n = 00000000`1X
 
 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 = 000000000`1X
 
 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 = 00000000000#`1X
 
 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 = 0000)n^,   'W,   00000000`1X
 
 
 
 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 = 000000,   C P U ,   000,   000000,   B I O S `1X
 
 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 = C P U n000000J00s0irt`1X
 
 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   `1X
 
 C e n t r a l   p r o c e s s o r s   l i s t = C P U 000
 
 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 = 000000n000000J00s0irt`1X
 
 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 = 0000000J00s000000000`1X
 
 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 = 000000000000J00s0A G P n000000, R A M 00000000
 
 S y s t e m   B I O S   i n f o r m a t i o n = 0000B I O S `1X
 
 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 `1X
 
 
 
 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 = O S ,   0000,   0000,   0000`1X
 
 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 = O S `1X
 
 R u n n i n g   p r o c e s s e s   l i s t = [L-Nn00000000
 
 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 = 000000n0n000000000000
 
 S e r v i c e s   l i s t = 0000000
 
 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 = 00000000Qn0. A X 0000000
 
 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 = 00000000Qn0. D L L 0000000
 
 * * * 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 = <zPBfJ00s0\PbkBf
 
 
 
 S e r v e r   i n f o r m a t i o n = 0000000
 
 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 = qQ	g0000J00s00000000
 
 R e m o t e l y   o p e n e d   f i l e s   l i s t = 00000000U00_00000000
 
 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 = 00000n0000000`1X
 
 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 = S0n0000000k00000n0n00000000
 
 U s e r   a c c o u n t s   l i s t = 000000000000
 
 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 = 00000000J00s00000n0000
 
 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 = 000000000J00s00000n0000
 
 
 
 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 = 000000,   000,   000000`1X
 
 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 = 000000`1X
 
 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 = P C I h0A G P k0c}U00_0000000`1X
 
 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 = 00000000000( G P U ) `1X
 
 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 = 000,   000000000000`1X
 
 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 = 000000n000000,   000000Rg-[
 
 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 = hQf0n0c}U00_0000000
 
 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 = 0000Y00000000000
 
 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   000000`1X
 
 * * * 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 s z k o z   i n f o r m a c i o k 
 
 * * * 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 s z k o z   i n f o r m a c i o k 
 
 * * * 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 s z k o z   i n f o r m a c i o k 
 
 I n s t a l l e d   f o n t s   l i s t = 000000n0n00000000
 
 
 
 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 = 00000000000,   0000000000000`1X
 
 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 = 00000eQQR0000000
 
 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 = c}U00_0P C I J00s0I S A 000000000000
 
 * * * 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 = H i g h   D e f i n i t i o n   A u d i o   v e z e r l o k   e s   k o d e k e k   l i s t a j a 
 
 * * * 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   h a n g k a r t y a   i n f o r m a c i o k 
 
 A u d i o   c o d e c s   l i s t = 0000000000000
 
 V i d e o   c o d e c s   l i s t = 00000000000
 
 M e d i a   c o n t r o l   d e v i c e s   l i s t = 00000000000000000000
 
 
 
 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 = 0000000,   C D / D V D 0000,   S M A R T `1X
 
 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 = 00000000000h00000
 
 L o g i c a l   d r i v e s   i n f o r m a t i o n = ֊t0000`1X
 
 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 = irt0000`1X,   0000000000
 
 C D   &   D V D   d r i v e s   i n f o r m a t i o n = C D / D V D 0000`1X
 
 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 0000`1X
 
 A T A   h a r d   d i s k s   i n f o r m a t i o n = A T A   0000000`1X
 
 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 = S M A R T   0000000  000`1X
 
 
 
 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 = 0000000000`1X
 
 N e t w o r k   a d a p t e r s   l i s t = 0000000000000
 
 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 = P C I h0I S A k0c}U00_00000000000000
 
 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 ,   I S A , 0000000c}000,   000
 
 N e t w o r k   r e s o u r c e s   l i s t = 0000000000000
 
 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 h0O u t l o o k   E x p r e s s n000000`1X
 
 I n t e r n e t   s e t t i n g s = 0000000-[
 
 L i s t   o f   n e t w o r k   r o u t e s = 000000000000
 
 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 t n e t   E x p l o r e r   0000000
 
 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 = 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 ,   O p e r a L00000W0_04X@b000
 
 
 
 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 0000`1X
 
 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 00000000000
 
 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 D r a w J00s0D i r e c t 3 D 0000000000`1X
 
 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 000000000`1X
 
 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 000000000`1X
 
 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 eQR0000`1X
 
 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 000000c}`1X
 
 
 
 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 = P C I ,   A G P ,   000000000,   U S B ,   P C M C I A 0000000,   0000`1X
 
 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 = 0000k0000000n0n00000
 
 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 = P C I ,   A G P ,   P n P ,   U S B ,   P C M C I A 0000,   0000/ 0000000
 
 P C I   a n d   A G P   d e v i c e s   l i s t = P C I J00s0A G P 0000
 
 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 000000Ss0U S B 0000000
 
 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 = 00000000000( I R Q ,   D M A ,   000,   000) 
 
 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 = 00000,   000,   0000000000n0`1X
 
 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 = 00000000J00s00000000000
 
 
 
 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 = 000000000000`1X
 
 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 = 0000000wR00000
 
 S c h e d u l e d   t a s k s   l i s t = 000000000000
 
 I n s t a l l e d   p r o g r a m s   l i s t = 000000U00f0D0000000
 
 C u s t o m   p r o g r a m s   l i s t = 000000000000
 
 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 = 00000000k000d0K0c0_000000000
 
 S o f t w a r e   l i c e n s e s   l i s t = 00000000000000
 
 R e g i s t e r e d   f i l e   t y p e s   l i s t = {v2n0n00000000000
 
 * * * 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 = O l d a l s a v   e s   A s z t a l   m i n i a l k a l m a z a s o k   l i s t a j a 
 
 
 
 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 = 0000000000`1X
 
 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 = W i n d o w s 000000`1X
 
 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 = 000000U00_0W i n d o w s   U p d a t e 000
 
 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 = 0000[V{000000000,   0000000000`1X
 
 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 = 000000000000000000,   000000000rKa
 
 A n t i - s p y w a r e   s o f t w a r e s   l i s t = 000000000000000
 
 A n t i - t r o j a n   s o f t w a r e s   l i s t = 000000000000000
 
 
 
 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 = 0000ib`1X
 
 R e g i o n a l   s e t t i n g s = 0WW-[
 
 E n v i r o n m e n t   v a r i a b l e s   l i s t = tX	Ype000
 
 C o n t r o l   P a n e l   a p p l e t s   l i s t = 00000000000000000
 
 R e c y c l e   B i n s   i n f o r m a t i o n = T00{`1X
 
 S y s t e m   f i l e s   c o n t e n t = 00000000Q[
 
 S y s t e m   f o l d e r s   l i s t = 00000000000
 
 E v e n t   l o g s   c o n t e n t = 000000Q[
 
 
 
 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 = 000000,   B D E ,   O D B C   `1X
 
 D a t a b a s e   d r i v e r s   l i s t = 0000000000000
 
 B D E   d r i v e r s   l i s t = B D E 0000`1X
 
 O D B C   d r i v e r s   l i s t = O D B C 0000`1X
 
 O D B C   d a t a   s o u r c e s   l i s t = O D B C 000000
 
 
 
 A d d   r e p o r t   f i l e s = 00000000k0RH00
 
 A d d   r e p o r t s   f r o m   d a t a b a s e = 000000K000000k0RH00
 
 
 
 M e a s u r e   s y s t e m   p e r f o r m a n c e = 00000000000,n[
 
 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 = 000000000000,n[
 
 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 = 0000000000
0,n[
 
 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 = 00000000000,n[
 
 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 = 00000000000000,n[
 
 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 = 1 6 x 1 6 00n0000vg0n0SxQvj00000OULn0zl0(uD0_0C P U '`,n[
 
 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 = D0O0d0K0n0N!kCQ;uPQt0000000(uD0_0C P U '`,n[
 
 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 0000'W.~0(uD0_0C P U '`,n[
 
 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 = 000n0A E S fSS0(uD0_0C P U '`,n[
 
 * * * 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 = 000000000( J u l i a   F r a c t a l ) 0(uD0_0XS|^nmR\peppe'`,n[
 
 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 = 0000000000000( M a n d e l b r o t   F r a c t a l ) 0(uD0_0
P|^nmR\pep'`,n[
 
 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 = 0000000000000( C u s t o m   J u l i a   F r a c t a l ) 0(uD0_0b5_|^nmR\peppe'`,n[
 
 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 = іj0N!kCQ;uPQt0000000(uD0_0nmR\pep'`,n[
 
 * * * 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 = 000000vgq}
 
 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 ) = 000000vg000  ( 000000) 
 
 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 ) = 000000vg000  ( 0000000) 
 
 
 
 / /   t i p s 
 
 P r o b l e m s   &   S u g g e s t i o n s = OUL  &   cHh
 
 S u g g e s t i o n = cHh
 
 P r o b l e m = 00000
 
 F a u l t =  kp
 
 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 . = 0000000NON0wS0Y0K00W00~0[00
 
 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 . = % s 0000n0zzM0[ϑ( 00000) :   % d % % . 
 
 N o   C P U   L 2   c a c h e   f o u n d . = L 2 00000L0d0K00~0[00
 
 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 . = P e n t i u m   F D I V 00L0iwU00~0W0_0! Ncn0_00k0I n t e l k0#a}0W0f0O0`0U0D00
 
 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 . = {0h00i0n03 D 000o0\j0O0h002 5 6 K B n0L 2 00000g0000O0j00~0Y00
 
 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 . =  gяn03 D 000o0\j0O0h001 G H z n0C P U 0_h0Y00K00W00~0[000
 
 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 . = W i n d o w s   9 x n0 gij00000000k0o0\j0O0h001 0 0 M H z n0C P U L0_g0Y00
 
 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 . = W i n d o w s   2 0 0 0 N
Nn0 gij00000000k0o0\j0O0h003 0 0 M H z n0C P U L0_g0Y00
 
 M M X   i s   n o t   s u p p o r t e d . = M M X L00000U00f0D0~0[00. 
 
 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 L00000U00f0D0~0[000S S E k0 giSU00_0000000000 g'YPk0uK0Y0k0o0C P U 00000000W0f0O0`0U0D00
 
 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 . = 3 d0*gnn00000000L0iwU00~0W0_000000000n0b5_o0Vk0j00K00W00~0[000
 
 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 . = 3 2 M B *gnn00000000L0000000U00f0D0~0Y00
 
 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 . =  gяn0O S n0 gij00000000k0o0\j0O0h001 2 8 M B n00000000L0_g0Y00
 
 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 . = 3 D 000n0 gij00000000k0o0\j0O0h002 5 6 M B n000000000_h0Y00K00W00~0[000
 
 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 . = 0000_jn0 gij00000000k0o0\j0O0h002 5 6 M B n000000000_h0Y00K00W00~0[000
 
 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 . = 00000000n0000000009eUY00_00k000YO0n000000000ň@wW0f0O0`0U0D00
 
 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 . = 000000n0000000o00000000hQSO000000k0eQ00S0h0L0g0M0~0[000
 
 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 . = 000000n0000000o000YO0n00000qbF0S0h0L0g0M0~0[000
 
 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 . = Y萭00000o0^Tgg0Y00
 
 E x t e r n a l   c a c h e   i s   d i s a b l e d . = Y萭00000L0!qRg0Y00
 
 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 . = ED0000( F P M / E D O / B E D O ) L0iwU00~0W0_00Sj04XTo0S D R A M ~0_0o0R D R A M k00000000W0f0O0`0U0D00
 
 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 ) . =  gяn03 D 000o0D0000( D D R   S D R A M / R D R A M ) 0BlW0~0Y00
 
 A G P   i s   d i s a b l e d . = A G P L0!qRg0Y00
 
 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 . = A G P 00000000L00000000000n0JSRN
Ng0Y00
 
 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 . = s(Wn0A G P ^o00000Y00 g'Y00NOD00
 
 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 . = 0000B I O S L02 t^N
Nfn0irg0Y00_j04XTo0000000W0f0O0`0U0D00
 
 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 . = 000B I O S L02 t^N
Nfn0irg0Y00_j04XTo0000000W0f0O0`0U0D00
 
 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 . = 1 d0n00n0C P U L0ň@wU00f0D0~0Y000000000  H A L k0	YfY0y0M0g0Y00
 
 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 . = 0000o0W i n d o w s   2 0 0 0 N
N0[LY00nPL0Qegf0D000F0k0H0~0Y000000000Y00S0h00naW0f0O0`0U0D00
 
 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 . = 0000o0W i n d o w s 9 8 / M e 0[LY00nPL0Qegf0D000F0k0H0~0Y000000000Y00S0h00naW0f0O0`0U0D00
 
 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 . = 0000000L0BfNE0g0Y0000000005 N
NL0W i n d o w s   N T k0J0D0f0chYU00~0Y00
 
 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 . = W i n d o w s o0s(W1 0 eN
N#}<zR-Ng0Y00QwRk0000000000L09eUU000K00W00~0[000
 
 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 . = I n t e r n e t   E x p l o r e r L0BfNE0g0Y00000005 . 0 N
N0J0R0~0Y00
 
 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 . = D i r e c t X L0d0K00~0[00g0W0_00 gяn000000000J00s0000k0o0_g0Y00
 
 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 + . = D i r e c t X L0BfNE0g0Y00 gяn0000o0D i r e c t X   7 N
N0_h0Y00K00W00~0[000
 
 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 . = 4 M B *gnn0000000L0d0K00~0W0_00000D00000000n0_00k0o000000000000000W0f0O0`0U0D00
 
 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 . =  gяn03 D 000o0\j0O0h003 2 M B n00000000_h0Y00K00W00~0[000
 
 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 . = 000D000000000000n0_00k0P^0
NR0f0O0`0U0D00
 
 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 . = 000D000000000000n0_00k0rm^0
NR0f0O0`0U0D00
 
 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 . = D0O0d0K0n000000000o03 2 000000000g0000O0j00K00W00~0[000
 
 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 . = 'YM0j00000n0O(uo00[_W0f0D0j0D000000000g0vj0OUL0_M0wS0Y0K00W00~0[000
 
 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 . = eNN000000( C R T ) k0o0\j0O0h008 5 H z n0Wv0000000000chYW0~0Y00
 
 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 . = I P 0000'W.~k000000000^0XRU0[00S0h0L0Sg0Y00
 
 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 . = 000000'W.~k000000000^0XRU0[00S0h00Sg0Y00
 
 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 2 000000000L00000U00f0D0~0[000 gяn03 D 000o03 2 0000000000_h0Y00K00W00~0[000
 
 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 . = Z 0000L00000U00f0D0~0[000 gяn03 D 000o0Z 00000_h0W0~0Y00
 
 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 000Z 0000L00000U00f0D0~0[000 gяn03 D 000o03 2 000Z 00000_h0Y00K00W00~0[000
 
 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 . = pue'`0000000L00000U00f0D0~0[000 gяn03 D 000o0pueT'`00000000_h0Y00K00W00~0[000
 
 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 . = 000000000L00000U00f0D0~0[000 gяn03 D 000o00000000000_h0Y00K00W00~0[000
 
 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 . = 00000000000000h0000000IQnL00000U00f0D0~0[000 gяn03 D 000o000000000000000h0000000IQn0_h0Y00K00W00~0[000
 
 
 
 / /   p r e f e r e n c e s 
 
 L o n g   P a g e s = 000000
 
 S e c u r i t y   G r a d e = 0000000000
 
 N e w   I t e m = e0000
 
 M o d i f y   I t e m = 0000Ock
 
 G e n e r a l =  N,
 
 S t a b i l i t y = [['`
 
 L a y o u t = 00000
 
 S e c u r i t y = 000000
 
 R e p o r t   L o o k = 0000000
 
 S c h e d u l e = 000000
 
 E - m a i l = E 000
 
 D a t a b a s e = 000000
 
 C o n t e n t   F i l t e r i n g = 000000000
 
 R e m o t e   F e a t u r e s = 0000n0s0}
 
 C u s t o m   C o m p o n e n t s = 00000000000
 
 A s s e t   P r o f i l e = 000000n0{t
 
 C u s t o m   P r o g r a m s = 000000000
 
 F i l e   S c a n n e r = 00000000
 
 F i l e   S c a n n e r   F i l t e r = 00000000n00000
 
 
 
 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 = 000000000k0A I D A 6 4 0h:yY00( & C ) 
 
 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 = W i n d o w s wRBfk0A I D A 6 4 0wRY00( & W ) 
 
 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 = A I D A 6 4 wRBfk0000000000000h:yY00( & S ) 
 
 " 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 = "  g\S" 000g0000000000000000k0<h
}Y00( & B ) 
 
 " 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 = " X00" 000g0000000000000000k0<h
}Y00( & U ) 
 
 C o m p u t e r   p r i m a r y   r o l e : = 000000n0;Nj0O(uvv: 
 
 G e n e r a l   U s e =  N,
 
 & G e n e r a l =  N,( & G ) 
 
 3 D   G a m i n g = 3 D 000
 
 & S e r v e r = 0000( & S ) 
 
 W h e n   A I D A 6 4   s t a r t s : = A I D A 6 4 n0wRBf: 
 
 & D i s p l a y   m a i n   w i n d o w = 000000000h:yY00( & D ) 
 
 & 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 ) = 000000000Y0( & H )   ( 00000k0 g\S) 
 
 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 ) = 000000000Y0( & I )   ( 0000000k0 g\S) 
 
 & F u l l   n a m e : = 00000( & F ) : 
 
 & E - m a i l   a d d r e s s : = E 0000000( & E ) : 
 
 
 
 * * * L o a d   k e r n e l   d r i v e r = K e r n e l   i l l e s z t o p r o g r a m   b e t o l t e s e 
 
 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 ) = 00000M S R 0000000  (  zk00000n00000000_M0wS0Y0K00W00~0[00) 
 
 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 ) = 00000P C I 0000000  (  zk00000n00000000_M0wS0Y0K00W00~0[00) 
 
 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 ) = 00000S M B u s 0000000  (  zk00000n00000000_M0wS0Y0K00W00~0[00) 
 
 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 ) = 0000000000000000  (  zk00000n00000000_M0wS0Y0K00W00~0[00) 
 
 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 ) = 000dpeQib  ( M S I   C o r e   C e l l J00s0P C   A l e r t h0000000Y00K00W00~0[00) 
 
 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 ) = 00000S M A R T 00000000000  (  zk00000n00000000_M0wS0Y0K00W00~0[00) 
 
 * * * 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   t a g o k   o s s z e g y u j t e s e 
 
 * * * 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   t a m o g a t a s 
 
 * * * 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 ) = C P U )n^0A C P I g0,nY00  (  zk0000000000h0000000Y00K00W00~0[00) 
 
 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 0L}1uW0f0n V I D I A   S M B u s k00000Y00
 
 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 000000n000000003 D 000k0	YfY00
 
 * * * 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 ) = S M B u s   e l e r e s   A C P I - o n   k e r e s z t u l   ( A s u s   a l a p l a p o k ) 
 
 * * * A p p l e   S M C   s e n s o r   s u p p o r t = A p p l e   S M C   e r z e k e l o   t a m o g a t a s 
 
 * * * A q u a e r o   s e n s o r   s u p p o r t = A q u a e r o   e r z e k e l o   t a m o g a t a s 
 
 * * * 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   e r z e k e l o   t a m o g a t a s 
 
 * * * 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 = C o r s a i r   A X 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   H X i / R M i   s e n s o r   s u p p o r t = C o r s a i r   H X i / R 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   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 = C o r s a i r   H y d r o   P l a t i n u m   e r z e k e l o   t a m o g a t a s 
 
 * * * C o r s a i r   L i n k   s e n s o r   s u p p o r t = C o r s a i r   L i n k   e r z e k e l o   t a m o g a t a s 
 
 * * * D e l l   S M I   s e n s o r   s u p p o r t = D e l l   S M I   e r z e k e l o   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 )   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   e r z e k e l o   t a m o g a t a s 
 
 * * * 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   e r z e k e l o   t a m o g a t a s 
 
 * * * 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   e r z e k e l o   t a m o g a t a s 
 
 * * * 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   e r z e k e l o   t a m o g a t a s 
 
 * * * 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   e r z e k e l o   t a m o g a t a s 
 
 * * * 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   e r z e k e l o   t a m o g a t a s 
 
 * * * 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 I M M   h o e r z e k e l o   t a m o g a t a s 
 
 * * * 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   e r z e k e l o   t a m o g a t a s 
 
 * * * 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   e r z e k e l o   t a m o g a t a s 
 
 * * * 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   e r z e k e l o   t a m o g a t a s 
 
 * * * 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   e r z e k e l o   t a m o g a t a s 
 
 * * * G P U   s e n s o r   s u p p o r t = G P U   e r z e k e l o   t a m o g a t a s 
 
 * * * 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   v e n t i l a t o r - s e b e s s e g   m e r e s e 
 
 * * * M u l t i - G P U   s u p p o r t = M u l t i - G P U   t a m o g a t a s 
 
 * * * 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 : = I k & o n o k   s t i l u s a : 
 
 E n a b l e   " A S P I "   p a g e = " A S P I " 0000	gRk0Y00
 
 E n a b l e   " A u d i o   C o d e c s "   p a g e = " 0000000000" 0000	gRk0Y00
 
 E n a b l e   " D M I "   p a g e = " D M L " 0000	gRk0Y00
 
 E n a b l e   " O p e n A L "   p a g e = " O p e n A L " 0000	gRk0Y00
 
 E n a b l e   " O p e n G L "   p a g e = " O p e n G L " 0000	gRk0Y00
 
 E n a b l e   " D i r e c t X "   m e n u = " D i r e c t X " 00000	gRk0Y00
 
 E n a b l e   " C o n f i g "   m e n u = " -[" 00000	gRk0Y00
 
 E n a b l e   " D a t a b a s e "   m e n u = " 000000" 00000	gRk0Y00
 
 E n a b l e   " B e n c h m a r k "   m e n u = " 000000" 00000	gRk0Y00
 
 E x t e n d e d   " E v e n t   L o g s "   p a g e = b5_" 000000" 000
 
 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 = 0000h0000000000000000000k0000Y00
 
 L i m i t   l o n g   p a g e s   t o   1 0 0   i t e m s = 00000001 0 0 0000~0g0k06RPY00
 
 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 = 0000000n00000h00000000000h:yW0j0D0
 
