Hacked By AnonymousFox
MZ @ !L!This program cannot be run in DOS mode.
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Missing ':' after object member name Missing ',' or '}' in object declaration Missing '}' or object member name Missing ',' or ']' in array declaration ' is not a number. ' Unable to parse token length %lf ' is not a number. ' Empty escape sequence in string Bad escape sequence in string additional six characters expected to parse unicode surrogate pair. Line %d, Column %d expecting another \u token to begin the second half of a unicode surrogate pair Bad unicode escape sequence in string: four digits expected. Bad unicode escape sequence in string: hexadecimal digit expected.
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P a s s e d N U L L P a r a m e t e r . P a s s e d N U L L P a r a m e t e r . P a s s e d I n v a l i d P a r a m e t e r s . O p e n E x i s t D e v i c e ( % s ) f a i l e d , e r r o r C o d e : % l u . S e t F i l e P o i n t e r E x ( ) % s f a i l e d , e r r o r C o d e : % l u . P a s s e d I n v a l i d P a r a m e t e r . F a i l e d t o r e a d 0 x % l x B d a t a f r o m V o l u m e [ % s ] , e r r o r : % l u . \ \ . \ % c : P a s s e d I n v a l i d P a r a m e t e r . \ \ . \ P H Y S I C A L D R I V E % u P a s s e d N U L L P a r a m e t e r . P a s s e d N U L L P a r a m e t e r . ReFS ReFS NTFS NTFS EXFAT EXFAT P a s s e d N U L L P a r a m e t e r . \ \ . \ % c : % c : \ R e a d V o l u m e ( ) % s f a i l e d , e r r o r C o d e : % l u . P a s s e d I n v a l i d P a r a m e t e r s . P a s s e d N U L L P a r a m e t e r s . G e t F i l e A t t r i b u t e s ( ) % s f a i l e d , e r r o r C o d e : % l u . P a s s e d N U L L P a r a m e t e r s . % c : \ G e t F i l e A t t r i b u t e s ( ) % s f a i l e d , e r r o r C o d e : % l u . P a s s e d I n v a l i d P a r a m e t e r s . % c % 0 8 x % c % x % c % x - % x - % x - % x % x - % x % x % x % x % x % x P a s s e d I n v a l i d P a r a m e t e r s . %c%08x %c%x %c%x-%x-%x-%x%x-%x%x%x%x%x%x C h e c k G P T D i s k D y n a m i c ( ) f a i l e d . n e w % l u B f o r % l u P A R T I T I O N _ E N T R Y _ G P T f a i l e d . G e t M B R P a r t i t i o n T a b l e f a i l e d ! R e a d P h y s i c a l D r i v e ( ) P H Y S I C A L D R I V E % l u f a i l e d . P a s s e d I n v a l i d P a r a m e t e r . P a s s e d I n v a l i d P a r a m e t e r , p T a b l e = = N U L L . P a s s e d I n v a l i d P a r a m e t e r . R e a d P h y s i c a l D r i v e ( ) % l d f a i l e d . C a n ' t n o t l o c a t e L A Y O U T _ T Y P E _ M B R \ \ . \ P H Y S I C A L D R I V E % u P H Y S I C A L D R I V E F a i l e d t o d o n e w U I N T 8 [ % l u ] f o r P H Y S I C A L D R I V E % l u . % c : \ R e a d P h y s i c a l D r i v e ( ) f a i l e d f o r P H Y S I C A L D R I V E % l u . \ \ . \ P H Y S I C A L D R I V E % u % c : \ P a r s e D r i v e L a y o u t I D ( ) f a i l e d f o r P H Y S I C A L D R I V E % l u . I n v a l i d p a r a m , s z D e v i c e I D : 0 x % p P a s s e d N U L L P a r a m e t e r s . S Y S T E M \ S e t u p G e t D r i v e L a y o u t I D R a w o f d e v i c e N u m b e r ' % u ' f a i l e d F o r m a t D i s k L a y o u t I D o f d e v i c e N u m b e r ' % u ' f a i l e d D e v i c e I o C o n t r o l ( ) I O C T L _ D I S K _ G E T _ D I S K _ A T T R I B U T E S f a i l e d f o r % s , e r r o r C o d e : % l u . O p e n E x i s t D e v i c e ( % s ) f a i l e d , e r r o r : % l d .
D e v i c e I o C o n t r o l ( ) I O C T L _ D I S K _ G E T _ D R I V E _ G E O M E T R Y f a i l e d , e r r o r : % l u . P a s s e d N U L L P a r a m e t e r s , n o v a l u e s t o r e t u r n .
s z S y s V o l u m e D e v i c e N a m e : % s G e t P h y s i c a l D r i v e S p a c e S i z e ( % s , ) f a i l e d .
P a s s e d N U L L P a r a m e t e r s . F i n d N e x t V o l u m e i s f a i l . E r r : % u G e t D i s k F r e e S p a c e E x ( % s , ) f a i l e d , e r r o r : % l u . P a s s e d I n v a l i d P a r a m e t e r s . G e t L o g i c a l D r i v e P a r t i t i o n I n f o E x ( ) % c f a i l e d . P a s s e d N U L L P a r a m e t e r . G e t P a r t i t i o n S p a c e S i z e ( ) % c f a i l e d . G e t P a r t i t i o n S p a c e S i z e ( ) % c f a i l e d . G e t P a r t i t i o n S p a c e S i z e ( ) % c f a i l e d . P a s s e d N U L L P a r a m e t e r . G e t D i s k F r e e S p a c e ( ) f a i l e d t o g e t c l u s t e r - s i z e o f V o l u m e [ % s ] , E r r o r C o d e : % l u . G e t V o l u m e C l u s t e r S i z e ( ) % s f a i l e d . R e a d V o l u m e ( ) % s f a i l e d . \ \ . \ G e t V o l u m e C l u s t e r S i z e ( ) % s f a i l e d . P a s s e d N U L L P a r a m e t e r s . \ \ . \ % c : P a s s e d N U L L P a r a m e t e r . S y s t e m P a r t i t i o n s z S y s t e m V o l u m e N a m e : % s n e w ( ) D I S K _ G E O M E T R Y _ E X f a i l e d , r e q u e s t - s i z e : % u O p e n E x i s t D e v i c e ( ) f a i l e d t o o p e n % s f o r r e a d G E O M E T R Y _ E X , e r r o r C o d e : % l u D e v i c e I o C o n t r o l ( ) % s I O C T L _ D I S K _ G E T _ D R I V E _ G E O M E T R Y _ E X f a i l e d , e r r o r C o d e : % l u . O p e n o f % s i s f a i l . R e a d o f % s \ % s i s f a i l . % s \ G e t S y s t e m V o l u m e N a m e i s f a i l . p a r a m i s i n v a l i d ( l p V o l u m e N a m e : % p , d w V o l u m e N a m e S i z e : % u ) G e t R e g S y s V o l u m e D e v i c e N a m e i s f a i l . F i n d F i r s t V o l u m e i s f a i l . E r r : % u V o l u m e p a r a m i s i n v a i l d ( l p V o l u m e N a m e : % p , l p P a r t i t i o n I n f o : % p ) G e t V o l u m e N a m e F o r V o l u m e M o u n t P o i n t o f % s i s f a i l . E r r : % u P a s s e d N U L L P a r a m e t e r . \ \ . \ % c : V o l u m e : % s , D e v i c e N u m b e r : % l u . O p e n E x i s t D e v i c e ( % s ) f a i l e d , e r r o r C o d e : % l u . D e v i c e I o C o n t r