 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 = 00000000n0MOn0aY00
 
 R e m e m b e r   m a i n   w i n d o w   s i z e = 00000000n00000aY00
 
 R e m e m b e r   p a g e   m e n u   s t a t e = 0000000n0rKa0aY00
 
 R e m e m b e r   l a s t   s e l e c t e d   p a g e =  g_k0xbW0_00000aY00
 
 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 = ,n[$P00000h:yW0j0D0  ( O:   )n^,   K B ,   'W) 
 
 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 = 0000I n t e l 00000n00000000000h:yY00
 
 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 ) =  g0oD0000000n000000000000Y0  ( SD0000000g0O)R) 
 
 * * * 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 00000000( & X ) : 
 
 * * * 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 00000xb
 
 R e p o r t   f o r m a t : = 0000b__: 
 
 P l a i n   T e x t = 0000
 
 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 = OX[Y00MRk000000'W.~Y00
 
 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 = P[000k0mNY00MRk000000'W.~Y00
 
 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 k0000000Y00MRk000000'W.~Y00
 
 E n a b l e   r e p o r t   h e a d e r = 0000n00000	gRk0Y00
 
 E n a b l e   r e p o r t   f o o t e r = 0000n00000	gRk0Y00
 
 * * * 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 = 0000k00000`1X0+T00
 
 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 0000k00000`1X0+T00
 
 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 0000k00000`1X0+T00
 
 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 =  gRn00000000n0000000k0000000
T0h:yY00
 
 F i l e   & n a m e : = 0000
T( & N ) : 
 
 F i l e   e x t e n s i o n : = 0000b5_P[: 
 
 O u t p u t   & f o l d e r : = QR0000( & F ) : 
 
 A & u t o m a t i c = R( & U ) 
 
 & A l w a y s : = 8^k0( & A ) : 
 
 
 
 N o r m a l   F o n t = jnn00000
 
 P a g e   C a p t i o n   F o n t = 000000000
 
 D e v i c e   C a p t i o n   F o n t = 0000000000
 
 B a c k g r o u n d   c o l o r : = ̀ofr: 
 
 
 
 N a m e : = 
TMR: 
 
 S i z e : = 000: 
 
 C o l o r : = r: 
 
 S t y l e : = 0000: 
 
 
 
 C o l o r s = r
 
 B o l d = 0000
 
 I t a l i c = 00000
 
 
 
 R e s t o r e   D e f a u l t   & V a l u e s = jn-[k0vY0( & V ) 
 
 
 
 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 : = 000000000000k0000000\Ob06RPY00S0h0L0Qeg~0Y0: 
 
 & A n y t i m e = D0d0g00( & A ) 
 
 O n c e   a   & d a y = ek0 N^( & D ) 
 
 O n c e   a   & w e e k = 1k0 N^( & W ) 
 
 O n c e   a   & f o r t n i g h t = N1k0 N^( & F ) 
 
 O n c e   a   & m o n t h = gk0 N^( & M ) 
 
 S t o r e   l a s t   r u n   d a t e   i n : =  gB}[Le: 
 
 C u s t o m   f i l e : = 00000000: 
 
 * * * 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 : = " [HQ( & T ) " :   q}: 
 
 " & C c : "   a d d r e s s : = " C C ( & C ) : "   q}: 
 
 " & B c c : "   a d d r e s s : = " B C C ( & B ) : "   q}: 
 
 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 000,gek0000000000W00( & X ) 
 
 * * * & 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 : = h:y
T( & D ) : 
 
 S e r & v e r : = 0000( & V ) : 
 
 S & M T P   p o r t : = S M T P 000( & M ) : 
 
 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 <0O(uY00( & A ) 
 
 * * * 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 : = 0000000( & I ) : 
 
 & L o c a l   f o l d e r : = 00000000( & L ) : 
 
 M o d i f y = Ock
 
 & M o d i f y = Ock( & M ) 
 
 & A l l = hQf0( & A ) 
 
 A u t h o r = zv
 
 & D e f a u l t = 00000( & D ) 
 
 S e l e c t   f o l d e r : = 00000xb: 
 
 S e l e c t   o u t p u t   f o l d e r : = QR00000xb: 
 
 S e l e c t   l o c a l   f o l d e r : = 000000000xb: 
 
 S e l e c t   r e p o r t   f o l d e r : = 000000000xbW0f0O0`0U0D0: 
 
 S e l e c t   B U L K   I N S E R T   f o l d e r : = zzn0?ceQ00000xbW0f0O0`0U0D0: 
 
 C o n f i r m   I t e m   D e l e t e = 0000JRdx
 
 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 ' 0JRdW0f000W0D0g0Y0K0? 
 
 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 = pe0000JRdx
 
 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 ? = S000n0% d 00000JRdW0f000W0D0g0Y0K0
 
 * * * % d   i t e m s = % d   e l e m 
 
 
 
 F & T P   p o r t : = F T P 000( & T ) : 
 
 F T P   & f o l d e r : = F T P 0000( & F ) : 
 
 U s e   P & a s s i v e   M o d e = 00000000O(uY00( & P ) 
 
 
 
 P & r o v i d e r : = 00000( & R ) : 
 
 D a t a   & s o u r c e : = 000000( & S ) 
 
 D a t a & b a s e : = 000000( & B ) : 
 
 & D r i v e r : = 0000( & D ) : 
 
 & U s e r : = 0000( & U ) : 
 
 & P a s s w o r d : = 00000( & P ) : 
 
 U s e   & W i n d o w s   a u t h e n t i c a t i o n = W i n d o w s <0O(uY00( & W ) 
 
 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 = Rvj0T Nn0XRϑ0O(uY00( & A ) 
 
 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 ) = M y S Q L  giS0O(uY00  ( M y S Q L   3 . 2 2 . 5   N_n000000L0_) ( & M ) 
 
 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 ) = zzn0?ceQ0O(uY00  ( fM001Sn0B000000000000L0_) ( & L ) 
 
 B U L K   I N S E R T   & f o l d e r : = zzn000000?ceQY00( & F ) : 
 
 N o t   a   U N C   p a t h = U N C 00g0o0B00~0[00
 
 S e l e c t   D a t a b a s e   F i l e = 00000000000xb
 
 T e s t = 000
 
 & T e s t = 000( & T ) 
 
 
 
 C & o n f i g u r e = -[( & O ) 
 
 
 
 E v e n t   L o g s   F i l t e r i n g = 0000000000000
 
 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 = I E   C o o k i e s J00s0e\tk0000000
 
 L i s t   " & I n f o r m a t i o n "   e v e n t s = " `1X" 0000000( & I ) 
 
 L i s t   " & W a r n i n g "   e v e n t s = " fJT" 0000000( & W ) 
 
 L i s t   " & E r r o r "   e v e n t s = " 000" 0000000( & E ) 
 
 * * * L i s t   " & A u d i t "   e v e n t s = " & L e l t a r "   e s e m e n y e k   l i s t a z a s a 
 
 L i s t   " & f i l e : / / "   e n t r i e s = " f i l e : / / " 0000000( & F ) 
 
 L i s t   " & h t t p : / / "   e n t r i e s = " h t t p : / / " 0000000( & H ) 
 
 
 
 E n a b l e   r e m o t e   f i l e   & b r o w s i n g = 0000k0000000L0S( & B ) 
 
 E n a b l e   r e m o t e   s c r e e n   & s h o t = 0000k000000000000L0	gR( & S ) 
 
 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 = 0000k00000000[LL0S( & L ) 
 
 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 = 0000k0000000n00000000L0	gR( & U ) 
 
 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 = 0000k000n00,   QwR,   0000L0	gR( & T ) 
 
 T C P / I P   P o r t = T C P / I P 000
 
 & T C P / I P   p o r t : = T C P / I P 000( & T ) : 
 
 P a s s w o r d = 00000
 
 R e m o t e   s y s t e m   & i n f o r m a t i o n : = 00000000`1X( & I ) : 
 
 R e m o t e   & m o n i t o r i n g : = 0000000000( & M ) : 
 
 R e m o t e   & r e p o r t i n g : = 00000000000( & R ) : 
 
 R e m o t e   C o n t r o l = 0000000000
 
 R e m o t e   & c o n t r o l : = 0000000000( & C ) : 
 
 
 
 & 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 = hQf0n0c}0StY00( & A ) 
 
 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 : = !kn0000000K00n0c}n00StY00( & C ) : 
 
 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 : = !kn00000K00n0c}n00StY00( & U ) : 
 
 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 : = !kn0I P 0000K00n0c}n00StY00( & I ) : 
 
 
 
 S h o t   t y p e : = 0000000: 
 
 & F u l l   s c r e e n = 0000000( & F ) 
 
 A c t i v e   & W i n d o w = 0000000000( & W ) 
 
 C & o m p r e s s i o n   q u a l i t y : = 'W.~T( & O ) : 
 
 1 :   w o r s t ,   9 9 :   b e s t = 1 :    gNO,   9 9 :    gؚ
 
 
 
 & 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 = c[U00_000000Qk0c[U00_00000L0X[(WY00K00000W0~0Y0( & C ) 
 
 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 = c[U00_000000L0X[(WY00K00000W0~0Y0( & H ) 
 
 & S c a n   a   f o l d e r   t o   f i n d   a   f i l e = 00000d0Q00_00k00000000000W0~0Y0( & S ) 
 
 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 = 00000
Tk0!kn0000000eW[Rn0F0a0n01 d0L0+T~00f0D00K00W00~0[00
 
 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 = 0000000k0!kn0000000eW[Rn0F0a01 d0L0+T~00f0D00K00W00~0[00
 
 
 
 S c a n   s c o p e : = 0000: 
 
 & N o   f i l e   s c a n n i n g = 000000000W0j0D0( & N ) 
 
 S c a n   a l l   & l o c a l   d i s k s = hQf0n00000000000000Y00( & L ) 
 
 & S c a n   s y s t e m   d r i v e = 0000000000000Y00( & S ) 
 
 S c a n   & C :   d r i v e = C : 000000000Y00( & 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 000000000Y00( & P ) 
 
 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 h0W i n d o w s 000000000Y00( & W ) 
 
 S e l e c t e d   & f o l d e r s : = xbU00_00000( & F ) : 
 
 
 
 F i l t e r : = 0000: 
 
 F i l t e r   b y   f i l e   n a m e : = : 0000
Tk0000000: 
 
 & A l l   f i l e s = hQf0n00000( & A ) 
 
 & E x e c u t a b l e   f i l e s = E X E 0000( & E ) 
 
 & D L L   f i l e s = D L L 0000( & D ) 
 
 A & u d i o   f i l e s = 000000000( & U ) 
 
 & V i d e o   f i l e s = 0000000( & V ) 
 
 & M i s c   f i l e s : = ]0n0Nn00000( & M ) : 
 
 
 
 F i l t e r   b y   f i l e   s i z e : = 0000000k0000000: 
 
 F i l e s   & s m a l l e r   t h a n : = pe$P00\U0D00000( & S ) : 
 
 F i l e s   & l a r g e r   t h a n : = pe$P00'YM0D00000( & L ) : 
 
 
 
 / /   i n f o   m e n u 
 
 R e p o r t = 0000
 
 B u y   N o w = NY0P0eQ
 
 * * * R e n e w   N o w = M e g u j i t a s 
 
 R e m a r k s = 0000
 
 C o m p u t e r = 000000
 
 C o m p u t e r : = 000000: 
 
 M o t h e r b o a r d = 000000
 
 O p e r a t i n g   S y s t e m = O S 
 
 S e r v e r = 0000
 
 D i s p l a y = 000000
 
 M u l t i m e d i a = 0000000
 
 S t o r a g e = 00000
 
 I n p u t = eQR0000
 
 N e t w o r k = 000000
 
 D e v i c e s = 0000
 
 S o f t w a r e = 000000
 
 C o n f i g = -[
 
 M i s c = ]0n0N
 
 B e n c h m a r k = 000000
 
 A u d i t = vg
 
 
 
 / /   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 = 000000000( & R ) 
 
 & E n v i r o n m e n t   v a r i a b l e = tX	Ype( & E ) 
 
 L i n e   o f   t e x t   & f i l e = 00000000n0L( & F ) 
 
 F i l e = 0000
 
 L i n e   n u m b e r = LjuS
 
 
 
 / /   i n f o   m e n u i t e m s 
 
 S u m m a r y = }
 
 C o m p u t e r   N a m e = 000000
T
 
 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 = 000
 
 C h i p s e t = 000000
 
 O v e r c l o c k = 00000000
 
 P o w e r   M a n a g e m e n t = 000000000
 
 P o r t a b l e   C o m p u t e r = 00000000000
 
 P o r t a b l e   C o m p u t e r s = 00000000000
 
 S e n s o r = 0000
 
 W i n d o w s = W i n d o w s 
 
 P r o c e s s e s = 0000
 
 S y s t e m   D r i v e r s = 00000000
 
 S e r v i c e s = 0000
 
 A X   F i l e s = A X 0000
 
 D L L   F i l e s = D L L 0000
 
 * * * 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 = <zPBf
 
 * * * 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 = qQ	g
 
 O p e n e d   F i l e s = D0f0D000000
 
 A c c o u n t   S e c u r i t y = 00000000000
 
 L o g o n = 0000
 
 U s e r s = 0000
 
 L o c a l   G r o u p s = 00000000
 
 G l o b a l   G r o u p s = 000000000
 
 W i n d o w s   V i d e o = W i n d o w s 000
 
 P C I   /   A G P   V i d e o = P C I   /   A G P   000
 
 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 = 000
 
 D e s k t o p = 000000
 
 M u l t i - M o n i t o r = 000000
 
 V i d e o   M o d e s = 000000
 
 F o n t s = 0000
 
 W i n d o w s   A u d i o = W i n d o w s 00000
 
 P C I   /   P n P   A u d i o = P C I   /   000000000  00000
 
 A u d i o   C o d e c s = 0000000000
 
 V i d e o   C o d e c s = 00000000
 
 W i n d o w s   S t o r a g e = W i n d o w s 00000
 
 L o g i c a l   D r i v e s = ֊t0000
 
 P h y s i c a l   D r i v e s = irt0000
 
 S M A R T = S M A R T 
 
 K e y b o a r d = 00000
 
 M o u s e = 000
 
 * * * 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 = 0000000000
 
 W i n d o w s   N e t w o r k = W i n d o w s 000000
 
 P C I   /   P n P   N e t w o r k = P C I   /   000000000  000000
 
 N e t   R e s o u r c e s = 0000000
 
 I n t e r n e t = 0000000
 
 R o u t e s = 000
 
 I E   C o o k i e = I n t e r n e t   E x p l o r e r 0000
 
 B r o w s e r   H i s t o r y = 0000n0e\tk
 
 D i r e c t X   F i l e s = D i r e c t X   F i l e s 
 
 D i r e c t X   V i d e o = D i r e c t X   V i d e o 
 
 D i r e c t X   S o u n d = D i r e c t X   S o u n d 
 
 D i r e c t X   M u s i c = D i r e c t X   M u s i c 
 
 D i r e c t X   I n p u t = D i r e c t X   I n p u t 
 
 D i r e c t X   N e t w o r k = D i r e c t X   N e t w o r k 
 
 W i n d o w s   D e v i c e s = W i n d o w s 0000
 
 P h y s i c a l   D e v i c e s = irt0000
 
 P r i n t e r s = 0000
 
 A u t o   S t a r t = R[L
 
 S c h e d u l e d = 000000
 
 I n s t a l l e d   P r o g r a m s = 000000U00_000000
 
 L i c e n s e s = 00000
 
 W i n d o w s   U p d a t e = W i n d o w s   U p d a t e 
 
 A n t i - V i r u s = 0000[V{
 
 F i l e   T y p e s = 0000000
 
 W i n d o w s   S e c u r i t y = W i n d o w s 000000
 
 F i r e w a l l = 000000000
 
 W i n d o w s   F i r e w a l l = W i n d o w s 000000000
 
 A n t i - S p y w a r e = 000000000
 
 A n t i - T r o j a n = 000000
 
 R e g i o n a l = 0WW
 
 E n v i r o n m e n t = tX
 
 C o n t r o l   P a n e l = 000000000
 
 R e c y c l e   B i n = T00{
 
 S y s t e m   F i l e s = 00000000
 
 S y s t e m   F o l d e r s = 00000000
 
 E v e n t   L o g s = 000000
 
 D a t a b a s e   D r i v e r s = 0000000000
 
 B D E   D r i v e r s = B D E 0000
 
 O D B C   D r i v e r s = O D B C 0000
 
 O D B C   D a t a   S o u r c e s = O D B C 000000
 
 M e m o r y   R e a d = 000000
 
 M e m o r y   W r i t e = 000000
 
 M e m o r y   C o p y = 000000
 
 M e m o r y   L a t e n c y = 00000000
 
 * * * 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 = 000
 
 F i e l d = 00000
 
 V a l u e = $P
 
 T y p e = 000
 
 C l a s s = 000
 
 P r o c e s s   N a m e = 0000
T
 
 P r o c e s s   F i l e   N a m e = 00000000
T
 
 U s e d   M e m o r y = O(u000
 
 * * * 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 = O(u0000
 
 * * * U s e d   S w a p   S p a c e = F e l h a s z n a l t   l a p o z o t e r u l e t 
 
 * * * F r e e   S w a p   S p a c e = S z a b a d   l a p o z o t e r u l e t 
 
 W i n d o w   C a p t i o n = W i n d o w 000000
 
 D r i v e r   N a m e = 0000
T
 
 D r i v e r   D e s c r i p t i o n = 0000
 
 S t a t e = rKa
 
 S e r v i c e   N a m e = 0000
T
 
 S e r v i c e   D e s c r i p t i o n = 0000
 
 A c c o u n t = 00000
 
 A X   F i l e = A X 0000
 
 D L L   F i l e = D L L 0000
 
 P r o t e c t e d   F i l e = Ow0000
 
 S h a r e   N a m e = qQ	g
T
 
 R e m a r k = 0000
 
 L o c a l   P a t h = 000000
 
 U s e r = 0000
 
 P a t h = 00
 
 F u l l   N a m e = 00000
 
 L o g o n   S e r v e r = 00000000
 
 G r o u p   N a m e = 0000
T
 
 D e v i c e   D e s c r i p t i o n = 0000
 
 D e v i c e   T y p e = 0000000
 
 M o n i t o r   N a m e = 000
T
 
 D e v i c e   I D = 0000I D 
 
 P r i m a r y = 00000
 
 U p p e r   L e f t   C o r n e r = 
N]0000
 
 B o t t o m   R i g h t   C o r n e r = NS0000
 
 D e v i c e = 0000
 
 D r i v e r = 0000
 
 D r i v e = 0000
 
 D r i v e   T y p e = 0000000
 
 V o l u m e   L a b e l = 00000000
 
 F i l e   S y s t e m = 00000000
 
 V o l u m e   S e r i a l = 000000000
 
 T o t a l   S i z e = }[ϑ
 
 U s e d   S p a c e = O(uϑ
 
 F r e e   S p a c e = zzM0[ϑ
 
 %   F r e e = %   zzM0
 
 D r i v e   # % d = # % d   0000
 
 P a r t i t i o n = 0000000
 
 P a r t i t i o n s = 0000000
 
 P a r t i t i o n   T y p e = 0000000000
 
 S t a r t   O f f s e t = 000000000
 
 P a r t i t i o n   L e n g t h = 0000000w
 
 A c t i v e = 00000
 
 P e r s i s t e n t = 8l}
 
 M o d e l   I D = 000I D 
 
 H o s t = 000
 
 M o d e l = 000
 
 E x t r a   I n f o r m a t i o n = 00000`1X
 
 R e v i s i o n = 00000
 
 A t t r i b u t e   D e s c r i p t i o n = ^\'`
 
 T h r e s h o l d = W0M0D0$P
 
 W o r s t = 0000
 
 D a t a = 000
 
 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 = 0000000000
 
 D e v i c e   N a m e = 0000
T
 
 C l o c k = 0000
 
 P r o c e s s o r   I d e n t i f i e r = C P U X%RP[
 
 P r o c e s s o r   N a m e = C P U 
T
 
 A c c o u n t   I D = 00000I D 
 
 D e f a u l t = 00000
 
 A c c o u n t   T y p e = 00000000
 
 A c c o u n t   N a m e = 00000
T
 
 C r e a t i o n   T i m e = \ObeBf
 
 L a s t   A c c e s s =  gB}0000
 
 L a s t   A c c e s s   T i m e =  gB}0000eBf
 
 L a s t   M o d i f i c a t i o n = cSfe
 
 L a s t   M o d i f i c a t i o n   T i m e =  gB}feeBf
 
 R e s o u r c e = 0000
 
 P r i n t e r   N a m e = 0000
T
 
 S t a r t   F r o m = 00000000
 
 A p p l i c a t i o n   D e s c r i p t i o n = 00000000
 
 A p p l i c a t i o n   C o m m a n d = 000000000000
 
 T a s k   N a m e = 000
T
 
 P r o g r a m = 00000
 
 I n s t .   S i z e = 000000000
 
 I n s t .   D a t e = 000000e
 
 * * * P u b l i s h e r = S z e r z o 
 
 F i l e   N a m e = 0000
T
 
 F i l e   S i z e = 0000000
 
 E x t e n s i o n = b5_P[
 
 F i l e   T y p e   D e s c r i p t i o n = 0000000
 
 C o n t e n t   T y p e = 00000000  ( M I M E ) 
 
 V a r i a b l e = 	Ype
 
 I t e m s   S i z e = 0000000
 
 I t e m s   C o u n t = }0000
 
 S p a c e   % = %   0000
 
 D r i v e r   F i l e   N a m e = 00000000
T
 
 F i l e   E x t e n s i o n s   S u p p o r t e d = 0000n00000b5_P[
 
 D a t a   S o u r c e   N a m e = 000000
T
 
 D a t a   S o u r c e   D e s c r i p t i o n = 000000
 
 S y s t e m   F o l d e r = 00000000
 
 I d e n t i f i e r = 000000000
 
 R e a d   S p e e d = 00^
 
 W r i t e   S p e e d = fM00^
 
 C o p y   S p e e d = 000^
 
 S c o r e = 000
 
 L o g   N a m e = 00
T
 
 E v e n t   T y p e = 0000000
 
 E v e n t   D a t a = 0000000
 
 C a t e g o r y = 00000
 
 G e n e r a t e d   O n = ubeBf
 
 S o u r c e = 000
 
 F o n t   F a m i l y = 000000000
 
 S t y l e = 0000
 
 C h a r a c t e r   S e t = eW[000
 
 C h a r .   S i z e = eW[000
 
 C h a r .   W e i g h t = eW[0000
 
 S o f t w a r e   D e s c r i p t i o n = 000000
 
 S o f t w a r e   V e r s i o n = 000000n000000
 
 V i r u s   D a t a b a s e   D a t e = 0000000000
 
 D a t a b a s e   D a t e = 000000n0eN
 
 K n o w n   V i r u s e s = ewn00000
 
 P i x e l = 0000
 
 L i n e = 000
 
 R e c t a n g l e = web_
 
 E l l i p s e = UiQ
 
 T e x t = 0000
 
 R a t i n g = 000000
 
 L a n g u a g e =  
 
 C o m p o n e n t = 0000000
 
 C o m p u t e r s = 000000
 
 N e t   D e s t i n a t i o n = 000vv0W
 
 N e t m a s k = 000000
 
 M e t r i c = 00000
 
 O S D   I t e m = O S D 0000
 
 O S D   I t e m s = O S D 00000
 
 S i d e b a r   I t e m = 000000000
 
 S i d e b a r   I t e m s = 0000000000
 
 L C D   I t e m = L C D 0000
 
 * * * L C D   I t e m s = L C D   e l e m e k 
 
 * * * 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 = F o   h a n g e r o 
 
 * * * M u t e d = N e m i t v a 
 
 
 
 / /   D e s k t o p   G a d g e t 
 
 * * * G a d g e t   I t e m = M i n i a l k a l m a z a s   e l e m 
 
 * * * G a d g e t   I t e m s = M i n i a l k a l m a z a s   e l e m e k 
 
 
 
 / /   t r e e v i e w   c o n t e n t 
 
 S y s t e m = 0000
 
 C h a s s i s = P C 000
 
 C h a s s i s   # % d = # % d   P C 000
 
 M e m o r y   C o n t r o l l e r = 000000000
 
 P r o c e s s o r s = C P U 
 
 C a c h e s = 00000
 
 * * * 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 = 00000000
 
 M e m o r y   D e v i c e s = 0000000
 
 S y s t e m   S l o t s = 00000000
 
 P o r t   C o n n e c t o r s = 00000000
 
 * * * 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 = 000000000
 
 P o w e r   S u p p l i e s = n
 
 M a n a g e m e n t   D e v i c e s = 00000000000
 
 I P M I   D e v i c e s = I P M I 0000
 
 
 
 / /   l i s t v i e w   v a l u e 
 
 Y e s = o0D0
 
 & Y e s = o0D0( & Y ) 
 
 N o = D0D0H0
 
 & N o = D0D0H0( & N ) 
 
 S u p p o r t e d = 0000n0
 
 N o t   S u p p o r t e d = *g0000
 
 R e q u i r e d = _
 
 N o t   R e q u i r e d = 
N_
 
 E n a b l e d = 	gR
 
 E n a b l e d   ( Q u i e t   M o d e ) = 	gR  ( Q u i e t   M o d e ) 
 
 D i s a b l e d = !qR
 
 * * * 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 = !qP
 
 N o n e = !qW0
 
 U n k n o w n = 
Nf
 
 * * * 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 = Q5
 
 d a y = e
 
 d a y s = e
 
 h o u r = Bf
 
 h o u r s = Bf
 
 m i n = R
 
 s e c = y
 
 b y t e s = 000
 
 c h a r = eW[
 
 c h a r s = eW[
 
 i t e m = 0000
 
 i t e m s = 0000
 
 a t t e m p t = f00
 
 a t t e m p t s = f00
 
 m i l l i o n = m i l l i o n 
 
 m i l l i o n   b y t e s = m i l l i o n   b y t e 
 
 N o   Q u o t a = rR0S_f0o0B00~0[00
 
 N o t   I n s t a l l e d = 000000U00f0D0~0[00
 
 N o t   S p e c i f i e d = c[U00f0D0~0[00
 
 N o t   S p e c i f i e d   ( I E   D e f a u l t ) = c[U00f0D0~0[00  ( I n t e r n e t   E x p l o r e r 00000) 
 
 N o r m a l = 8^
 
 R e d u c e d = .~\
 
 E x t e n d e d = b5_
 
 H i d d e n = 0_0
 
 M i n i m i z e d =  g\P
 
 M a x i m i z e d =  g'YP
 
 S t o p p e d = \Pbk
 
 S t a r t i n g = wR-N
 
 S t o p p i n g = -Nbk-N
 
 R u n n i n g = [L-N
 
 C o n t i n u i n g = }}-N
 
 P a u s i n g = -Ne-N
 
 P a u s e d = -NeU00~0W0_0
 
 * * * 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   e,   % s   Bf,   % s   R,   % s   y
 
 % s   s e c   ( % s   d a y s ,   % s   h o u r s ,   % s   m i n ,   % s   s e c ) = % s   y  ( % s   e,   % s   Bf,   % s   R,   % s   y) 
 
 K e r n e l   D r i v e r = 00000000
 
 F i l e   S y s t e m   D r i v e r = 000000000000
 
 O w n   P r o c e s s = 0000000
 
 S h a r e   P r o c e s s = 0000000
 
 L o c a l   D i s k = 00000000
 
 N e t w o r k   D r i v e = 0000000000
 
 R e m o v a b l e   D i s k = 0000000000
 
 R A M   D i s k = R A M 0000
 
 v e n d o r - s p e c i f i c = 0000yr	g
 
 O K :   A l w a y s   p a s s e s = O K :   8^k0NW0~0Y0
 
 F a i l :   A l w a y s   f a i l s = 1YWe:   8^k01YWeW0~0Y0
 
 O K :   V a l u e   i s   n o r m a l = O K :   $Po0ck8^g0Y0
 
 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 = _JT:   O(ul~0_0gL0NW0f0D0~0Y0
 
 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 = EevMR:   RW0_0000n0
d1YL0N`U00~0Y0
 
 L e f t = ]
 
 R i g h t = S
 
 C o n n e c t e d = c}U00f0D0~0Y0
 
 D i s c o n n e c t e d = ReU00~0W0_0
 
 N o t   C o n n e c t e d = c}W0f0D0~0[00
 
 P r e s e n t = X[(WY00
 
 N o t   P r e s e n t = X[(WW0~0[00
 
 D y n a m i c = 000000
 
 P e r s o n a l = PN
 
 C o n f i d e n t i a l = _j[
 
 S t r e a m e r = 000000
 
 P r o c e s s o r = C P U 
 
 W O R M   D r i v e = W O R M 0000
 
 S c a n n e r = 0000
 
 O p t i c a l   D r i v e = C D / D V D 0000
 
 C o m m .   D e v i c e = O0000
 
 O t h e r   P e r i p h e r a l = Nn00000
 
 * * * 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 = 0000000
 
 E n t i r e   N e t w o r k = 000000hQSO
 
 M a i l = 000
 
 N e w s = 0000
 
 O t h e r = N
 
 E m p t y = zzD0f0D0~0Y0
 
 I n   U s e = c}U00f0D0~0Y0
 
 S h o r t = wD0
 
 L o n g = wD0
 
 S a f e = [hQ
 
 I n f o r m a t i o n = `1X
 
 W a r n i n g = fJT
 
 C r i t i c a l = ͑'Y
 
 N o n - r e c o v e r a b l e = V_
NS
 
 N o t   D e t e r m i n a b l e = zl[Qeg~0[00
 
 A P M   T i m e r = A P M 0000
 
 M o d e m   R i n g = 000000
 
 L A N   R e m o t e = 0000L A N 
 
 P o w e r   S w i t c h = 0000000
 
 A C   P o w e r   R e s t o r e d = A C 000L0V_W0~0W0_0
 
 T o w e r = 000
 
 M i n i   T o w e r = 00000
 
 D e s k t o p   C a s e = 000000000
 
 L o w   P r o f i l e   D e s k t o p = 00000000000000
 
 I n t e r n a l = Q
 
 E x t e r n a l = Y
 
 H a r d w a r e = 000000
 
 I n p u t   P o r t = eQR000
 
 O u t p u t   P o r t = QR000
 
 E x c l u s i v e = cN
 
 S h a r e d = qQ	g
 
 U n d e t e r m i n e d = *gzl[
 
 P o r t r a i t = 000000
 
 L a n d s c a p e = 0000000
 
 N o t   y e t   r u n = ~0`0[LW0f0D0~0[00
 
 N o   m o r e   r u n s = S00N
N[Lo0B00~0[00
 
 N o t   s c h e d u l e d = N[U00f0D0~0[00
 
 T e r m i n a t e d = B}NW0~0W0_0
 
 N o   v a l i d   t r i g g e r s = 	gRj00000L0B00~0[00
 
 N o   e v e n t   t r i g g e r = 00000000L0B00~0[00
 
 C h a r g i n g = EQ-N
 
 D i s c h a r g i n g = >e-N
 
 R e c h a r g e a b l e = EQ_
 
 N o n r e c h a r g e a b l e = ^EQ_
 
 B a t t e r y = 00000O(u
 
 * * * 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 = 00000
NO(u
 
 A C   L i n e = A C 000
 
 L o w   L e v e l = NOD0000
 
 H i g h   L e v e l = ؚD0000
 
 C r i t i c a l   L e v e l = ͑'Yj0000
 
 + M e t r i c = + 0000
 
 U . S . = U . S . 
 
 F o l d e r = 0000
 
 W e e k   % d = % d   1
 
 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 M I `1Xo0
Nckx~0_0o09e`U00f0D00K00W00~0[00
 
 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 M I 000n0ckx'`o0O<Qeg~0[00
 
 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 = 
Nn0q}o000000000n00000000k0We0M0~0Y0
 
 T h i s   c o m p u t e r = S0n0000000
 
 A p p l i c a t i o n = 00000000
 
 E v e n t = 0000
 
 E v e n t   P r o p e r t i e s = 0000n000000
 
 E v e n t   I D = 0000I D 
 
 U p d a t e = 000000
 
 S e r v i c e   P a c k = 0000000
 
 R e p o r t   D i s a b l e d = 0000o0!qRk0j00~0W0_0
 
 % s   ( % s   f r e e ) = % s   ( % s   zzM0) 
 
 N o t   s h a r e d = ^qQ	g
 
 A l w a y s = A l w a y s 
 
 I n t e r n a l   C a c h e = Q萭00000
 
 E x t e r n a l   C a c h e = Y萭00000
 
 R a s t e r   D i s p l a y = 0000000000
 
 M o n o = 0000
 
 S t e r e o = 0000
 
 % d - b i t = % d   b i t 
 
 % s   K B = % s   K B 
 
 % s   M B = % s   M B 
 
 % s   G B = % s   G B 
 
 % s   T B = % s   T B 
 
 % s   H z = % s   H z 
 
 % s   k H z = % s   k H z 
 
 % s   M H z = % s   M H z 
 
 L a t e n c y = 00000
 
 * * * 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 = eQI D 
 
 D a t e   o f   P u r c h a s e = eQe
 
 V a l u e   o f   P u r c h a s e = eQO<h
 
 D a t e   o f   L a s t   R e p a i r = MRVn0O_e
 
 V a l u e   o f   L a s t   R e p a i r = MRVn0O_$P
 
 D e p a r t m e n t = 萀
 
 O w n e r ' s   N a m e = 0000
T
 
 O w n e r ' s   P h o n e   N u m b e r = 0000qjuS
 
 U s e r ' s   N a m e = 0000
T
 
 U s e r ' s   P h o n e   N u m b e r = 0000qjuS
 
 U s e r   N a m e = 0000
T
 
 L o g o n   D o m a i n = 00000000
 
 D a t e   /   T i m e = eN  /   Bf
 
 R e p o r t   F i l e = 00000000
 
 U s e r   A c c o u n t   C o n t r o l = 0000000006R_( U A C ) 
 
 S y s t e m   R e s t o r e = 0000n0_CQ
 
 * * * 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 000
 
 C P U   C o o l e r = C P U 0000
 
 C P U 2   C o o l e r = C P U 2 0000
 
 S y s t e m   C o o l e r = 00000000
 
 M o t h e r b o a r d   N a m e = 000000
T
 
 M o t h e r b o a r d   C h i p s e t = 000000000000
 
 S y s t e m   M e m o r y = 0000000
 
 B I O S   T y p e = B I O S 000
 
 C o m m u n i c a t i o n   P o r t = 000000000000
 
 V i d e o   A d a p t e r = 000000
 
 3 D   A c c e l e r a t o r = 3 D 0000000
 
 A u d i o   A d a p t e r = 000000000
 
 F l o p p y   D r i v e = 000000000
 
 D i s k   D r i v e = 00000000
 
 N e t w o r k   A d a p t e r = 0000000000
 
 P e r i p h e r a l s = 0000
 
 P C I   D e v i c e = P C I 0000
 
 P n P   D e v i c e = P n P 0000
 
 A G P   D e v i c e = A G P 0000
 
 U S B   D e v i c e = U S B 0000
 
 P r i n t e r = 0000
 
 C u s t o m   V a r i a b l e s = 0000	Ype
 
 C u s t o m   V a r i a b l e   # % d = 0000	Ype% d 
 
 F i r e W i r e   C o n t r o l l e r = F i r e W i r e ( I E E E 1 3 9 4 ) 000000
 
 I n f r a r e d   C o n t r o l l e r = 00000000000000
 
 U S B 1   C o n t r o l l e r = U S B 1 000000
 
 U S B 2   C o n t r o l l e r = U S B 2 000000
 
 U S B 3   C o n t r o l l e r = U S B 3 000000
 
 I D E   C o n t r o l l e r = I D E 000000
 
 A G P   C o n t r o l l e r = A G P 000000
 
 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 000000
 
 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 000000
 
 R A I D   C o n t r o l l e r = R A I D 000000
 
 * * * 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 = 00000000000
 
 
 
 C o m p u t e r   C o m m e n t = 0000000000
 
 N e t B I O S   N a m e = N e t B I O S 
T
 
 D N S   H o s t   N a m e = D N S 000
T
 
 D N S   D o m a i n   N a m e = D N S 0000
T
 
 F u l l y   Q u a l i f i e d   D N S   N a m e = [hQO0000
T( F Q D N ) 
 
 L o g i c a l = ֊t
 
 P h y s i c a l = irt
 
 
 
 B I O S   P r o p e r t i e s = B I O S n000000
 
 V e n d o r = 0000
 
 V e r s i o n = 00000
 
 R e l e a s e   D a t e = 0000e
 
 S i z e = 000
 
 B o o t   D e v i c e s = 0000000
 
 C a p a b i l i t i e s = _j
 
 S u p p o r t e d   S t a n d a r d s = jn0000
 
 E x p a n s i o n   C a p a b i l i t i e s = b5__j
 
 * * * 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 = 0000n000000
 
 M a n u f a c t u r e r = 0000
 
 P r o d u c t = T
 
 S e r i a l   N u m b e r = 00000000
 
 F a m i l y = 00000
 
 U n i v e r s a l   U n i q u e   I D = 0000000000I D 
 
 W a k e - U p   T y p e = W a k e   U p 000
 
 
 
 M o t h e r b o a r d   P r o p e r t i e s = 000000n000000
 
 F r o n t   S i d e   B u s   P r o p e r t i e s = F S B n000000
 
 B u s   T y p e = 00000
 
 B u s   W i d t h = 00E^
 
 R e a l   C l o c k = 0000000
 
 E f f e c t i v e   C l o c k = 	gR0000
 
 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 0000
 
 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 
Ps
 
 B a n d w i d t h = /^WE^
 
 M e m o r y   B u s   P r o p e r t i e s = 00000n000000
 
 C h i p s e t   B u s   P r o p e r t i e s = 00000000n000000
 
 
 
 C h a s s i s   P r o p e r t i e s = P C 000n000000
 
 A s s e t   T a g = {t00000
 
 C h a s s i s   T y p e = P C 000000
 
 C h a s s i s   L o c k = P C 000000
 
 B o o t - U p   S t a t e = wRrKa
 
 P o w e r   S u p p l y   S t a t e = nrKa
 
 T h e r m a l   S t a t e = zvqrKa
 
 S e c u r i t y   S t a t u s = 00000000000
 
 
 
 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 = 000000000n000000
 
 E r r o r   D e t e c t i o n   M e t h o d = 000iwel
 
 E r r o r   C o r r e c t i o n = 000ck
 
 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 = 0000Y000000000000
 
 C u r r e n t   M e m o r y   I n t e r l e a v e = s(Wn00000000000
 
 S u p p o r t e d   M e m o r y   S p e e d s = 0000Y00000^
 
 S u p p o r t e d   M e m o r y   T y p e s = 0000Y00000000
 
 I n t e l   P l a t f o r m = I n t e l   00000000
 
 M a x i m u m   M e m o r y   A m o u n t =  g'Y000[ϑ
 
 S u p p o r t e d   M e m o r y   V o l t a g e s = 0000Y00000'W
 
 M a x i m u m   M e m o r y   M o d u l e   S i z e =  g'Y00000000000
 
 
 
 P r o c e s s o r   P r o p e r t i e s = C P U n000000
 
 E x t e r n a l   C l o c k = Y萯0000
 
 M a x i m u m   C l o c k =  g'Y0000
 
 C u r r e n t   C l o c k = s(Wn00000
 
 V o l t a g e = 'W
 
 S t a t u s = 00000
 
 S o c k e t   D e s i g n a t i o n = 0000
 
 P a r t   N u m b e r = 0000000
 
 U p g r a d e = 0000000
 
 
 
 C a c h e   P r o p e r t i e s = 00000n000000
 
 S p e e d = ^
 
 O p e r a t i o n a l   M o d e = K(u000
 
 A s s o c i a t i v i t y = 000000000
 
 M a x i m u m   S i z e =  g'Y000
 
 I n s t a l l e d   S i z e = 000000U00_0000
 
 S u p p o r t e d   S R A M   T y p e = 0000Y00S R A M 000
 
 C u r r e n t   S R A M   T y p e = s(Wn0S R A M 000
 
 
 
 * * * 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 = 00000000n000000
 
 E n a b l e d   S i z e = Sj0000
 
 
 
 M e m o r y   D e v i c e   P r o p e r t i e s = 0000000n000000
 
 F o r m   F a c t o r = 000000000
 
 T y p e   D e t a i l = 000s0}
 
 * * * 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 = E^T
 
 D a t a   W i d t h = 000E^
 
 * * * 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 = 0000MOn
 
 B a n k   L o c a t o r = 000MOn
 
 * * * 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 = 00000000n000000
 
 S l o t   D e s i g n a t i o n = 0000
 
 U s a g e = c}/ zzM0
 
 D a t a   B u s   W i d t h = 00000E^
 
 L e n g t h = wU0
 
 
 
 P o r t   C o n n e c t o r   P r o p e r t i e s = 00000000n000000
 
 P o r t   T y p e = 000000
 
 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 = Q000000000
 
 I n t e r n a l   C o n n e c t o r   T y p e = Q萳00000000
 
 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 = Y000000000
 
 E x t e r n a l   C o n n e c t o r   T y p e = Y萳00000000
 
 
 
 O n - B o a r d   D e v i c e   P r o p e r t i e s = 000000000n000000
 
 D e s c r i p t i o n = 
 
 
 
 P o w e r   S u p p l y   P r o p e r t i e s = nn000000
 
 H o t   R e p l a c e a b l e = 00000000
 
 
 
 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 = 00000000000n000000
 
 * * * 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 0000n000000
 
 B M C   I n t e r f a c e   T y p e = B M C 00000000
 
 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 Ni00000
 
 
 
 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 n000000
 
 A M T   N e t w o r k   I n t e r f a c e = A M T 00000000000000
 
 
 
 * * * 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 n000000
 
 C P U   A l i a s = C P U 000000
 
 C P U   P l a t f o r m   /   S t e p p i n g = C P U   00000000  /   000000
 
 C P U   S t e p p i n g = C P U 000000
 
 * * * 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 = 000000000
 
 L 0   C o d e   C a c h e = L 0 00000000
 
 L 0   T r a c e   C a c h e = L 0 000000000
 
 L 0   D a t a   C a c h e = L 0 00000000
 
 L 1   C o d e   C a c h e = L 1 00000000
 
 L 1   T r a c e   C a c h e = L 1 000000000
 
 L 1   D a t a   C a c h e = L 1 00000000
 
 * * * 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 00000
 
 L 1   C a c h e = L 1 00000
 
 L 2   C a c h e = L 2 00000
 
 L 3   C a c h e = L 3 00000
 
 L 4   C a c h e = L 4 00000
 
 C P U   P h y s i c a l   I n f o = C P U irt`1X
 
 * * * 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 = 00000000
 
 P a c k a g e   S i z e = 00000000
 
 T r a n s i s t o r s = 0000000
 
 P r o c e s s   T e c h n o l o g y = 0000bS
 
 D i e   S i z e = 00000
 
 C o r e   V o l t a g e = 00'W
 
 I / O   V o l t a g e = I / O 'W
 
 T y p i c a l   P o w e r = 8^mR
 
 M a x i m u m   P o w e r =  g'YmR
 
 d e p e n d i n g   o n   c l o c k   s p e e d = 0000^k0OX[
 
 C P U   U t i l i z a t i o n = C P U O(us
 
 C P U 1   U t i l i z a t i o n = C P U 1 O(us
 
 C P U 2   U t i l i z a t i o n = C P U 2 O(us
 
 C P U 3   U t i l i z a t i o n = C P U 3 O(us
 
 C P U 4   U t i l i z a t i o n = C P U 4 O(us
 
 C P U 5   U t i l i z a t i o n = C P U 5 O(us
 
 C P U 6   U t i l i z a t i o n = C P U 6 O(us
 
 C P U 7   U t i l i z a t i o n = C P U 7 O(us
 
 C P U 8   U t i l i z a t i o n = C P U 8 O(us
 
 C P U 9   U t i l i z a t i o n = C P U 9 O(us
 
 C P U 1 0   U t i l i z a t i o n = C P U 1 0 O(us
 
 C P U 1 1   U t i l i z a t i o n = C P U 1 1 O(us
 
 C P U 1 2   U t i l i z a t i o n = C P U 1 2 O(us
 
 C P U 1 3   U t i l i z a t i o n = C P U 1 3 O(us
 
 C P U 1 4   U t i l i z a t i o n = C P U 1 4 O(us
 
 C P U 1 5   U t i l i z a t i o n = C P U 1 5 O(us
 
 C P U 1 6   U t i l i z a t i o n = C P U 1 6 O(us
 
 C P U % d   U t i l i z a t i o n = C P U % d O(us
 
 G P U   U t i l i z a t i o n = G P U O(us
 
 G P U 1   U t i l i z a t i o n = G P U 1 O(us
 
 G P U 2   U t i l i z a t i o n = G P U 2 O(us
 
 G P U 3   U t i l i z a t i o n = G P U 3 O(us
 
 G P U 4   U t i l i z a t i o n = G P U 4 O(us
 
 G P U 5   U t i l i z a t i o n = G P U 5 O(us
 
 G P U 6   U t i l i z a t i o n = G P U 6 O(us
 
 G P U 7   U t i l i z a t i o n = G P U 7 O(us
 
 G P U 8   U t i l i z a t i o n = G P U 8 O(us
 
 G P U 9   U t i l i z a t i o n = G P U 9 O(us
 
 G P U 1 0   U t i l i z a t i o n = G P U 1 0 O(us
 
 G P U 1 1   U t i l i z a t i o n = G P U 1 1 O(us
 
 G P U 1 2   U t i l i z a t i o n = G P U 1 2 O(us
 
 G P U % d   U t i l i z a t i o n = G P U % d O(us
 
 * * * G P U   M C   U t i l i z a t i o n = G P U   M C   k i h a s z n a l t s a g 
 
 * * * G P U 1   M C   U t i l i z a t i o n = G P U 1   M C   k i h a s z n a l t s a g 
 
 * * * G P U 2   M C   U t i l i z a t i o n = G P U 2   M C   k i h a s z n a l t s a g 
 
 * * * G P U 3   M C   U t i l i z a t i o n = G P U 3   M C   k i h a s z n a l t s a g 
 
 * * * G P U 4   M C   U t i l i z a t i o n = G P U 4   M C   k i h a s z n a l t s a g 
 
 * * * G P U 5   M C   U t i l i z a t i o n = G P U 5   M C   k i h a s z n a l t s a g 
 
 * * * G P U 6   M C   U t i l i z a t i o n = G P U 6   M C   k i h a s z n a l t s a g 
 
 * * * G P U 7   M C   U t i l i z a t i o n = G P U 7   M C   k i h a s z n a l t s a g 
 
 * * * G P U 8   M C   U t i l i z a t i o n = G P U 8   M C   k i h a s z n a l t s a g 
 
 * * * G P U 9   M C   U t i l i z a t i o n = G P U 9   M C   k i h a s z n a l t s a g 
 
 * * * 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   k i h a s z n a l t s a g 
 
 * * * 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   k i h a s z n a l t s a g 
 
 * * * 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   k i h a s z n a l t s a g 
 
 * * * G P U % d   M C   U t i l i z a t i o n = G P U % d   M C   k i h a s z n a l t s a g 
 
 * * * G P U   V E   U t i l i z a t i o n = G P U   V E   k i h a s z n a l t s a g 
 
 * * * G P U 1   V E   U t i l i z a t i o n = G P U 1   V E   k i h a s z n a l t s a g 
 
 * * * G P U 2   V E   U t i l i z a t i o n = G P U 2   V E   k i h a s z n a l t s a g 
 
 * * * G P U 3   V E   U t i l i z a t i o n = G P U 3   V E   k i h a s z n a l t s a g 
 
 * * * G P U 4   V E   U t i l i z a t i o n = G P U 4   V E   k i h a s z n a l t s a g 
 
 * * * G P U 5   V E   U t i l i z a t i o n = G P U 5   V E   k i h a s z n a l t s a g 
 
 * * * G P U 6   V E   U t i l i z a t i o n = G P U 6   V E   k i h a s z n a l t s a g 
 
 * * * G P U 7   V E   U t i l i z a t i o n = G P U 7   V E   k i h a s z n a l t s a g 
 
 * * * G P U 8   V E   U t i l i z a t i o n = G P U 8   V E   k i h a s z n a l t s a g 
 
 * * * G P U 9   V E   U t i l i z a t i o n = G P U 9   V E   k i h a s z n a l t s a g 
 
 * * * 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   k i h a s z n a l t s a g 
 
 * * * 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   k i h a s z n a l t s a g 
 
 * * * 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   k i h a s z n a l t s a g 
 
 * * * G P U % d   V E   U t i l i z a t i o n = G P U % d   V E   k i h a s z n a l t s a g 
 
 * * * G P U   B I   U t i l i z a t i o n = G P U   B I   k i h a s z n a l t s a g 
 
 * * * G P U 1   B I   U t i l i z a t i o n = G P U 1   B I   k i h a s z n a l t s a g 
 
 * * * G P U 2   B I   U t i l i z a t i o n = G P U 2   B I   k i h a s z n a l t s a g 
 
 * * * G P U 3   B I   U t i l i z a t i o n = G P U 3   B I   k i h a s z n a l t s a g 
 
 * * * G P U 4   B I   U t i l i z a t i o n = G P U 4   B I   k i h a s z n a l t s a g 
 
 * * * G P U 5   B I   U t i l i z a t i o n = G P U 5   B I   k i h a s z n a l t s a g 
 
 * * * G P U 6   B I   U t i l i z a t i o n = G P U 6   B I   k i h a s z n a l t s a g 
 
 * * * G P U 7   B I   U t i l i z a t i o n = G P U 7   B I   k i h a s z n a l t s a g 
 
 * * * G P U 8   B I   U t i l i z a t i o n = G P U 8   B I   k i h a s z n a l t s a g 
 
 * * * G P U 9   B I   U t i l i z a t i o n = G P U 9   B I   k i h a s z n a l t s a g 
 
 * * * 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   k i h a s z n a l t s a g 
 
 * * * 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   k i h a s z n a l t s a g 
 
 * * * 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   k i h a s z n a l t s a g 
 
 * * * G P U % d   B I   U t i l i z a t i o n = G P U % d   B I   k i h a s z n a l t s a g 
 
 * * * G P U   B u s   T y p e = G P U   b u s z   t i p u s a 
 
 * * * G P U 1   B u s   T y p e = G P U 1   b u s z   t i p u s a 
 
 * * * G P U 2   B u s   T y p e = G P U 2   b u s z   t i p u s a 
 
 * * * G P U 3   B u s   T y p e = G P U 3   b u s z   t i p u s a 
 
 * * * G P U 4   B u s   T y p e = G P U 4   b u s z   t i p u s a 
 
 * * * G P U 5   B u s   T y p e = G P U 5   b u s z   t i p u s a 
 
 * * * G P U 6   B u s   T y p e = G P U 6   b u s z   t i p u s a 
 
 * * * G P U 7   B u s   T y p e = G P U 7   b u s z   t i p u s a 
 
 * * * G P U 8   B u s   T y p e = G P U 8   b u s z   t i p u s a 
 
 * * * G P U 9   B u s   T y p e = G P U 9   b u s z   t i p u s a 
 
 * * * G P U 1 0   B u s   T y p e = G P U 1 0   b u s z   t i p u s a 
 
 * * * G P U 1 1   B u s   T y p e = G P U 1 1   b u s z   t i p u s a 
 
 * * * G P U 1 2   B u s   T y p e = G P U 1 2   b u s z   t i p u s a 
 
 * * * G P U % d   B u s   T y p e = G P U % d   b u s z   t i p u s a 
 
 * * * D e d i c a t e d   M e m o r y = D e d i k a l t   m e m o r i a 
 
 * * * D y n a m i c   M e m o r y = D i n a m i k u s   m e m o r i a 
 
 * * * 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   f e l h .   d e d i k a l t   m e m o r i a 
 
 * * * 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   f e l h .   d e d i k a l t   m e m o r i a 
 
 * * * 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   f e l h .   d e d i k a l t   m e m o r i a 
 
 * * * 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   f e l h .   d e d i k a l t   m e m o r i a 
 
 * * * 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   f e l h .   d e d i k a l t   m e m o r i a 
 
 * * * 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   f e l h .   d e d i k a l t   m e m o r i a 
 
 * * * 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   f e l h .   d e d i k a l t   m e m o r i a 
 
 * * * 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   f e l h .   d e d i k a l t   m e m o r i a 
 
 * * * 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   f e l h .   d e d i k a l t   m e m o r i a 
 
 * * * 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   f e l h .   d e d i k a l t   m e m o r i a 
 
 * * * 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   f e l h .   d e d i k a l t   m e m o r i a 
 
 * * * 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   f e l h .   d e d i k a l t   m e m o r i a 
 
 * * * 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   f e l h .   d e d i k a l t   m e m o r i a 
 
 * * * 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   f e l h .   d e d i k a l t   m e m o r i a 
 
 * * * G P U   U s e d   D y n a m i c   M e m o r y = G P U   f e l h .   d i n a m i k u s   m e m o r i a 
 
 * * * 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   f e l h .   d i n a m i k u s   m e m o r i a 
 
 * * * 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   f e l h .   d i n a m i k u s   m e m o r i a 
 
 * * * 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   f e l h .   d i n a m i k u s   m e m o r i a 
 
 * * * 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   f e l h .   d i n a m i k u s   m e m o r i a 
 
 * * * 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   f e l h .   d i n a m i k u s   m e m o r i a 
 
 * * * 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   f e l h .   d i n a m i k u s   m e m o r i a 
 
 * * * 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   f e l h .   d i n a m i k u s   m e m o r i a 
 
 * * * 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   f e l h .   d i n a m i k u s   m e m o r i a 
 
 * * * 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   f e l h .   d i n a m i k u s   m e m o r i a 
 
 * * * 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   f e l h .   d i n a m i k u s   m e m o r i a 
 
 * * * 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   f e l h .   d i n a m i k u s   m e m o r i a 
 
 * * * 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   f e l h .   d i n a m i k u s   m e m o r i a 
 
 * * * 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   f e l h .   d i n a m i k u s   m e m o r i a 
 
 M e m o r y   U t i l i z a t i o n = 000O(us
 
 * * * 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 = V i d e o   m e m o r i a   k i h a s z n a l t s a g 
 
 S y s t e m   U t i l i z a t i o n = 0000O(us
 
 * * * S w a p   S p a c e   U t i l i z a t i o n = L a p o z o t e r u l e t   k i h a s z n a l t s a g 
 
 * * * 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 = C P U   # % d 
 
 * * * 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 = C P U   # % d   /   S M T   0000  # % d 
 
 C P U   # % d   /   C o r e   # % d = C P U   # % d   /   00  # % 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 = C P U   # % d   /   00  # % d   /   S M T   0000  # % d 
 
 * * * 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   0000
 
 * * * 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 = M a x i m u m   /   A k t i v   p r o c e s s z o r   c s o p o r t 
 
 T j m a x   T e m p e r a t u r e = T j m a x )n^
 
 T j m a x   & t e m p e r a t u r e : = T j m a x )n^( & T ) : 
 
 * * * 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 : = & L e m e z h o m e r s e k l e t   f r i s s i t e s i   g y a k o r i s a g : 
 
 
 
 C P U I D   P r o p e r t i e s = C P U I D n000000
 
 C P U I D   M a n u f a c t u r e r = 0000
 
 C P U I D   C P U   N a m e = C P U 
T
 
 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 `1X
 
 C P U I D   R e v i s i o n = 00000
 
 E x t e n d e d   C P U I D   R e v i s i o n = b5_00000
 
 I A   B r a n d   I D = 0000I D ( I n t e l ) 
 
 P l a t f o r m   I D = 0000000I D 
 
 I A   C P U   S e r i a l   N u m b e r = I A   C P U 00000000( l n t e l ) 
 
 M i c r o c o d e   U p d a t e   R e v i s i o n = 000000000000000000
 
 I n s t r u c t i o n   S e t = }TN000
 
 % s   I n s t r u c t i o n = % s   }TN
 
 C P U I D   F e a t u r e s = C P U I D n0s0}
 
 S e c u r i t y   F e a t u r e s = 0000000n0s0}
 
 * * * V i r t u a l i z a t i o n   F e a t u r e s = V i r t u a l i z a c i o s   j e l l e m z o k 
 
 * * * 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 = 000000n000000
 
 M o t h e r b o a r d   I D = 000000I D 
 
 M o t h e r b o a r d   P h y s i c a l   I n f o = 000000irt`1X
 
 C P U   S o c k e t s / S l o t s = C P U   0000/ 0000
 
 E x p a n s i o n   S l o t s = b5_0000
 
 R A M   S l o t s = R A M 0000
 
 I n t e g r a t e d   D e v i c e s = }T0000
 
 M o t h e r b o a r d   S i z e = 000000000
 
 E x t r a   F e a t u r e s = fj00s0}
 
 M o t h e r b o a r d   M a n u f a c t u r e r = 0000000000
 
 C o m p a n y   N a m e = O>y
T
 
 P r o d u c t   I n f o r m a t i o n = T`1X
 
 B I O S   D o w n l o a d = B I O S 000000
 
 
 
 P h y s i c a l   M e m o r y = irt000
 
 F r e e   M e m o r y = zzM0000
 
 * * * 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 = }[ϑ
 
 U s e d = O(uϑ
 
 F r e e = zzM0[ϑ
 
 U t i l i z a t i o n = O(us
 
 S w a p   S p a c e = 0000W
 
 V i r t u a l   M e m o r y = N`000
 
 P a g i n g   F i l e = 000000000
 
 I n i t i a l   /   M a x i m u m   S i z e = Rg  /    g'Y  000
 
 C u r r e n t   S i z e = s(Wn0rR0S_f0
 
 C u r r e n t   /   P e a k   U s a g e = s(W  /    g'Y  O(uϑ
 
 * * * 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 = 000000n000000
 
 S u p p o r t e d   F S B   S p e e d s = 0000Y00F S B 0000
 
 M e m o r y   R A I D = 000R A I D 
 
 E x t e r n a l   C a c h e   S i z e = Y萭00000000
 
 E x t e r n a l   C a c h e   T y p e = Y萭00000000
 
 E x t e r n a l   C a c h e   S t a t u s = Y萭0000000000
 
 
 
 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 = q}T0000000000000
 
 G r a p h i c s   C o n t r o l l e r   T y p e = 000000000000000
 
 G r a p h i c s   C o n t r o l l e r   S t a t u s = 00000000000000000
 
 S h a r e d   M e m o r y   S i z e = qQ	g000000
 
 G r a p h i c s   F r a m e   B u f f e r   S i z e = 00000000000000000
 
 
 
 A C ' 9 7   A u d i o   C o n t r o l l e r = A C ' 9 7 00000000000
 
 M C ' 9 7   M o d e m   C o n t r o l l e r = M C ' 9 7 000000000
 
 A u d i o   C o n t r o l l e r   T y p e = 00000000000000
 
 M o d e m   C o n t r o l l e r   T y p e = 000000000000
 
 C o d e c   N a m e = 00000
T
 
 C o d e c   I D = 00000I D 
 
 C o d e c   R e v i s i o n = 0000000000
 
 C o d e c   T y p e = 00000000
 
 S u p p o r t e d   S o u n d   F o r m a t s = 0000Y000000000000
 
 S / P D I F   O u t p u t = S / P D I F QR
 
 
 
 M e m o r y   S l o t s = 0000000
 
 M e m o r y   R o w s = aR
 
 D R A M   S l o t   # % d = D R A M 0000  # % d 
 
 D R A M   R o w   # % d = D R A M R  # % d 
 
 A G P   P r o p e r t i e s = A G P n000000
 
 A G P   V e r s i o n = A G P 00000
 
 A G P   S t a t u s = A G P 00000
 
 A G P   A p e r t u r e   S i z e = A G P 00000000
 
 S u p p o r t e d   A G P   S p e e d s = 0000Y00A G P ^
 
 C u r r e n t   A G P   S p e e d = s(Wn0A G P ^
 
 C l o c k   G e n e r a t o r = 00000000000
 
 C h i p s e t   M a n u f a c t u r e r = 0000000000
 
 
 
 A w a r d   B I O S   T y p e = A w a r d   B I O S 000
 
 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 00000
 
 S y s t e m   B I O S   D a t e = 0000B I O S eN
 
 * * * 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 = 000B I O S eN
 
 B I O S   D a t e = B I O S eN
 
 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 0000000
 
 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 00000000
 
 I B M   B I O S   V e r s i o n = I B M   B I O S 00000
 
 B I O S   M a n u f a c t u r e r = B I O S 0000
 
 B I O S   V e r s i o n = B I O S 00000
 
 * * * S D D S   V e r s i o n = S D D S   v e r z i o 
 
 * * * A G E S A   V e r s i o n = A G E S A   v e r z i o 
 
 * * * W D D M   V e r s i o n = W D D M   v e r z i o 
 
 * * * S L I C   V e r s i o n = S L I C   v e r z i o 
 
 * * * B I O S   S e t t i n g s = B I O S   b e a l l i t a s o k 
 
 
 
 A C P I   T a b l e   P r o p e r t i e s = A C P I   T a b l e n000000
 
 A C P I   S i g n a t u r e = A C P I 00000
 
 T a b l e   D e s c r i p t i o n = 0000
 
 M e m o r y   A d d r e s s = 0000000
 
 E m u l a t e d = 000000
 
 T a b l e   L e n g t h = 0000w
 
 * * * P o l a r i t y = P o l a r i t a s 
 
 
 
 S e n s o r   P r o p e r t i e s = 0000n000000
 
 S e n s o r   T y p e = 0000000
 
 G P U   S e n s o r   T y p e = G P U 0000
 
 S e n s o r   A c c e s s = 00000000
 
 F r e q u e n c y = hTlpe
 
 T e m p e r a t u r e = )n^
 
 T e m p e r a t u r e s = )n^
 
 C o o l i n g   F a n = 00000000
 
 C o o l i n g   F a n s = 00000000
 
 F a n   S p e e d = 0000000
 
 * * * F a n   S p e e d s = V e n t i l a t o r - s e b e s s e g e k 
 
 V o l t a g e   V a l u e s = 'W
 
 * * * 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 = C P U 00000
 
 C P U 1   D i o d e = C P U 1 00000
 
 C P U 2   D i o d e = C P U 2 00000
 
 C P U 3   D i o d e = C P U 3 00000
 
 C P U 4   D i o d e = C P U 4 00000
 
 * * * 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 = )n^  # % d 
 
 F a n   # % d = 000  # % 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 00
 
 C P U 1   C o r e = C P U 1 
 
 C P U 2   C o r e = C P U 2 
 
 C P U 3   C o r e = C P U 3 
 
 C P U 4   C o r e = C P U 4 
 
 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 000
 
 * * * 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 = 0000000V I D 
 
 N o r t h   B r i d g e   C l o c k = 00000000000
 
 * * * N o r t h   B r i d g e   M u l t i p l i e r = E s z a k i   h i d   s z o r z o 
 
 N o r t h   B r i d g e   + 1 . 1   V = 0000000  + 1 . 1   V 
 
 N o r t h   B r i d g e   + 1 . 2   V = 0000000  + 1 . 2   V 
 
 N o r t h   B r i d g e   + 1 . 8   V = 0000000  + 1 . 8   V 
 
 N o r t h   B r i d g e   + 1 . 8   V   D u a l = 0000000  + 1 . 8   V   D u a l 
 
 N o r t h   B r i d g e   + 2 . 0   V = 0000000  + 2 . 0   V 
 
 N o r t h   B r i d g e   + 2 . 5   V = 0000000  + 2 . 5   V 
 
 N o r t h   B r i d g e   C o r e = 000000000
 
 N o r t h   B r i d g e   P L L = 0000000  P L L 
 
 S o u t h   B r i d g e   C o r e = 000000000
 
 S o u t h   B r i d g e   + 1 . 1   V = 0000000  + 1 . 1   V 
 
 S o u t h   B r i d g e   + 1 . 2   V = 0000000  + 1 . 2   V 
 
 S o u t h   B r i d g e   + 1 . 5   V = 0000000  + 1 . 5   V 
 
 S o u t h   B r i d g e   P L L = 0000000  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 0000
 
 * * * P C H   D i o d e = P C H   d i o d a 
 
 * * * P C H   C o r e = P C H   m a g 
 
 G P U   C o r e = G P U 00
 
 * * * 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 00000
 
 G P U 1   D i o d e = G P U 1 00000
 
 G P U 2   D i o d e = G P U 2 00000
 
 G P U 3   D i o d e = G P U 3 00000
 
 G P U 4   D i o d e = G P U 4 00000
 
 G P U 5   D i o d e = G P U 5 00000
 
 G P U 6   D i o d e = G P U 6 00000
 
 G P U 7   D i o d e = G P U 7 00000
 
 G P U 8   D i o d e = G P U 8 00000
 
 G P U 9   D i o d e = G P U 9 00000
 
 G P U 1 0   D i o d e = G P U 1 0 00000
 
 G P U 1 1   D i o d e = G P U 1 1 00000
 
 G P U 1 2   D i o d e = G P U 1 2 00000
 
 G P U % d   D i o d e = G P U % d 00000
 
 G P U   D i o d e   ( D i s p I O ) = G P U 00000  ( 000000I O ) 
 
 G P U 1   D i o d e   ( D i s p I O ) = G P U 1 00000  ( 000000I O ) 
 
 G P U 2   D i o d e   ( D i s p I O ) = G P U 2 00000  ( 000000I O ) 
 
 G P U 3   D i o d e   ( D i s p I O ) = G P U 3 00000  ( 000000I O ) 
 
 G P U 4   D i o d e   ( D i s p I O ) = G P U 4 00000  ( 000000I O ) 
 
 G P U 5   D i o d e   ( D i s p I O ) = G P U 5 00000  ( 000000I O ) 
 
 G P U 6   D i o d e   ( D i s p I O ) = G P U 6 00000  ( 000000I O ) 
 
 G P U 7   D i o d e   ( D i s p I O ) = G P U 7 00000  ( 000000I O ) 
 
 G P U 8   D i o d e   ( D i s p I O ) = G P U 8 00000  ( 000000I O ) 
 
 G P U 9   D i o d e   ( D i s p I O ) = G P U 9 00000  ( 000000I O ) 
 
 G P U 1 0   D i o d e   ( D i s p I O ) = G P U 1 0 00000  ( 000000I O ) 
 
 G P U 1 1   D i o d e   ( D i s p I O ) = G P U 1 1 00000  ( 000000I O ) 
 
 G P U 1 2   D i o d e   ( D i s p I O ) = G P U 1 2 00000  ( 000000I O ) 
 
 G P U % d   D i o d e   ( D i s p I O ) = G P U % d 00000  ( 000000I O ) 
 
 G P U   D i o d e   ( M e m I O ) = G P U 00000  ( 000I O ) 
 
 G P U 1   D i o d e   ( M e m I O ) = G P U 1 00000  ( 000I O ) 
 
 G P U 2   D i o d e   ( M e m I O ) = G P U 2 00000  ( 000I O ) 
 
 G P U 3   D i o d e   ( M e m I O ) = G P U 3 00000  ( 000I O ) 
 
 G P U 4   D i o d e   ( M e m I O ) = G P U 4 00000  ( 000I O ) 
 
 G P U 5   D i o d e   ( M e m I O ) = G P U 5 00000  ( 000I O ) 
 
 G P U 6   D i o d e   ( M e m I O ) = G P U 6 00000  ( 000I O ) 
 
 G P U 7   D i o d e   ( M e m I O ) = G P U 7 00000  ( 000I O ) 
 
 G P U 8   D i o d e   ( M e m I O ) = G P U 8 00000  ( 000I O ) 
 
 G P U 9   D i o d e   ( M e m I O ) = G P U 9 00000  ( 000I O ) 
 
 G P U 1 0   D i o d e   ( M e m I O ) = G P U 1 0 00000  ( 000I O ) 
 
 G P U 1 1   D i o d e   ( M e m I O ) = G P U 1 1 00000  ( 000I O ) 
 
 G P U 1 2   D i o d e   ( M e m I O ) = G P U 1 2 00000  ( 000I O ) 
 
 G P U % d   D i o d e   ( M e m I O ) = G P U % d 00000  ( 000I O ) 
 
 G P U   D i o d e   ( S h a d e r ) = G P U 00000  ( 00000) 
 
 G P U 1   D i o d e   ( S h a d e r ) = G P U 1 00000  ( 00000) 
 
 G P U 2   D i o d e   ( S h a d e r ) = G P U 2 00000  ( 00000) 
 
 G P U 3   D i o d e   ( S h a d e r ) = G P U 3 00000  ( 00000) 
 
 G P U 4   D i o d e   ( S h a d e r ) = G P U 4 00000  ( 00000) 
 
 G P U 5   D i o d e   ( S h a d e r ) = G P U 5 00000  ( 00000) 
 
 G P U 6   D i o d e   ( S h a d e r ) = G P U 6 00000  ( 00000) 
 
 G P U 7   D i o d e   ( S h a d e r ) = G P U 7 00000  ( 00000) 
 
 G P U 8   D i o d e   ( S h a d e r ) = G P U 8 00000  ( 00000) 
 
 G P U 9   D i o d e   ( S h a d e r ) = G P U 9 00000  ( 00000) 
 
 G P U 1 0   D i o d e   ( S h a d e r ) = G P U 1 0 00000  ( 00000) 
 
 G P U 1 1   D i o d e   ( S h a d e r ) = G P U 1 1 00000  ( 00000) 
 
 G P U 1 2   D i o d e   ( S h a d e r ) = G P U 1 2 00000  ( 00000) 
 
 G P U % d   D i o d e   ( S h a d e r ) = G P U % d 00000  ( 00000) 
 
 G P U   S h a d e r = G P U 00000
 
 G P U 1   S h a d e r = G P U 1   00000
 
 G P U 2   S h a d e r = G P U 2   00000
 
 G P U 3   S h a d e r = G P U 3   00000
 
 G P U 4   S h a d e r = G P U 4   00000
 
 G P U 5   S h a d e r = G P U 5   00000
 
 G P U 6   S h a d e r = G P U 6   00000
 
 G P U 7   S h a d e r = G P U 7   00000
 
 G P U 8   S h a d e r = G P U 8   00000
 
 G P U 9   S h a d e r = G P U 9   00000
 
 G P U 1 0   S h a d e r = G P U 1 0   00000
 
 G P U 1 1   S h a d e r = G P U 1 1   00000
 
 G P U 1 2   S h a d e r = G P U 1 2   00000
 
 G P U % d   S h a d e r = G P U % d   00000
 
 G P U   M e m o r y = G P U 000
 
 G P U 1   M e m o r y = G P U 1 000
 
 G P U 2   M e m o r y = G P U 2 000
 
 G P U 3   M e m o r y = G P U 3 000
 
 G P U 4   M e m o r y = G P U 4 000
 
 G P U 5   M e m o r y = G P U 5 000
 
 G P U 6   M e m o r y = G P U 6 000
 
 G P U 7   M e m o r y = G P U 7 000
 
 G P U 8   M e m o r y = G P U 8 000
 
 G P U 9   M e m o r y = G P U 9 000
 
 G P U 1 0   M e m o r y = G P U 1 0 000
 
 G P U 1 1   M e m o r y = G P U 1 1 000
 
 G P U 1 2   M e m o r y = G P U 1 2 000
 
 G P U % d   M e m o r y = G P U % d 000
 
 * * * 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 000
 
 G P U   M e m o r y   I / O = G P U 000I / O 
 
 G P U   A m b i e n t = G P U hTV
 
 G P U 1   A m b i e n t = G P U 1 hTV
 
 G P U 2   A m b i e n t = G P U 2 hTV
 
 G P U 3   A m b i e n t = G P U 3 hTV
 
 G P U 4   A m b i e n t = G P U 4 hTV
 
 G P U 5   A m b i e n t = G P U 5 hTV
 
 G P U 6   A m b i e n t = G P U 6 hTV
 
 G P U 7   A m b i e n t = G P U 7 hTV
 
 G P U 8   A m b i e n t = G P U 8 hTV
 
 G P U 9   A m b i e n t = G P U 9 hTV
 
 G P U 1 0   A m b i e n t = G P U 1 0 hTV
 
 G P U 1 1   A m b i e n t = G P U 1 1 hTV
 
 G P U 1 2   A m b i e n t = G P U 1 2 hTV
 
 G P U % d   A m b i e n t = G P U % d hTV
 
 * * * G P U   T D P % = G P U   T D P % 
 
 P o w e r   S u p p l y = n
 
 P o w e r   S u p p l y   # % d = # % d   n
 
 % s   V   S t a n d b y = % s   V   00000
 
 V B A T   B a t t e r y = V B A T 00000
 
 * * * 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 .   s z i v a t t y u 
 
 
 
 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 = O S n000000
 
 O S   N a m e = O S 
T
 
 O S   C o d e   N a m e = 000000
 
 O S   L a n g u a g e =  
 
 * * * O S   I n s t a l l e r   L a n g u a g e = O p r .   t e l e p i t o   n y e l v e 
 
 O S   K e r n e l   T y p e = 0000000
 
 O S   V e r s i o n = 00000
 
 O S   S e r v i c e   P a c k = 0000000
 
 O S   I n s t a l l a t i o n   D a t e = 000000e
 
 O S   R o o t = 000
 
 
 
 L i c e n s e   I n f o r m a t i o n = 00000`1X
 
 R e g i s t e r e d   O w n e r = {v2000
T
 
 R e g i s t e r e d   O r g a n i z a t i o n = {v2D}T~
T
 
 L i c e n s e d   P r o c e s s o r s = C P U 00000
 
 P r o d u c t   I D = 00000I D 
 
 P r o d u c t   K e y = 0000000
 
 P r o d u c t   A c t i v a t i o n = 00000000000000
 
 % d   d a y s   r e m a i n i n g = k0% d e
 
 
 
 C u r r e n t   S e s s i o n = s(Wn000000
 
 U p T i m e = <zPBf
 
 
 
 D a t a   E x e c u t i o n   P r e v e n t i o n = 000[L2bk( D E P ) 
 
 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 = O S k0000000U00~0Y0
 
 S u p p o r t e d   b y   C P U = C P U k0000000U00~0Y0
 
 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 ) = 00000  ( 000000000Ow) 
 
 A c t i v e   ( T o   P r o t e c t   D r i v e r s ) = 00000  ( 00000Ow) 
 
 
 
 C o m p o n e n t s   V e r s i o n = 000000000000
 
 * * * 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 = I n t e r n e t   E x p l o r e r n0000000
 
 . N E T   F r a m e w o r k = . N E T 0000000
 
 * * * 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 = O S n0s0}
 
 D e b u g   V e r s i o n = 000000000
 
 D B C S   V e r s i o n = D B C S 00000
 
 D o m a i n   C o n t r o l l e r = 0000000000
 
 N e t w o r k   P r e s e n t = s(Wn0000000
 
 S e c u r i t y   P r e s e n t = s(Wn0000000
 
 R e m o t e   S e s s i o n = 000000000
 
 S a f e   M o d e = 000000
 
 S l o w   P r o c e s s o r = ED0C P U 
 
 T e r m i n a l   S e r v i c e s = 000000000
 
 
 
 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 = 00000000000n000000
 
 C o m p u t e r   R o l e = 000000n0y_rR
 
 D o m a i n   N a m e = 0000
T
 
 P r i m a r y   D o m a i n   C o n t r o l l e r = 000000000000000
 
 F o r c e d   L o g o f f   T i m e = 7_6R0000Bf
 
 M i n   /   M a x   P a s s w o r d   A g e =  gw  /    gw  00000n0gP
 
 M i n i m u m   P a s s w o r d   L e n g t h =  gw00000w
 
 P a s s w o r d   H i s t o r y   L e n g t h = 00000wn000000
 
 L o c k o u t   T h r e s h o l d = 000000W0M0D0$P
 
 L o c k o u t   D u r a t i o n = 000000c}g
 
 L o c k o u t   O b s e r v a t i o n   W i n d o w = 000000[00000
 
 
 
 U s e r   P r o p e r t i e s = 0000n000000
 
 C o m m e n t = 0000
 
 U s e r   C o m m e n t = 00000000
 
 H o m e   F o l d e r = 0000000
 
 L o g o n   S c r i p t = 000000000
 
 
 
 M e m b e r   O f   G r o u p s = 00000000
 
 L o g o n   C o u n t = 0000T
 
 D i s k   Q u o t a = 0000rR0S_f0
 
 U s e r   F e a t u r e s = 0000n0s0}
 
 L o g o n   S c r i p t   E x e c u t e d = 000000000L0[LU00~0W0_0
 
 A c c o u n t   D i s a b l e d = 00000o0!qRk0j00~0W0_0
 
 L o c k e d   O u t   U s e r = 00000000000U0[0~0Y0
 
 H o m e   F o l d e r   R e q u i r e d = 0000000L0BlU00~0W0_0
 
 P a s s w o r d   R e q u i r e d = 00000L0BlU00~0W0_0
 
 R e a d - O n l y   P a s s w o r d = 000000000000
 
 P a s s w o r d   N e v e r   E x p i r e s = 00000o0gPR0W0~0[00
 
 
 
 L o c a l   G r o u p   P r o p e r t i e s = 00000000n000000
 
 G r o u p   M e m b e r s = 00000000
 
 G l o b a l   G r o u p   P r o p e r t i e s = 000000000n000000
 
 
 
 V i d e o   A d a p t e r   P r o p e r t i e s = 000000n000000
 
 A d a p t e r   S t r i n g = 000000000
 
 B I O S   S t r i n g = B I O S 00000
 
 C h i p   T y p e = 000000000
 
 D A C   T y p e = D A C 000
 
 I n s t a l l e d   D r i v e r s = 000000n00000
 
 M e m o r y   S i z e = 000000
 
 V i d e o   A d a p t e r   M a n u f a c t u r e r = 0000000000
 
 
 
 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 = G P U n000000
 
 G P U   C o d e   N a m e = G P U 000000
 
 * * * 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 0000
 
 G P U 1   C l o c k = G P U 1 0000
 
 G P U 2   C l o c k = G P U 2 0000
 
 G P U 3   C l o c k = G P U 3 0000
 
 G P U 4   C l o c k = G P U 4 0000
 
 G P U 5   C l o c k = G P U 5 0000
 
 G P U 6   C l o c k = G P U 6 0000
 
 G P U 7   C l o c k = G P U 7 0000
 
 G P U 8   C l o c k = G P U 8 0000
 
 G P U 9   C l o c k = G P U 9 0000
 
 G P U 1 0   C l o c k = G P U 1 0 0000
 
 G P U 1 1   C l o c k = G P U 1 1 0000
 
 G P U 1 2   C l o c k = G P U 1 2 0000
 
 G P U % d   C l o c k = G P U % d 0000
 
 G P U   S h a d e r   C l o c k = G P U 000000000
 
 G P U 1   S h a d e r   C l o c k = G P U 1 000000000
 
 G P U 2   S h a d e r   C l o c k = G P U 2 000000000
 
 G P U 3   S h a d e r   C l o c k = G P U 3 000000000
 
 G P U 4   S h a d e r   C l o c k = G P U 4 000000000
 
 G P U 5   S h a d e r   C l o c k = G P U 5 000000000
 
 G P U 6   S h a d e r   C l o c k = G P U 6 000000000
 
 G P U 7   S h a d e r   C l o c k = G P U 7 000000000
 
 G P U 8   S h a d e r   C l o c k = G P U 8 000000000
 
 G P U 9   S h a d e r   C l o c k = G P U 9 000000000
 
 G P U 1 0   S h a d e r   C l o c k = G P U 1 0 000000000
 
 G P U 1 1   S h a d e r   C l o c k = G P U 1 1 000000000
 
 G P U 1 2   S h a d e r   C l o c k = G P U 1 2 000000000
 
 G P U % d   S h a d e r   C l o c k = G P U % d 000000000
 
 G P U   M e m o r y   C l o c k = G P U 0000000
 
 G P U 1   M e m o r y   C l o c k = G P U 1 0000000
 
 G P U 2   M e m o r y   C l o c k = G P U 2 0000000
 
 G P U 3   M e m o r y   C l o c k = G P U 3 0000000
 
 G P U 4   M e m o r y   C l o c k = G P U 4 0000000
 
 G P U 5   M e m o r y   C l o c k = G P U 5 0000000
 
 G P U 6   M e m o r y   C l o c k = G P U 6 0000000
 
 G P U 7   M e m o r y   C l o c k = G P U 7 0000000
 
 G P U 8   M e m o r y   C l o c k = G P U 8 0000000
 
 G P U 9   M e m o r y   C l o c k = G P U 9 0000000
 
 G P U 1 0   M e m o r y   C l o c k = G P U 1 0 0000000
 
 G P U 1 1   M e m o r y   C l o c k = G P U 1 1 0000000
 
 G P U 1 2   M e m o r y   C l o c k = G P U 1 2 0000000
 
 G P U % d   M e m o r y   C l o c k = G P U % d 0000000
 
 W a r p   C l o c k = 0000000
 
 R A M D A C   C l o c k = R A M D A C 0000
 
 P i x e l   P i p e l i n e s = 0000000000
 
 T M U   P e r   P i p e l i n e = T M U   /   000000
 
 * * * T e x t u r e   M a p p i n g   U n i t s = T e x t u r a z o   e g y s e g e k 
 
 V e r t e x   S h a d e r s = 00000000000
 
 P i x e l   S h a d e r s = 000000000
 
 U n i f i e d   S h a d e r s = 00000000000
 
 * * * 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 = 0000000000
 
 T e x e l   F i l l r a t e = 0000000000
 
 * * * 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 0000000000
 
 S h a d e r = 00000
 
 * * * 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 = G P U 0000
 
 * * * 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 = 000n000000
 
 M o n i t o r   I D = 000I D 
 
 M o n i t o r   T y p e = 000000
 
 M a n u f a c t u r e   D a t e =  e
 
 M a x .   V i s i b l e   D i s p l a y   S i z e =  g'Y;ubW
 
 P i c t u r e   A s p e c t   R a t i o =  fP00000k
 
 H o r i z o n t a l   F r e q u e n c y = 4ls^TghTlpe
 
 V e r t i c a l   F r e q u e n c y = WvTghTlpe
 
 * * * 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 = M a x i m a l i s   p i x e l   o r a j e l 
 
 M a x i m u m   R e s o l u t i o n =  g'YP^
 
 G a m m a = 000$P
 
 * * * 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 = 000000
 
 C o n t r a s t   R a t i o = 000000k
 
 V i e w i n g   A n g l e s = Α҉
 
 I n p u t   C o n n e c t o r s = eQRzP[
 
 D P M S   M o d e   S u p p o r t = D P M S 0000000
 
 S u p p o r t e d   V i d e o   M o d e s = 0000Y00000000
 
 M o n i t o r   M a n u f a c t u r e r = 0000000
 
 D r i v e r   D o w n l o a d = 0000000000
 
 D r i v e r   U p d a t e = 00000n0fe
 
 F i r m w a r e   D o w n l o a d = 0000000000000
 
 F i r m w a r e   R e v i s i o n = 000000000000
 
 F i r m w a r e   D a t e = 0000000n0eN
 
 
 
 D e s k t o p   P r o p e r t i e s = 000000n000000
 
 D e v i c e   T e c h n o l o g y = 0000000000
 
 R e s o l u t i o n = P^
 
 * * * D e s k t o p   R e s o l u t i o n = A s z t a l   f e l b o n t a s 
 
 * * * 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 = K i j e l z o   f e n y e r e j e 
 
 C o l o r   D e p t h = rm^
 
 C o l o r   P l a n e s = 0000000
 
 F o n t   R e s o l u t i o n = 0000P^
 
 P i x e l   W i d t h   /   H e i g h t = 0000  E^  /   ؚU0
 
 P i x e l   D i a g o n a l = 0000[҉}
 
 V e r t i c a l   R e f r e s h   R a t e = Wv000000000
 
 D e s k t o p   W a l l p a p e r = 000000n0X}
 
 * * * 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 = 000000n0Rg
 
 C o m b o - B o x   A n i m a t i o n = 0000000n00000000
 
 * * * 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 = 00000000n0Rg
 
 F l a t   M e n u   E f f e c t = 00000000n0Rg
 
 F o n t   S m o o t h i n g = 00000n0K0k0Y00
 
 F u l l   W i n d o w   D r a g g i n g =  g'YS00000n00000
 
 G r a d i e n t   W i n d o w   T i t l e   B a r s = 000000000000Y0
 
 H i d e   M e n u   A c c e s s   K e y s = 00000000000Y0
 
 H o t   T r a c k i n g   E f f e c t = 0000n0̎ፒ0h:yY00
 
 I c o n   T i t l e   W r a p p i n g = 00000000
 
 L i s t - B o x   S m o o t h   S c r o l l i n g = 0000000000000000
 
 M e n u   A n i m a t i o n = 00000000000
 
 M e n u   F a d e   E f f e c t = 00000000Rg
 
 M i n i m i z e / R e s t o r e   A n i m a t i o n =  g\S/ _0^n00000000
 
 M o u s e   C u r s o r   S h a d o w = 0000000n0q_
 
 S e l e c t i o n   F a d e   E f f e c t = 0000Rgxb
 
 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 = 0000㉬( 000܈R_j) n0s0}
 
 T o o l T i p   A n i m a t i o n = 000000n00000000
 
 T o o l T i p   F a d e   E f f e c t = 000000n00000Rg
 
 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 ! b5_
 
 
 
 O p e n G L   P r o p e r t i e s = O p e n G L n000000
 
 S h a d i n g   L a n g u a g e   V e r s i o n = 00000 n000000
 
 I C D   D r i v e r = I C D   0000
 
 * * * O p e n G L   C o m p l i a n c y = O p e n G L   v e r z i o   m e g f e l e l e s 
 
 O p e n G L   E x t e n s i o n s = O p e n G L   b5__j
 
 * * * T o t a l   /   S u p p o r t e d   E x t e n s i o n s = O s s z e s   /   T a m o g a t o t t   b o v i t m e n y 
 
 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 = 0000U00f0D00'W.~00000000000
 
 O p e n G L   F e a t u r e s = O p e n G L n0s0}
 
 
 
 O p e n A L   P r o p e r t i e s = O p e n A L n000000
 
 * * * H a r d w a r e   S o u n d   B u f f e r s = H a r d v e r e s   h a n g p u f f e r e k   s z a m a 
 
 * * * T o t a l   /   F r e e   X - R A M = O s s z e s   /   s z a b a d   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   b5__j
 
 
 
 * * * C l o c k   R a t e = O r a j e l 
 
 * * * M u l t i p r o c e s s o r s = M u l t i p r o c e s s z o r o k 
 
 * * * M u l t i p r o c e s s o r s   /   C o r e s = M u l t i p r o c e s s z o r o k   /   M a g o k 
 
 * * * 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   v e r z i o 
 
 * * * M e m o r y   P r o p e r t i e s = M e m o r i a   t u l a j d o n s a g o k 
 
 * * * C A L   E x t e n s i o n s = C A L   b o v i t m e n y e k 
 
 * * * 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   t u l a j d o n s a g o k 
 
 * * * P l a t f o r m   N a m e = P l a t f o r m   n e v e 
 
 * * * P l a t f o r m   V e n d o r = P l a t f o r m   g y a r t o 
 
 * * * P l a t f o r m   V e r s i o n = P l a t f o r m   v e r z i o 
 
 * * * P l a t f o r m   P r o f i l e = P l a t f o r m   p r o f i l 
 
 * * * D e v i c e   V e n d o r = E s z k o z   g y a r t o 
 
 * * * D e v i c e   V e r s i o n = E s z k o z   v e r z i o 
 
 * * * D e v i c e   P r o f i l e = E s z k o z   p r o f i l 
 
 * * * O p e n C L   C   V e r s i o n = O p e n C L   C   v e r z i o 
 
 * * * 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   v e r z i o   m e g f e l e l e s 
 
 * * * D e v i c e   E x t e n s i o n s = E s z k o z   b o v i t m e n y e k 
 
 
 
 * * * 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 0000n000000
 
 C o p y r i g h t   N o t i c e = W\O)jh:y
 
 D r i v e r   F e a t u r e s = 0000n0s0}
 
 D r i v e r   V e r s i o n = 000000000
 
 
 
 M C I   D e v i c e   P r o p e r t i e s = M C I 0000n000000
 
 N a m e = 
T
 
 M C I   D e v i c e   F e a t u r e s = M C I 0000n0s0}
 
 C o m p o u n d   D e v i c e = Tb0000
 
 F i l e   B a s e d   D e v i c e = 0000k0We0O00000
 
 C a n   E j e c t = 00000S
 
 C a n   P l a y = QuS
 
 C a n   P l a y   I n   R e v e r s e = 0000QuS
 
 C a n   R e c o r d = 2S
 
 C a n   S a v e   D a t a = OX[S
 
 C a n   F r e e z e   D a t a = 00000000S
 
 C a n   L o c k   D a t a = 0000000S
 
 C a n   S t r e t c h   F r a m e = 0000^wS
 
 C a n   S t r e t c h   I n p u t = eQR^wS
 
 C a n   T e s t = 000S
 
 A u d i o   C a p a b l e = 00000	gR
 
 V i d e o   C a p a b l e = 000	gR
 
 S t i l l   I m a g e   C a p a b l e = 0000	gR
 
 
 
 * * * 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   i n f o r m a c i o k 
 
 * * * S A P I   P r o p e r t i e s = S A P I   t u l a j d o n s a g o k 
 
 * * * S A P I 4   V e r s i o n = S A P I 4   v e r z i o 
 
 * * * S A P I 5   V e r s i o n = S A P I 5   v e r z i o 
 
 * * * V o i c e = H a n g 
 
 * * * V o i c e   N a m e = H a n g   n e v 
 
 * * * V o i c e   P a t h = H a n g   u t v o n a l 
 
 * * * A g e = K o r 
 
 * * * A d u l t = F e l n o t t 
 
 * * * G e n d e r = N e m 
 
 * * * M a l e = F e r f i 
 
 * * * F e m a l e = N o 
 
 * * * S p e e c h   R e c o g n i z e r = B e s z e d   f e l i s m e r o 
 
 * * * S p e a k i n g   S t y l e = B e s z e d   s t i l u s 
 
 * * * S u p p o r t e d   L o c a l e s = T a m o g a t o t t   n y e l v e k 
 
 
 
 O p t i c a l   D r i v e   P r o p e r t i e s = IQf[0000n000000
 
 D e v i c e   M a n u f a c t u r e r = 00000000
 
 R e g i o n   C o d e = 00000000
 
 R e m a i n i n g   U s e r   C h a n g e s = 0WW-[n0k0	YfVpe  ( 0000) 
 
 R e m a i n i n g   V e n d o r   C h a n g e s = 0WW-[n0k0	YfVpe  ( 0000) 
 
 R e a d i n g   S p e e d s = 0S0^
 
 W r i t i n g   S p e e d s = fM00^
 
 S u p p o r t e d   D i s k   T y p e s = 0000Y000000000
 
 R e a d = 00
 
 R e a d   +   W r i t e = 00  +   fM00
 
 
 
 O p t i c a l   D r i v e   F e a t u r e s = IQf[0000n0s0}
 
 
 
 A T A   D e v i c e   P r o p e r t i e s = A T A 0000n000000
 
 N V M e   D e v i c e   P r o p e r t i e s = N V M e 0000n000000
 
 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 0000n000000
 
 P a r a m e t e r s = 00000
 
 L B A   S e c t o r s = L B A 000
 
 * * * 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 = 0000
 
 M u l t i p l e   S e c t o r s = pen0000
 
 E C C   B y t e s = E C C 000
 
 M a x .   P I O   T r a n s f e r   M o d e =  g'YP I O 000
 
 M a x .   M W D M A   T r a n s f e r   M o d e =  g'YM W D M A 000
 
 A c t i v e   M W D M A   T r a n s f e r   M o d e = 00000M W D M A 000
 
 M a x .   U D M A   T r a n s f e r   M o d e =  g'YU D M A 000
 
 A c t i v e   U D M A   T r a n s f e r   M o d e = 00000U D M A 000
 
 U n f o r m a t t e d   C a p a c i t y = *g000000[ϑ
 
 * * * A T A   S t a n d a r d = A T A   s z a b v a n y 
 
 
 
 A T A   D e v i c e   F e a t u r e s = A T A 0000n0s0}
 
 N V M e   D e v i c e   F e a t u r e s = N V M e 0000n0s0}
 
 * * * 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 = 000000000
 
 A d v a n c e d   P o w e r   M a n a g e m e n t = 000000000000000  ( A P M ) 
 
 W r i t e   C a c h e = fM0000000
 
 
 
 A T A   D e v i c e   P h y s i c a l   I n f o = A T A 0000n0irt`1X
 
 D i s k   D e v i c e   P h y s i c a l   I n f o = 00000000n0irt`1X
 
 H a r d   D i s k   F a m i l y = 000000000000
 
 H a r d   D i s k   N a m e = 0000
T
 
 F a m i l y   C o d e   N a m e = 00000000000
 
 F o r m a t t e d   C a p a c i t y = 000000n0[ϑ
 
 D i s k s = 0000
 
 R e c o r d i n g   S u r f a c e s = 2hb
 
 P h y s i c a l   D i m e n s i o n s = 000
 
 M a x .   W e i g h t = ͑ϑ
 
 A v e r a g e   R o t a t i o n a l   L a t e n c y = s^GWV⎅_a0Bf
 
 R o t a t i o n a l   S p e e d = V^
 
 * * * 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 =  g'YQ000^
 
 A v e r a g e   S e e k = 000s^GW
 
 T r a c k - t o - T r a c k   S e e k = 0000000000000( 1 0000000) 
 
 F u l l   S e e k = 00000
 
 I n t e r f a c e = 00000000
 
 B u f f e r - t o - H o s t   D a t a   R a t e = 000000000
 
 B u f f e r   S i z e = 0000
 
 S p i n - U p   T i m e = 000000000
 
 A T A   D e v i c e   M a n u f a c t u r e r = A T A 00000000
 
 
 
 * * * S S D   F e a t u r e s = S S D   j e l l e m z o k 
 
 * * * T R I M   C o m m a n d = T R I M   p a r a n c s 
 
 
 
 * * * S S D   P h y s i c a l   I n f o = S S D   f i z i k a i   i n f o r m a c i o k 
 
 * * * S S D   F a m i l y = S S D   c s a l a d 
 
 * * * C o n t r o l l e r   T y p e = V e z e r l o   t i p u s a 
 
 * * * F l a s h   M e m o r y   T y p e = F l a s h   m e m o r i a   t i p u s a 
 
 * * * 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 = M a x .   s z e k v e n c i a l i s   o l v a s a s i   s e b e s s e g 
 
 * * * M a x .   S e q u e n t i a l   W r i t e   S p e e d = M a x .   s z e k v e n c i a l i s   i r a s i   s e b e s s e g 
 
 * * * M a x .   R a n d o m   4   K B   R e a d = M a x .   v e l e t l e n s z e r u   4   K B   o l v a s a s 
 
 * * * M a x .   R a n d o m   4   K B   W r i t e = M a x .   v e l e t l e n s z e r u   4   K B   i r a s 
 
 * * * I n t e r f a c e   D a t a   R a t e = C s a t o l o   a d a t s e b e s s e g 
 
 
 
 K e y b o a r d   P r o p e r t i e s = 00000n000000
 
 K e y b o a r d   N a m e = 00000
T
 
 K e y b o a r d   T y p e = 00000000
 
 K e y b o a r d   L a y o u t = 0000000000
 
 A N S I   C o d e   P a g e = A N S I 000000
 
 O E M   C o d e   P a g e = O E M 000000
 
 R e p e a t   D e l a y = 0000E^
 
 R e p e a t   R a t e = 0000000
 
 
 
 M o u s e   P r o p e r t i e s = 000n000000
 
 M o u s e   N a m e = 000
T
 
 M o u s e   B u t t o n s = 000000
 
 M o u s e   H a n d = 000000
 
 P o i n t e r   S p e e d = 0000^
 
 D o u b l e - C l i c k   T i m e = 0000000000
 
 C l i c k - L o c k   T i m e = 0000000000
 
 X / Y   T h r e s h o l d = X   /   Y n0W0M0D0a0
 
 W h e e l   S c r o l l   L i n e s = 000000000n0Lpe
 
 M o u s e   F e a t u r e s = 000n0s0}
 
 A c t i v e   W i n d o w   T r a c k i n g = 0000000000000000
 
 H i d e   P o i n t e r   W h i l e   T y p i n g = 00000-No00000Y0
 
 M o u s e   W h e e l = 0000000
 
 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 = e[n0000k000000yRU0[00
 
 P o i n t e r   T r a i l s = 0000̎
 
 C l i c k L o c k = 0000000
 
 M o u s e   M a n u f a c t u r e r = 0000000
 
 
 
 G a m e   C o n t r o l l e r   P r o p e r t i e s = 0000000000n000000
 
 B u t t o n s = 000
 
 M i n   /   M a x   P o l l i n g   F r e q u e n c y = 00000hTlpe   g\  /    g'Y
 
 M i n   /   M a x   U   C o o r d i n a t e = U te   g\  /    g'Y
 
 M i n   /   M a x   V   C o o r d i n a t e = V te   g\  /    g'Y
 
 M i n   /   M a x   X   C o o r d i n a t e = X te   g\  /    g'Y
 
 M i n   /   M a x   Y   C o o r d i n a t e = Y te   g\  /    g'Y
 
 M i n   /   M a x   Z   C o o r d i n a t e = Z te   g\  /    g'Y
 
 M i n   /   M a x   R u d d e r   V a l u e = 000$P   g\  /    g'Y
 
 G a m e   C o n t r o l l e r   F e a t u r e s = 0000000000n0s0}
 
 D r i v e r   P r o b l e m = 0000OUL
 
 P O V   D i s c r e t e   V a l u e s = P O V   bce$P
 
 R u d d e r = 000
 
 U   C o o r d i n a t e = U te
 
 V   C o o r d i n a t e = V te
 
 Z   C o o r d i n a t e = Z te
 
 
 
 N e t w o r k   A d a p t e r   P r o p e r t i e s = 0000000000n000000
 
 I n t e r f a c e   T y p e = 00000000000
 
 H a r d w a r e   A d d r e s s = 0000000000
 
 u s e r - d e f i n e d = 0000[
 
 C o n n e c t i o n   N a m e = c}
T
 
 C o n n e c t i o n   S p e e d = c}^
 
 D N S   S u f f i x   S e a r c h   L i s t = D N S 000000000000
 
 D H C P   L e a s e   O b t a i n e d = D H C P 000Y
 
 D H C P   L e a s e   E x p i r e s = D H C P 000B}N
 
 W L A N   S i g n a l   S t r e n g t h = W L A N OS7_^
 
 % d   d B m   ( N o   S i g n a l ) = % d   d B m   ( OS!qW0) 
 
 % d   d B m   ( V e r y   L o w ) = % d   d B m   ( h0f001_D0) 
 
 % d   d B m   ( L o w ) = % d   d B m   ( 1_D0) 
 
 % d   d B m   ( G o o d ) = % d   d B m   ( oD0) 
 
 % d   d B m   ( V e r y   G o o d ) = % d   d B m   ( h0f00oD0) 
 
 % d   d B m   ( E x c e l l e n t ) = % d   d B m   (  }tf0W0D0) 
 
 B y t e s   R e c e i v e d = SO000
 
 B y t e s   S e n t = O000
 
 N e t w o r k   A d a p t e r   A d d r e s s e s = 00000000000000
 
 I P   /   S u b N e t   M a s k = I P   /   00000000
 
 G a t e w a y = 000000
 
 * * * N I C % d   D o w n l o a d   R a t e = N I C % d   l e t o l t e s i   s e b e s s e g 
 
 * * * N I C % d   U p l o a d   R a t e = N I C % d   f e l t o l t e s i   s e b e s s e g 
 
 * * * N I C % d   T o t a l   D o w n l o a d = N I C % d   o s s z e s   l e t o l t e s 
 
 * * * N I C % d   T o t a l   U p l o a d = N I C % d   o s s z e s   f e l t o l t e s 
 
 * * * 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 = 00000000000000
 
 
 
 * * * 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 u 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 = c}n000000
 
 D o m a i n = 0000
 
 C o u n t r y   /   A r e a   C o d e = V  /   0WW
 
 P h o n e   N u m b e r = qjuS
 
 A l t e r n a t e   N u m b e r s = NNpe
 
 I P   A d d r e s s = I P 0000
 
 * * * & 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 0000
 
 W I N S   A d d r e s s e s = W I N S 0000
 
 N e t w o r k   P r o t o c o l s = 00000000000
 
 F r a m i n g   P r o t o c o l = 00000ib
 
 L o g i n   S c r i p t   F i l e = 0000000000000
 
 C o n n e c t i o n   F e a t u r e s = c}n0s0}
 
 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 = s(Wn00000
Th0000000O(u
 
 U s e   R e m o t e   N e t w o r k   G a t e w a y = 00000000000000000O(u
 
 L o g   O n   T o   N e t w o r k = 000000k00000
 
 I P   H e a d e r   C o m p r e s s i o n = I P 000'W.~
 
 S o f t w a r e   C o m p r e s s i o n = 000000'W.~
 
 P P P   L C P   E x t e n s i o n s = P P P   L C P b5_
 
 O p e n   T e r m i n a l   B e f o r e   D i a l = 0000MRk0D0_000000
 
 O p e n   T e r m i n a l   A f t e r   D i a l = 0000_n0D0_000000
 
 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 = 00000n0fSSL0_g0Y0
 
 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 = M S o0BlU00_0000000fSSW0~0W0_0
 
 D a t a   E n c r y p t i o n   R e q u i r e d = 000fSSL0_g0Y0
 
 S e c u r e   L o c a l   F i l e s = 000000000000
 
 
 
 A c c o u n t   P r o p e r t i e s = 00000n000000
 
 P O P 3   S e r v e r = P O P 3   0000
 
 P O P 3   U s e r   N a m e = P O P 3   0000
T
 
 * * * S e r v e r   T i m e o u t = K i s z o l g a l o   i d o t u l l e p e s 
 
 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   0000000000
 
 H T T P M a i l   S e r v e r = H T T P 000  0000
 
 H T T P M a i l   U s e r   N a m e = H T T P 000  0000
T
 
 I M A P   S e r v e r = I M A P   0000
 
 I M A P   U s e r   N a m e = I M A P   0000
T
 
 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   0000000000
 
 S M T P   D i s p l a y   N a m e = S M T P   h:y
T
 
 S M T P   O r g a n i z a t i o n   N a m e = S M T P   D}T~
T
 
 S M T P   E - m a i l   A d d r e s s = S M T P   E 0000000
 
 S M T P   R e p l y   A d d r e s s = S M T P   ԏO0000
 
 S M T P   S e r v e r = S M T P   0000
 
 S M T P   U s e r   N a m e = S M T P   0000
T
 
 N N T P   D i s p l a y   N a m e = N N T P   h:y
T
 
 N N T P   O r g a n i z a t i o n   N a m e = N N T P   D}T~
T
 
 N N T P   E - m a i l   A d d r e s s = N N T P   E 0000000
 
 N N T P   R e p l y   A d d r e s s = N N T P   ԏO0000
 
 N N T P   S e r v e r = N N T P   0000
 
 N N T P   U s e r   N a m e = N N T P   0000
T
 
 N N T P   S e r v e r   T i m e o u t = N N T P   0000
 
 L D A P   S e r v e r = L D A P   0000
 
 L D A P   U s e r   N a m e = L D A P   0000
T
 
 L D A P   S e a r c h   B a s e = L D A P   i"}000
 
 L D A P   S e a r c h   T i m e o u t = L D A P   i"}000000
 
 A c c o u n t   F e a t u r e s = 00000n0yr_
 
 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   00000
 
 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   0000<
 
 P O P 3   S e c u r e   C o n n e c t i o n = P O P 3   0000c}
 
 P O P 3   L e a v e   M a i l s   O n   S e r v e r = P O P 3   0000K000000JRdY00
 
 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   00000
 
 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   0000<
 
 I M A P   S e c u r e   C o n n e c t i o n = I M A P   0000c}
 
 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 000  00000
 
 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 000  0000<
 
 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 000  0000c}
 
 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   00000
 
 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   0000<
 
 S M T P   S e c u r e   C o n n e c t i o n = S M T P   0000c}
 
 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   00000
 
 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   0000<
 
 N N T P   S e c u r e   C o n n e c t i o n = N N T P   0000c}
 
 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   O(u0000
 
 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   000k0T X T b__0O(uW0f0D0~0Y0
 
 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   000k0H T M L b__0O(uW0f0D0~0Y0
 
 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   <L0BlU00~0W0_0
 
 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   0000<
 
 L D A P   S e c u r e   C o n n e c t i o n = L D A P   0000c}
 
 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   00000000000
 
 
 
 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 0000n000000
 
 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 0000
T
 
 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 0000
 
 H a r d w a r e   D r i v e r = 0000000000
 
 H a r d w a r e   D e s c r i p t i o n = 000000
 
 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 0000n000000
 
 * * * T o t a l   /   F r e e   V i d e o   M e m o r y = O s s z e s   /   s z a b a d   v i d e o m e m o r i a 
 
 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 = 0000000000  }[ϑ  /   zzM0[ϑ
 
 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 = ^0000000000  }[ϑ  /   zzM0[ϑ
 
 * * * U s e d   V i d e o   M e m o r y = F e l h a s z n a l t   v i d e o m e m o r i a 
 
 U s e d   L o c a l   V i d e o   M e m o r y = 0000000000O(uϑ
 
 U s e d   N o n - L o c a l   V i d e o   M e m o r y = ^0000000000O(uϑ
 
 * * * F r e e   V i d e o   M e m o r y = S z a b a d   v i d e o m e m o r i a 
 
 F r e e   L o c a l   V i d e o   M e m o r y = 0000000000zzM0[ϑ
 
 F r e e   N o n - L o c a l   V i d e o   M e m o r y = ^0000000000zzM0[ϑ
 
 R e n d e r i n g   B i t   D e p t h s = 000000000m^
 
 Z - B u f f e r   B i t   D e p t h s = Z 0000000m^
 
 * * * 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 =  g\00000000
 
 M a x   T e x t u r e   S i z e =  g'Y00000000
 
 V e r t e x   S h a d e r   V e r s i o n = 0000000000000000
 
 P i x e l   S h a d e r   V e r s i o n = 00000000000000
 
 * * * U n i f i e d   S h a d e r   V e r s i o n = E g y s e g e s i t e t t   a r n y a l o   v e r z i o j a 
 
 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 0000n0s0}
 
 
 
 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 0000n000000
 
 D r i v e r   M o d u l e = 000000000
 
 P r i m a r y   B u f f e r s = 000000000
 
 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 =  g\  /    g'Y  0000000000000000000000
 
 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 = 0000000000000000000
 
 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 = 0000000000000000000
 
 T o t a l   /   F r e e   S o u n d   B u f f e r s = 00000000  }[ϑ/ zzM0[ϑ
 
 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 = 00000000000000  }[ϑ/ zzM0[ϑ
 
 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 = 000000000000000  }[ϑ/ zzM0[ϑ
 
 T o t a l   /   F r e e   3 D   S o u n d   B u f f e r s = 3 D 00000000  }[ϑ/ zzM0[ϑ
 
 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 = 3 D 00000000000000  }[ϑ/ zzM0[ϑ
 
 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 = 3 D 000000000000000  }[ϑ/ zzM0[ϑ
 
 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 0000n0s0}
 
 C e r t i f i e d   D r i v e r = O<U00_00000
 
 E m u l a t e d   D e v i c e = 0000000000
 
 P r e c i s e   S a m p l e   R a t e = ckxj0000000000
 
 
 
 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 0000n000000
 
 S y n t h e s i z e r   T y p e = 0000000000
 
 D e v i c e   C l a s s = 0000000
 
 D e v i c e   P r o t o c o l = 000000000
 
 A u d i o   C h a n n e l s = 0000000000
 
 M I D I   C h a n n e l s = M I D I 00000
 
 A v a i l a b l e   M e m o r y = )R(uSj0000
 
 V o i c e s = 000
 
 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 0000n0s0}
 
 B u i l t - I n   G M   I n s t r u m e n t   S e t = Q500000G M }ihV000
 
 B u i l t - I n   R o l a n d   G S   S o u n d   S e t = Q500000G S 0000000
 
 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 0000000000
 
 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 0000000000
 
 E x t e r n a l   M I D I   P o r t = YM I D I 000
 
 F i x e d   D L S   M e m o r y   S i z e = V[D L S 000000
 
 P o r t   S h a r i n g = 000qQ	g
 
 C h o r u s   E f f e c t = 0000Rg
 
 D e l a y   E f f e c t = 0000Rg
 
 R e v e r b   E f f e c t = 0000Rg
 
 
 
 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 0000n000000
 
 D e v i c e   S u b t y p e = 000000000
 
 A x e s = 
 
 B u t t o n s / K e y s = 000/ 00
 
 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 0000n0s0}
 
 
 
 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 c}n000000
 
 C o n n e c t i o n   D e s c r i p t i o n = c}
 
 H e a d e r   L e n g t h = 000w
 
 M a x   M e s s a g e   S i z e =  g'Y00000000
 
 E s t i m a t e d   L a t e n c y = 00000UO
 
 T i m e o u t   V a l u e = 000000$P
 
 M a x   P l a y e r s =  g'Y00000
 
 M a x   L o c a l   P l a y e r s =  g'Y000000000
 
 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 c}n0s0}
 
 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<U00_000000MO
 
 M e s s a g e   E n c r y p t i o n = 00000fSS
 
 M e s s a g e   S i g n i n g = 00000r
T
 
 S e s s i o n   H o s t = 00000000
 
 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 = 00000000000 giS
 
 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 = O<U00_000000MO giS
 
 K e e p   A l i v e s   O p t i m i z a t i o n =  giS0}cW0~0Y0
 
 
 
 D e v i c e   P r o p e r t i e s = 0000n000000
 
 D r i v e r   D a t e = 0000eN
 
 D r i v e r   P r o v i d e r = 00000000
 
 * * * 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 0000
 
 * * * 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 = 000000I D 
 
 L o c a t i o n   I n f o r m a t i o n = 0WW`1X
 
 D e v i c e   F e a t u r e s = 0000n0s0}
 
 
 
 P C I   D e v i c e s = P C I 0000
 
 P n P   D e v i c e s = P n P 0000
 
 L P T   P n P   D e v i c e s = L P T   P n P 0000
 
 U S B   D e v i c e s = U S B 0000
 
 P C M C I A   D e v i c e s = P C M C I A 0000
 
 F i r e W i r e   D e v i c e s = F i r e W i r e ( I E E E 1 3 9 4 ) 0000
 
 P o r t s = 000
 
 P o r t = 000
 
 B u s = 00
 
 B u s   % d ,   D e v i c e   % d ,   F u n c t i o n   % d = 00  % d ,   0000  % d ,   0000000  % d 
 
 B u s   /   D e v i c e   /   F u n c t i o n = 00  /   0000  /   0000000
 
 S u b s y s t e m   I D = 000000I D 
 
 * * * 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 = 0000Y00U S B n000000
 
 * * * 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 = s(Wn00000
 
 * * * 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 = 0000n000000
 
 D e f a u l t   P r i n t e r = 00000n00000
 
 S h a r e   P o i n t = 0000000
 
 P r i n t e r   P o r t = 0000000
 
 P r i n t e r   D r i v e r = 00000000
 
 P r i n t   P r o c e s s o r = 000000000
 
 L o c a t i o n = MOn
 
 S e p a r a t o r   P a g e = 000RrR
 
 P r i o r i t y = *QHQ)j
 
 A v a i l a b i l i t y = )R(uS
 
 P r i n t   J o b s   Q u e u e d = pS7R0000000k0eQ0~0W0_0
 
 P a p e r   P r o p e r t i e s = (u}n000000
 
 P a p e r   S i z e = (u}000
 
 O r i e n t a t i o n = 00000
 
 P r i n t   Q u a l i t y = pS7R00000
 
 P r i n t e r   M a n u f a c t u r e r = 00000000
 
 
 
 T a s k   P r o p e r t i e s = 000n000000
 
 A p p l i c a t i o n   N a m e = 00000000
T
 
 A p p l i c a t i o n   P a r a m e t e r s = 0000000000000
 
 W o r k i n g   F o l d e r = D0f0D000000
 
 C r e a t o r = 000000
 
 L a s t   R u n =  g_n0wR
 
 N e x t   R u n = !kVn0wR
 
 T a s k   T r i g g e r s = 0000000
 
 T r i g g e r   # % d = 0000  # % d 
 
 
 
 * * * S i d e b a r   G a d g e t s = O l d a l s a v   m i n i a l k a l m a z a s o k 
 
 * * * D e s k t o p   G a d g e t = A s z t a l   m i n i a l k a l m a z a s 
 
 * * * D e s k t o p   & G a d g e t : = A s z t a l   & m i n i a l k a l m a z a s : 
 
 * * * D e s k t o p   G a d g e t s = A s z t a l   m i n i a l k a l m a z a s o k 
 
 * * * G a d g e t   P r o p e r t i e s = M i n i a l k a l m a z a s   t u l a j d o n s a g a i 
 
 
 
 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 = 000000000n000000
 
 P o w e r   M a n a g e m e n t   F e a t u r e s = 000000000n0s0}
 
 C u r r e n t   P o w e r   S o u r c e = s(Wn0n
 
 B a t t e r y   S t a t u s = 0000000000
 
 F u l l   B a t t e r y   L i f e t i m e = ASRj000000Bf
 
 R e m a i n i n g   B a t t e r y   L i f e t i m e = 00000k0Bf
 
 
 
 B a t t e r y   P r o p e r t i e s = 00000n000000
 
 U n i q u e   I D = 0000I D 
 
 * * * 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 = -[ϑ
 
 F u l l y   C h a r g e d   C a p a c i t y =  g'Y[ϑ
 
 C u r r e n t   C a p a c i t y = s(Wn0[ϑ
 
 W e a r   L e v e l = m000
 
 * * * 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 = EQ>e0000pe
 
 P o w e r   S t a t e = nrKa
 
 C h a r g e   R a t e = EQs
 
 * * * B a t t e r y   C h a r g e   R a t e = 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 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 = >es
 
 * * * E s t i m a t e d   B a t t e r y   T i m e = B e c s u l t   h a t r a l e v o   a k k u m u l a t o r   i d o 
 
 * * * B a t t e r y   V o l t a g e = A k k u m u l a t o r   f e s z u l t s e g 
 
 * * * I n p u t   V o l t a g e = B e m e n e t i   f e s z u l t s e g 
 
 * * * O u t p u t   V o l t a g e = K i m e n e t i   f e s z u l t s e g 
 
 * * * O u t p u t   C u r r e n t = K i m e n e t i   a r a m e r o s s e g 
 
 * * * O u t p u t   F r e q u e n c y = K i m e n e t i   f r e k v e n c i a 
 
 * * * B a t t e r y   I n p u t = A k k u m u l a t o r   b e j o v o 
 
 * * * B a t t e r y   O u t p u t = A k k u m u l a t o r   k i m e n o 
 
 * * * L o w   V o l t a g e   L i m i t = A l a c s o n y   f e s z u l t s e g   l i m i t 
 
 * * * H i g h   V o l t a g e   L i m i t = M a g a s   f e s z u l t s e g   l i m i t 
 
 * * * P o w e r   L o a d = A r a m   t e r h e l e s 
 
 * * * 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 = M a x   a r a m   t e r h e l e s 
 
 * * * S e n s i t i v i t y = E r z e k e n y s e g 
 
 * * * L o w = A l a c s o n y 
 
 * * * M e d i u m = K o z e p e s 
 
 * * * H i g h = M a g a s 
 
 
 
 T i m e   Z o n e = 000000
 
 C u r r e n t   T i m e   Z o n e = s(Wn0000000
 
 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 = s(Wn0000000
 
 C h a n g e   T o   S t a n d a r d   T i m e = jnBfk0	Yf
 
 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 = 000000k0	Yf
 
 
 
 L a n g u a g e   N a m e   ( N a t i v e ) =  
T  ( n a t i v e ) 
 
 L a n g u a g e   N a m e   ( E n g l i s h ) =  
T  ( E n g l i s h ) 
 
 L a n g u a g e   N a m e   ( I S O   6 3 9 ) =  
T  ( I S O   6 3 9 ) 
 
 
 
 C o u n t r y / R e g i o n = V/ 0WW
 
 C o u n t r y   N a m e   ( N a t i v e ) = V
T  ( N a t i v e ) 
 
 C o u n t r y   N a m e   ( E n g l i s h ) = V
T  ( E n g l i s h ) 
 
 C o u n t r y   N a m e   ( I S O   3 1 6 6 ) = V
T  ( I S O   3 1 6 6 ) 
 
 C o u n t r y   C o d e = V000
 
 
 
 C u r r e n c y = 
 
 C u r r e n c y   N a m e   ( N a t i v e ) = 
T  ( n a t i v e ) 
 
 C u r r e n c y   N a m e   ( E n g l i s h ) = 
T  ( E n g l i s h ) 
 
 C u r r e n c y   S y m b o l   ( N a t i v e ) = S  ( n a t i v a ) 
 
 C u r r e n c y   S y m b o l   ( I S O   4 2 1 7 ) = S  ( I S O   4 2 1 7 ) 
 
 C u r r e n c y   F o r m a t =   ckn0$P
 
 N e g a t i v e   C u r r e n c y   F o r m a t =   n0$P
 
 
 
 F o r m a t t i n g = b__
 
 T i m e   F o r m a t = Bfb__
 
 S h o r t   D a t e   F o r m a t = eN  wD0b__
 
 L o n g   D a t e   F o r m a t = eN  wD0b__
 
 N u m b e r   F o r m a t = ckn0$Pn0b__
 
 N e g a t i v e   N u m b e r   F o r m a t = n0$Pn0b__
 
 L i s t   F o r m a t = 000b__
 
 N a t i v e   D i g i t s = O(upeW[
 
 
 
 D a y s   O f   W e e k = fe
 
 N a t i v e   N a m e   f o r   M o n d a y = gfe
 
 N a t i v e   N a m e   f o r   T u e s d a y = kpfe
 
 N a t i v e   N a m e   f o r   W e d n e s d a y = 4lfe
 
 N a t i v e   N a m e   f o r   T h u r s d a y = (gfe
 
 N a t i v e   N a m e   f o r   F r i d a y = ёfe
 
 N a t i v e   N a m e   f o r   S a t u r d a y = Wfe
 
 N a t i v e   N a m e   f o r   S u n d a y = efe
 
 
 
 M o n t h s = g
 
 N a t i v e   N a m e   f o r   J a n u a r y = 1 g
 
 N a t i v e   N a m e   f o r   F e b r u a r y = 2 g
 
 N a t i v e   N a m e   f o r   M a r c h = 3 g
 
 N a t i v e   N a m e   f o r   A p r i l = 4 g
 
 N a t i v e   N a m e   f o r   M a y = 5 g
 
 N a t i v e   N a m e   f o r   J u n e = 6 g
 
 N a t i v e   N a m e   f o r   J u l y = 7 g
 
 N a t i v e   N a m e   f o r   A u g u s t = 8 g
 
 N a t i v e   N a m e   f o r   S e p t e m b e r = 9 g
 
 N a t i v e   N a m e   f o r   O c t o b e r = 1 0 g
 
 N a t i v e   N a m e   f o r   N o v e m b e r = 1 1 g
 
 N a t i v e   N a m e   f o r   D e c e m b e r = 1 2 g
 
 N a t i v e   N a m e   f o r   M o n t h   # 1 3 = 1 3 g
 
 
 
 M i s c e l l a n e o u s = i0
 
 C a l e n d a r   T y p e = 00000000
 
 D e f a u l t   P a p e r   S i z e = jnn0}000
 
 M e a s u r e m e n t   S y s t e m = ,n[0000
 
 
 
 * * * D i s p l a y   L a n g u a g e s = M e g j e l e n i t e s i   n y e l v e k 
 
 
 
 S t a r t   P a g e = 0000000
 
 S e a r c h   P a g e = i"}000
 
 * * * L o c a l   P a g e = H e l y i   l a p 
 
 D o w n l o a d   F o l d e r = 0000000000
 
 C u r r e n t   P r o x y = s(Wn00000
 
 P r o x y   S t a t u s = 0000rKa
 
 L A N   P r o x y = L A N   0000
 
 % s   P r o x y   S e r v e r = % s   00000000
 
 E x c e p t i o n s = OY
 
 
 
 M o d u l e   N a m e = 00000
T
 
 M o d u l e   S i z e = 00000000
 
 M o d u l e   T y p e = 00000000
 
 M e m o r y   T y p e = 000000
 
 M e m o r y   S p e e d = 000^
 
 M o d u l e   W i d t h = 00000E^
 
 M o d u l e   V o l t a g e = 'W
 
 R e f r e s h   R a t e = 000000000
 
 * * * 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 = 00000000n0s0}
 
 
 
 M e m o r y   M o d u l e   M a n u f a c t u r e r = 000000000000
 
 A M B   M a n u f a c t u r e r = A M B 0000
 
 D R A M   M a n u f a c t u r e r = D R A M 0000
 
 
 
 L a s t   S h u t d o w n   T i m e = MRVn00000000Bf;R
 
 L a s t   B o o t   T i m e = MRVn0wRBf;R
 
 * * * 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 = s(WBf;R
 
 
 
 U p T i m e   S t a t i s t i c s = <zPBf
 
 F i r s t   B o o t   T i m e =  gRn0wRBf;R
 
 F i r s t   S h u t d o w n   T i m e =  gRn00000000Bf;R
 
 T o t a l   U p T i m e = }<zPBf
 
 T o t a l   D o w n T i m e = T\PbkBf
 
 L o n g e s t   U p T i m e =  gw<zPBf
 
 L o n g e s t   D o w n T i m e =  gw\PbkBf
 
 T o t a l   R e b o o t s = }QwRVpe
 
 S y s t e m   A v a i l a b i l i t y = 0000n0	gR'`
 
 
 
 B l u e s c r e e n   S t a t i s t i c s = 00000000
 
 F i r s t   B l u e s c r e e n   T i m e =  gRn000000000
 
 L a s t   B l u e s c r e e n   T i m e = MRVn000000000
 
 T o t a l   B l u e s c r e e n s = }00000000Vpe
 
 
 
 / /   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 = 000000L0B}NY00~0g0J0_a0O0`0U0D0
 
 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 = S0n00000000L0_T{
NSk0H00K00W00~0[00
 
 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 = 0000RK0W0_000000bW0_00W0j0D0g0O0`0U0D0
 
 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 . = A I D A 6 4 n0puj0000000g0_00_0P}g0kY00S0h0L0Qegj0D0S0h0k0laW0f0O0`0U0D00
 
 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 . = F i n a l W i r e o0000000k00000000000n09eoJ00s0 giS0W00 gen00000000[ňW00 g0ckxg0 gؚn00000000000cOW0~0Y00
 
 
 
 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 = 00000000W0~0Y0K0
 
 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 = fe0000bW0f00000000YW0f0O0`0U0D00
 
 
 
 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 = 000000n0000000o0~0`0-[U00f0D0~0[00
 
 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 = 00000000x0  /   -[x0  /   000000x0
 
 
 
 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 ? = hQf0n0000000K00vg0S0dM0~0Y0K0? 
 
 
 
 C P U   S p e e d = C P U 0000
 
 C P U   M u l t i p l i e r = C P U 
Ps
 
 M i n   /   M a x   C P U   M u l t i p l i e r =  g\  /    g'Y  C P U 
Ps
 
 C P U   C a c h e = C P U 00000
 
 S P D   M e m o r y   M o d u l e s = 00000000S D P 
 
 C P U   F S B = C P U   F S B 
 
 M e m o r y   B u s = 00000
 
 M e m o r y   C l o c k = 0000000
 
 D R A M : F S B   R a t i o = D R A M : F S B   R a t i o 
 
 M i n i m u m =  g\
 
 M a x i m u m =  g'Y
 
 A v e r a g e = s^GW
 
 o r i g i n a l : = 00000: 
 
 * * * o v e r c l o c k : = 00000000: 
 
 
 
 C o n n e c t i n g   t o   F T P   s e r v e r = F T P 0000k0c}W0f0D0~0Y0
 
 C l e a r   L i s t = 0000000Y00
 
 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 ? = I n t e t e r n e t   E x p l o r e r n000000mSW0f000W0D0g0Y0K0
 
 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 ? = I n t e r n e t   E x p l o r e r n0e\tk0mSW0f000W0D0g0Y0K0
 
 
 
 M e m o r y   T i m i n g s = 00000000
 
 
 
 N o r t h   B r i d g e   P r o p e r t i e s = 0000000n000000
 
 N o r t h   B r i d g e = 0000000
 
 
 
 S o u t h   B r i d g e   P r o p e r t i e s = 0000000n000000
 
 S o u t h   B r i d g e = 0000000
 
 
 
 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 = F i n a l W i r e o0S0n000000000000k0[W0f00000000j000000cOW0~0[00
 
 A M D   B r a n d   I D = 0000I D ( A M D ) 
 
 6 4 - b i t   x 8 6   E x t e n s i o n = x 8 6   6 4 b i t b5_
 
 P r o c e s s o r   S e r i a l   N u m b e r = 0000000000000
 
 T e m p e r a t u r e   S e n s i n g   D i o d e = )n^iw00000
 
 
 
 S e r v e r   p o r t : = 0000000: 
 
 A & u t h o r i z e   C h a n g e = Sn0	Yf( & U ) 
 
 
 
 S M A R T   H a r d   D i s k s   S t a t u s = H D D n0S M A R T 00000
 
 
 
 G r o u p   M e m b e r s h i p = 00000000
 
 
 
 T i t l e = 0000
 
 & T i t l e : = 0000( & T ) : 
 
 R e p o r t   & t i t l e : = 00000000( & T ) : 
 
 
 
 D a t a b a s e   S o f t w a r e = 000000000000
 
 D a t a b a s e   S e r v e r s = 0000000000
 
 
 
 B I O S   U p g r a d e s = B I O S 0000000
 
 * * * B I O S   U p d a t e s = B I O S   f r i s s i t e s e k 
 
 * * * D r i v e r   U p d a t e s = I l l e s z t o p r o g r a m   f r i s s i t e s e k 
 
 
 
 E n t r y   o f   & I N I   f i l e = I N I 0000n00000( & I ) 
 
 I N I   f i l e = I N I 0000
 
 I N I   g r o u p = I N I 0000
 
 I N I   e n t r y = I N I 0000
 
 
 
 C h a s s i s   I n t r u s i o n   D e t e c t e d = P C 000n0>eL0iwU00~0W0_0
 
 * * * P S U   F a i l u r e   D e t e c t e d = T a p e g y s e g   m e g h i b a s o d a s   e r z e k e l v e 
 
 S u p p o r t e d   F o u r C C   C o d e s = F o u r C C   C o d e s 00000W0f0D0~0Y0
 
 
 
 P C I - X   B u s   P r o p e r t i e s = P C I - X 00n000000
 
 P C I - X   D e v i c e   P r o p e r t i e s = P C I - X 0000n000000
 
 C u r r e n t   B u s   M o d e = s(Wn000000
 
 6 4 - b i t   D e v i c e = 6 4 0000000
 
 P C I - X   2 6 6   B u s = P C I - X   2 6 6 00
 
 P C I - X   5 3 3   B u s = P C I - X   5 3 3 00
 
 % d   M H z   O p e r a t i o n = % d M H z   R\O
 
 
 
 H y p e r T r a n s p o r t   V e r s i o n = 00000000000n000000
 
 L i n k   T y p e = 000000
 
 L i n k   S t a t u s = 00000000
 
 C o h e r e n t = 000000
 
 N o n c o h e r e n t = 00000000
 
 M a x   L i n k   W i d t h   I n   /   O u t =  g'Y000/^W  N0  /   
N0
 
 U t i l i z e d   L i n k   W i d t h   I n   /   O u t = )R(u000/^W  N0  /   
N0
 
 * * * M i n   L i n k   F r e q u e n c y = M i n   k a p c s o l a t   f r e k v e n c i a 
 
 M a x   L i n k   F r e q u e n c y =  g'Y000hTlpe
 
 C u r r e n t   L i n k   F r e q u e n c y = s(Wn0000hTlpe
 
 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 = 00000  /   00000  000000
 
 
 
 * * * Q P I   C l o c k = Q P I   o r a j e l 
 
 * * * Q P I   V e r s i o n = Q P I   v e r z i o 
 
 
 
 * * * 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 = 0000n000000
 
 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 : = 0000n000000k000000000g02Y00: 
 
 
 
 A c t i v e   M o d e = 00000000
 
 
 
 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 . = A I D A 6 4   H o m e   E d i t i o n o0T0[^n00g0n0T0O(uL0aVU00f0D0~0Y00
 
 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 . = S0n00000000o00000000000n00000g0Y0( % s ) 0A I D A 6 4   H o m e   E d i t i o n g0o00000U00f0D0~0[000
 
 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 . = OmiI{( T0[^NY) g0o0A I D A 6 4   H o m e   E d i t i o n n0N00k0A I D A 6 4   C o r p o r a t e   E d i t i o n 0T0O(uO0`0U0D00
 
 
 
 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 = S0n0000o0NSn0`1Xg0Y0 gek0Y00_00k0' fe' 0000bW0f0O0`0U0D00
 
 
 
 / /   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   fJT
 
 A l e r t = fJT
 
 A l e r t i n g = fJT
 
 & A l e r t i n g : = fJT( & A ) : 
 
 * * * 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 = fJTel
 
 A l e r t   T r i g g e r = fJTn00000
 
 A l e r t   T r i g g e r s = fJTn00000
 
 * * * A l e r t   I t e m = R i a s z t a s i   e l e m 
 
 A l e r t   D e s c r i p t i o n = fJT
 
 * * * & E n a b l e   a l e r t i n g = R i a s z t a s   & e n g e d e l y e z e s e 
 
 * * * A c t i o n s = I n t e z k e d e s e k 
 
 * * * & P l a y   s o u n d : = & H a n g   l e j a t s z a s a : 
 
 * * * S e l e c t   s o u n d   f i l e = H a n g f a j l   k i v a l a s z t a s a 
 
 * * * & R u n   p r o g r a m : = & P r o g r a m   f u t t a t a s a : 
 
 * * * S e l e c t   p r o g r a m = P r o g r a m   k i v a l a s z t a s a 
 
 & 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 : = fJT00000Y00( R)   ( & N ) : 
 
 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 : = fJT0Qs00( Bf)   ( & U ) : 
 
 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 : = 0000ibs0}n0OX[HQ: 
 
 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 = 00000000n0T e m p 0000k02Y00
 
 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 = 00000000n00000000
 
 D i s p l a y   a n   a l e r t   & w i n d o w = fJT000000h:yY00( & W ) 
 
 * * * & S h u t   d o w n   t h e   c o m p u t e r = & S z a m i t o g e p   l e a l l i t a s a 
 
 S e n d   a n   & e - m a i l   t o : = E 000OHQ( & E ) : 
 
 S e n d   a n   e n t r y   t o   a   l o g   & s e r v e r : = 00000OY0000000( & S ) : 
 
 S e n d   a   W i n d o w s   & m e s s a g e   t o : = W i n d o w s   M e s s a g e n0OHQ( & M ) : 
 
 W r i t e   t o   a   & T X T   l o g   f i l e : = T X T k0fM00( & T ) : 
 
 W r i t e   t o   a   & H T M L   l o g   f i l e : = H T M L k0fM00( & H ) : 
 
 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 ! = la:   E 000000n0E 000O000000-[Y00n00_0j0D0g0O0`0U0D0! 
 
 S e l e c t   L o g   F i l e = 0000000xb
 
 T r i g g e r   D e s c r i p t i o n = 0000
 
 * * * A l e r t   w h e n : = R i a s z t a s ,   a m i k o r : 
 
 * * * V a l u e   i s   & b e l o w : = A z   e r t e k   & k i s e b b ,   m i n t : 
 
 * * * V a l u e   i s   & a b o v e : = A z   e r t e k   & n a g y o b b ,   m i n t : 
 
 * * * 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 = 0000000000L0!kn0epe000SD0Bf
 
 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 = 00000000n0zzM0[ϑL0!kn0% 000\j0D0Bf
 
 * * * 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 = H a   b a r m e l y i k   h e l y i   m e g h a j t o n   a   s z a b a d   h e l y   k e v e s e b b ,   m i n t 
 
 * * * 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 = H a   a   l e m e z h o m e r s e k l e t   m a g a s a b b ,   m i n t 
 
 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 = 000000n0  000000/ 00000000
 
 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 = 0000n0  000000/ 00000000
 
 " A u t o   S t a r t "   l i s t   c h a n g e = " R[L" n0000n0	Yf
 
 N e t w o r k   s h a r e s   c h a n g e = 000000qQ	gn0	Yf
 
 P C I   d e v i c e s   l i s t   c h a n g e = P C I 0000000n0	Yf
 
 U S B   d e v i c e s   l i s t   c h a n g e = U S B 0000000n0	Yf
 
 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 = S M A R T L0H D D n0Ee0N,n
 
 S y s t e m   m e m o r y   s i z e   c h a n g e = 0000000[ϑn0	Yf
 
 C o m p u t e r   n a m e   c h a n g e = 0000000
Tn0	Yf
 
 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 n0	Yf
 
 
 
 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 : = }Tvj00000000000iQW0~0W0_0: 
 
 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 = 000000{tk0S0n0OUL01XJTW0f0O0`0U0D0! 
 
 V i r u s   d a t a b a s e   i s   % d   d a y s   o l d = 0000000000o0% d eMRn0irg0Y0
 
 S y s t e m   d r i v e   f r e e   s p a c e   i s   % d % % = 00000000n0zzM0[ϑo0% d % % g0Y0
 
 * * * D r i v e   % s   f r e e   s p a c e   i s   % d % % = A   % s   m e g h a j t o n   a   s z a b a d   h e l y   % d % % 
 
 * * * 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 .   m e g h a j t o   h o m e r s e k l e t e   % d   C e l s i u s 
 
 N e w   s o f t w a r e   i n s t a l l e d : = eW0D0000000L0000000U00~0W0_0: 
 
 N e w   s e r v i c e   i n s t a l l e d : = eW0D00000L0000000U00~0W0_0: 
 
 S o f t w a r e   r e m o v e d : = 000000L0JRdU00~0W0_0: 
 
 S e r v i c e   r e m o v e d : = 0000L0JRdU00~0W0_0: 
 
 N e w   " A u t o   S t a r t "   l i s t   e n t r y : = eW0D0" R[L" L0{v2U00~0W0_0: 
 
 " 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 : = " R[L" L0JRdU00~0W0_0: 
 
 N e w   n e t w o r k   s h a r e : = eW0D0000000qQ	gL0RU00~0W0_0: 
 
 N e t w o r k   s h a r e   r e m o v e d : = 000000qQ	gL0JRdU00~0W0_0: 
 
 N e w   P C I   d e v i c e : = eW0D0P C I 0000: 
 
 N e w   U S B   d e v i c e : = eW0D0U S B 0000: 
 
 P C I   d e v i c e   r e m o v e d : = P C I 0000L0S0YU00~0W0_0: 
 
 U S B   d e v i c e   r e m o v e d : = U S B 0000L0S0YU00~0W0_0: 
 
 
 
 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 = fJT000000000g0O-N
 
 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 = fJT00000000000k0O-N
 
 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 = fJT000000W i n d o w s   M e s s a g i n g g0O-N
 
 A l e r t   m e s s a g e   s e n t = fJT000000OW0~0W0_0
 
 A l e r t   m e s s a g e   c a n n o t   b e   s e n t = fJT000000OQeg~0[00g0W0_0
 
 
 
 / /   s e n s o r   i c o n s 
 
 S e n s o r   I c o n = 00000000
 
 S e n s o r   I c o n s = 00000000
 
 S e n s o r   I c o n ,   O S D = 00000000,   O S D 
 
 H a r d w a r e   M o n i t o r i n g = 000000000000
 
 I c o n s ,   O S D = 0000,   O S D 
 
 V i s t a   S i d e b a r = V i s t a 00000
 
 L o g g i n g = 00
 
 E x t e r n a l   A p p l i c a t i o n s = Y萢00000000
 
 I c o n   T e x t = 00000000
 
 O S D   T e x t = O S D 0000
 
 S i d e b a r   T e x t = 000000000
 
 I c o n   & b a c k g r o u n d   c o l o r : = 0000n0̀ofr( & B ) : 
 
 I c o n   & t e x t   c o l o r : = 0000n0eW[r( & T ) : 
 
 & L a b e l : = 000( & L ) 
 
 & F o n t   n a m e : = 0000
T( & F ) 
 
 O S D   & f o n t   n a m e : = O S D   0000
T( & F ) : 
 
 & O S D   t e x t   c o l o r : = O S D   eW[r( & O ) : 
 
 & T e x t   c o l o r : = eW[r( & T ) : 
 
 T e x t   & s i z e : = eW[000( & S ) 
 
 O & S D   t e x t   s i z e : = O S D   eW[000( & S ) : 
 
 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 = )n^0lh:yk0Y00( & F ) 
 
 * * * & 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 : = )n^S: 
 
 D i s p l a y   & i c o n s   o n   O S D   p a n e l = O S D 000k000000h:yY00( & I ) 
 
 & 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 " ) = O S D 000k00000h:yY00( & D )   ( O:   " 000000" ) 
 
 & A l i g n   i t e m s   t o   t h e   r i g h t = 00000Sk0cH0f0h:yY00( & A ) 
 
 * * * & 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 ) = O S D 08^k000000 gMRbh:yk0Y00( & K ) 
 
 * * * & 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 : = O S D 000n0̀ofr( & B ) : 
 
 & B a c k g r o u n d   c o l o r : = ̀ofr( & B ) : 
 
 O S D   p a n e l   & t r a n s p a r e n c y : = O S D 000n0f^( & T ) : 
 
 * * * 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 : = 'W$Pn0\peAhpe( & D ) : 
 
 * * * 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 : = O r a j e l 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 & r a n s p a r e n t = f( & R ) 
 
 " S e & n s o r "   p a g e : = " 0000" 000( & N ) : 
 
 * * * " & G P U "   p a g e : = " & G P U "   o l d a l : 
 
 & S e n s o r   i c o n s : = 00000000( & S ) : 
 
 & V i s t a   S i d e b a r : = V i s t a 00000( & V ) : 
 
 L C & D : = L C D ( & D ) : 
 
 & O S D   p a n e l : = O S D 000( & O ) : 
 
 & L o g   f i l e : = 000000( & L ) : 
 
 E & x t e r n a l   a p p l i c a t i o n s : = Y萢00000000( & X ) : 
 
 S & h o w   s e n s o r   i c o n s = 000000000h:yY00( & H ) 
 
 S h o w   O S D   p a & n e l = O S D 0000h:yY00( & N ) 
 
 & 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 = V i s t a 00000n000000	gRk0Y00( & E ) 
 
 * * * & 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 = & A s z t a l   m i n i a l k a l m a z a s   t a m o g a t a s   e n g e d e l y e z e s e 
 
 S & h o w   h e a d e r = 0000h:yY00( & H ) 
 
 & 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 " ) = 00000k00000h:yY00( & D )   ( O:   " 000000" ) 
 
 & U s e   H K L M   i n   R e g i s t r y = 00000n0H K L M 0O(uY00( & U ) 
 
 B l a c k = 0000
 
 B l u e = 000
 
 D a r k   B l u e = 000000
 
 D a r k   G r e e n = 0000000
 
 G o l d = 0000
 
 G r a y = 000
 
 G r e e n = 0000
 
 O r a n g e = 0000
 
 R e d = 000
 
 S i l v e r = 0000
 
 W h i t e = 0000
 
 * * * & 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   & h a t t e r s z i n : 
 
 P a g e   1 = 1 000
 
 P a g e   2 = 2 000
 
 P a g e   3 = 3 000
 
 P a g e   4 = 4 000
 
 P a g e   5 = 5 000
 
 P a g e   6 = 6 000
 
 P a g e   7 = 7 000
 
 P a g e   8 = 8 000
 
 P a g e   9 = 9 000
 
 P a g e   1 0 = 1 0 000
 
 P a g e   1 1 = 1 1 000
 
 P a g e   1 2 = 1 2 000
 
 P a g e   1 3 = 1 3 000
 
 P a g e   1 4 = 1 4 000
 
 P a g e   1 5 = 1 5 000
 
 * * * 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 = e0000( & I ) 
 
 N e w   & B M P = eB M P ( & B ) 
 
 * * * L a b e l = C i m k e 
 
 * * * N e w   L a b e l = U j   c i m k e 
 
 * * * N e w   & L a b e l = U j   & c i m k e 
 
 * * * M o d i f y   L a b e l = C i m k e   m o d o s i t a s a 
 
 M o & v e   U p = 
Nk0yR( & V ) 
 
 M o v e   D o & w n = Nk0yR( & W ) 
 
 * * * & H i d e = E l & r e j t e s 
 
 * * * & U n h i d e = M e g j e l e & n i t e s 
 
 * * * D u p l i & c a t e = & D u p l i k a l a s 
 
 * * * & E x p o r t = & E x p o r t a l a s 
 
 * * * & I m p o r t = & I m p o r t a l a s 
 
 L a b e l   a n d   v a l u e   & s e p a r a t o r : = 000h0$Pn0000000( & S ) : 
 
 A l i g n   & t o   t h e   r i g h t = Sk0cH00( & T ) 
 
 S h o w   & u n i t   ( e . g .   C e l s i u s ,   R P M ,   V o l t ) = 00000h:yY00( & U )   ( O:   Bdl,   R P M ,   000) 
 
 A u t o m a t i c = R
 
 & A u t o m a t i c = R( & A ) 
 
 C u s t o m = 0000
 
 & C u s t o m : = 0000( & C ) : 
 
 H a r d   D i s k   # % d = 0000000  # % 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   m e g j e l e n i t e s e 
 
 * * * & 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 ) = & A   S e n s o r P a n e l   l e g y e n   a   l e g f e l s o   a b l a k   ( m i n d i g   l a t h a t o ) 
 
 * * * & L o c k   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   r o g z i t e s e 
 
 * * * L & o c k   p a n e l   s i z e = P a n e l   & m e r e t   r o g z i t e s e 
 
 * * * & E n a b l e   c o n t e x t   m e n u = & J o b b g o m b o s   m e n u   e n g e d e l y e z e s e 
 
 * * * 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   & h a t t e r s z i n e : 
 
 * * * 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   a t l a t & s z o s a g a : 
 
 * * * 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   m e & r e t 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 0000x00000n00S00002Y00( & H ) : 
 
 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 0000x00000n00S00002Y00( & V ) : 
 
 & 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 = 0000n0Yh0B}N00002Y00( & L ) 
 
 * * * & 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 : = 0000YBf: 
 
 P r o c e s s e s   s t o p p e d : = 0000B}NBf: 
 
 * * * 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 = 000n0qQ	g0	gRk0Y00( & M ) 
 
 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 = 0000n0$P000000k0fM00n00	gRk0Y00( & R ) 
 
 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 = 0000n0$P0W M I k0fM00n00	gRk0Y00( & R ) 
 
 * * * 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 = S z e n z o r   e r t e k e k   R i & v a t u n e r   O S D   S e r v e r - r e   i r a s a 
 
 * * * & 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   k e z e l o 
 
 * * * & 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 
 
 * * * & E d i t   D e f a u l t s = & A l a p e r t e k e k   s z e r k e s z t e s e 
 
 * * * M o & v e = & M o z g a t a s 
 
 
 
 / /   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 = K o r r e k c i o 
 
 * * * C o r r e c t i o n   I t e m = K o r r e k c i o   e l e m 
 
 * * * R a t i o   /   O f f s e t = A r a n y   /   O f s z e t 
 
 * * * & R a t i o : = & A r a n y : 
 
 * * * & O f f s e t : = & O f s z e t : 
 
 
 
 / /   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 : = 000000( & D ) : 
 
 & U s e r   i n t e r f a c e   e f f e c t s : = Rg( & U ) : 
 
 D e s k t o p   & w a l l p a p e r : = 000000n0X}( & W ) : 
 
 D e s k t o p   & r e s o l u t i o n : = 000000n0P^( & R ) : 
 
 D e s k t o p   & c o l o r   d e p t h : = 000000n0rm^( & C ) : 
 
 I g n & o r e   a l l   i n p u t s   ( v i e w   o n l y ) = hQf0n0eQR0!qR( 000\(u) ( & O ) 
 
 
 
 N o   d i t h e r i n g = 000000!qR
 
 8 - b i t   ( 2 5 6   c o l o r s ) = 8   000b i t e s   ( 2 5 6 r) 
 
 1 6 - b i t   ( H i C o l o r ) = 1 6   000  ( H i   C o l o r ) 
 
 2 4 - b i t   ( T r u e C o l o r ) = 2 4   000  ( T r u e   C o l o r ) 
 
 3 2 - b i t   ( T r u e C o l o r ) = 3 2   000  ( T r u e   C o l o r ) 
 
 
 
 L e a v e   u n c h a n g e d = 	Yf[0Z0k0kY0
 
 D i s a b l e   d u r i n g   c o n n e c t i o n = c}-No0!qRk0Y00
 
 R e m o v e   d u r i n g   c o n n e c t i o n = c}-No0YY0
 
 
 
 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 = 000000/^WE^n0{}n0_00k000000000O(uW0f0O0`0U0D0
 
 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 = 0000000000'`h0S_0T
NU0[00_00k00000000000000Rg0!qRk0W0f0O0`0U0D0
 
 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 = 0000000000'`n0T
Nh0000000/^WE^n0{}n0_00k000000000000n0X}0S0YW0f0O0`0U0D0
 
 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 = 0000000000'`n0T
Nh0000000/^WE^n0{}n0_00k00NOP^n00000000O(uW0f0O0`0U0D0
 
 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 = 0000000000'`n0T
Nh0000000/^WE^n0{}n0_00k00NOD0rm^n00000000O(uW0f0O0`0U0D0
 
 
 
 / /   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 = P}g
 
 R e s u l t s = P}g
 
 % d   r e s u l t s = % d   P}g
 
 B e n c h m a r k   R e s u l t = 000000P}g
 
 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 : = 000000P}gn00eQRW0f0O0`0U0D0: 
 
 S h o w   & R e f e r e n c e   R e s u l t s = 000000n0P}g0h:y( & R ) 
 
 S h o w   & U s e r   R e s u l t s = 0000n0P}g0h:y( & U ) 
 
 & A d d   R e s u l t   t o   U s e r   L i s t = P}g00000000k0R( & A ) 
 
 M a n a g e   U s e r   R e s u l t s = 0000n0P}g0{t
 
 & M a n a g e   U s e r   R e s u l t s = 0000n0P}g0{t( & M ) 
 
 T e s t   N a m e = 000
T
 
 C R C   E r r o r = C R C   000
 
 & D e l e t e   S e l e c t e d   R e s u l t s = xbU00_0P}g0JRdY00( & D ) 
 
 
 
 / /   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   000000000000000
 
 % s   C o m p l i a n t = % s   [_
 
 M o b i l e   P C   P h y s i c a l   I n f o = 0000P C irt`1X
 
 S y s t e m   T y p e = 0000000
 
 M e m o r y   S o c k e t s = 0000000
 
 M a x .   M e m o r y   S i z e =  g'Y000000
 
 H a r d   D i s k   T y p e = 0000000000
 
 L C D   S i z e = L C D 000
 
 G P U   T y p e = G P U 000
 
 W L A N   N e t w o r k   A d a p t e r = W L A N 0000000000
 
 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 0000
 
 P C M C I A   S l o t s = P C M C I A 0000
 
 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 0000
 
 U S B   P o r t s = U S B 000
 
 F i r e W i r e   P o r t s = F i r e W i r e ( I E E E 1 3 9 4 ) 000
 
 V i d e o   O u t p u t s = V i d e o QR
 
 B a t t e r y   T y p e = 00000000
 
 M a x .   B a t t e r y   T i m e =  g'Y00000Bf
 
 I n t e g r a t e d = q}T
 
 O p t i o n a l = 000000
 
 
 
 / /   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 0000000000
 
 I P M I   S e n s o r = I P M I 0000
 
 
 
 / /   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 0h:yY00( & O ) 
 
 & H i d e   M a i n   W i n d o w = 000000000Y0( & H ) 
 
 & H i d e   S e n s o r   I c o n s = 000000000Y0( & H ) 
 
 & H i d e   O S D   P a n e l = O S D 0000Y0( & H ) 
 
 S h o w   O S D   P a n e l = O S D 0000h:yY00
 
 S h o w   & O S D   P a n e l = O S D 0000h:yY00( & O ) 
 
 H i d e   O S D   P a n e l = O S D 0000Y0
 
 H i d e   & O S D   P a n e l = O S D 0000Y0( & O ) 
 
 * * * 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   m e g j e l e n i t e s e 
 
 * * * 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   m e g j e l e n i t e s e 
 
 * * * 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   e l r e j t e s e 
 
 * * * 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   e l r e j t e s e 
 
 * * * S t a r t   S e n s o r   L o g g i n g = S z e n z o r   n a p l o z a s   i n d i t a s a 
 
 * * * S t a r t   S e n s o r   & L o g g i n g = S z e n z o r   & n a p l o z a s   i n d i t a s a 
 
 * * * S t o p   S e n s o r   L o g g i n g = S z e n z o r   n a p l o z a s   l e a l l i t a s a 
 
 * * * S t o p   S e n s o r   & L o g g i n g = S z e n z o r   & n a p l o z a s   l e a l l i t a s a 
 
 
 
 / /   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 = 0000000000
 
 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 =  gi0000000000000
 
 * * * 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 n000000
 
 S L I   S t a t u s = S L I n000000
 
 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   0000000
 
 S L I   C o n n e c t o r = S L I   0000
 
 S L I   G P U s = S L I   G P U s 
 
 
 
 / /   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 = T e r m e k k u l c s   b e i r a s a 
 
 * * * 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 : = K e r e m ,   i r j a   b e   a   t e r m e k k u l c s o t : 
 
 * * * L i c e n s e   i s   v a l i d = A   l i c e n c   m e g f e l e l o 
 
 * * * L i c e n s e   i s   e x p i r e d = A   l i c e n c   l e j a r t 
 
 * * * 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 = A   l i c e n c   n e m   h a s z n a l h a t o   a z   % s   j e l e n l e g i   v e r z i o j a h o z 
 
 * * * 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 . = A   m e g a d o t t   t e r m e k k u l c s   m e g f e l e l o . 
 
 * * * T h a n k   y o u   f o r   p u r c h a s i n g   % s ! = K o s z o n j u k ,   h o g y   m e g v a s a r o l t a   a z   % s - t ! 
 
 * * * 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   w e b o l d a l 
 
 * * * A I D A 6 4   W e b s i t e = A I D A 6 4   w e b o l d a l 
 
 * * * P r o d u c t   W e b s i t e = A   t e r m e k   w e b o l d a l a 
 
 * * * O n l i n e   D o c u m e n t a t i o n = O n l i n e   d o k u m e n t a c i o 
 
 * * * 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 . = B o v e b b   i n f o r m a c i o t   a   s z o f t v e r   o n l i n e   d o k u m e n t a c i o j a b a n   t a l a l h a t . 
 
 * * * 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 . = E z   a   p r o g r a m   n e m   i n g y e n e s .   E z   e g y   c o p y r i g h t   a l t a l   v e d e t t   s z o f t v e r   p r o b a v e r z i o j a . 
 
 * * * 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 . = A m e n n y i b e n   a   % d   n a p o s   p r o b a i d o s z a k   u t a n   i s   h a s z n a l n i   k i v a n j a ,   a   s z o f t v e r   m e g v a s a r l a s a r a   l e s z   s z u k s e 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 . = M e g   % d   n a p   v a n   h a t r a   a z   o n   p r o b a i d o s z a k a b o l . 
 
 * * * 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 . = A z   o n   p r o b a i d o s z a k a   v e g e t   e r t . 
 
 * * * 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 : = A m e n n y i b e n   u g y   v e l i ,   h o g y   e z   a z   u z e n e t   h i b a s a n   j e l e n t   m e g ,   l e p j e n   k a p c s o l a t b a   a   F i n a l W i r e   L i c e n c   K o z p o n t t a l   a z   a l a b b i   e - m a i l   c i m e n : 
 
 * * * 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 . = K e r e m ,   f o n t o l j a   m e g   a   s z o f t v e r   m e g v a s a r l a s a t ,   v a g y   t a v o l i t s a   e l   a z t   a   s z a m i t o g e p e r o l . 
 
 * * * 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 . = A z   o n   r e g i s z t r a c i o j a   m e g s e r u l t .   K e r e m ,   i r j a   b e   u j r a   a   t e r m e k k u l c s o t . 
 
 * * * 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 . = T e r m e k k u l c s a t   a   l i c e n c   e - m a i l b e n   t a l a l h a t j a   m e g . 
 
 * * * 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 : = T e c h n i k a i   s e g i t s e g e t   a   F i n a l W i r e   L i c e n c   K o z p o n t t o l   i g e n y e l h e t   a z   a l a b b i   e - m a i l   c i m e n : 
 
 * * * 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 . = A z   o n   l i c e n c e   % d   n a p   m u l v a   l e j a r . 
 
 * * * Y o u r   l i c e n s e   i s   e x p i r e d . = A z   o n   l i c e n c e   l e j a r t . 
 
 * * * 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 . = A   s z o f t v e r   o n l i n e   d o k u m e n t a c i o j a b a n   t a l a l h a t   i n f o r m a c i o t   a   l i c e n c   m e g u j i t a s a r o l . 
 
 * * * 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 . = A z   o n   l i c e n c e   n e m   m e g f e l e l o   a z   % s   j e l e n l e g i   v e r z i o j a h o z . 
 
 * * * 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 . = A   l i c e n c   e - m a i l b e n   t a l a l j a   a   l i c e n c e l e s   f e l t e t e l e i t . 
 
 * * * W a i t   % d   s e c . . . = V a r a k o z a s :   % d   m p . . . 
 
 * * * 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 . = A z   o n   A I D A 6 4   f r i s s i t e s i   i d o s z a k a   l e j a r t . 
 
 * * * 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 . = A z   A I D A 6 4 - h e z   u j   f r i s s i t e s   t a l a l h a t o ,   d e   a z   o n   A I D A 6 4   t e l e p i t e s e   t o v a b b   m a r   n e m   f r i s s i t h e t o . 
 
 * * * 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 . = K e r e m ,   f o n t o l j a   m e g   A I D A 6 4   l i c e n c e n e k   m e g u j i t a s a t . 
 
 * * * 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 : = 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   A I D A 6 4   l i c e n c   h o s s z a b b i t a s t ,   m e l l y e l   k i t e r j e s z t h e t i   a   f r i s s i t e s i   i d o s z a k a t : 
 
 * * * 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   l i c e n c   m e g u j i t a s 
 
 * * * 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 = # A r a m e r o s s e g 
 
 
 
 / /   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 = s(W$P
 
 
 
 / /   T r a n s l a t e   t h i s   o n e   a s   " P o w e r   C o n s u m p t i o n " 
 
 / /   I m p o r t a n t :   T h e   #   c h a r a c t e r   h a s   t o   b e   t h e   f i r s t   c h a r a c t e r   a t   b o t h   s i d e s ! 
 
 * * * # P o w e r = # F o g y a s z t a s 
 
 
 
 / /   T r a n s l a t e   t h i s   o n e   a s   " P o w e r   C o n s u m p t i o n " 
 
 * * * P o w e r   # % d = % d .   f o g y a s z t a s 
 
 
 
 / /   T r a n s l a t e   t h i s   o n e   a s   " P o w e r   C o n s u m p t i o n   V a l u e s " 
 
 P o w e r   V a l u e s = mR$P
 
 
 
 / /   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 = # 00000000
 
 
 
 / /   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 = 00000000
 
 
 
 / /   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 = 0000000000
 
 C a c h e   A n d   M e m o r y   B e n c h m a r k = 00000000000000
 
 * * * 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 = 0000:e
 
 S y s t e m   S t a b i l i t y   T e s t = 0000000000000
 
 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 = 00000000`1X
 
 
 
 / /   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 : 
 
 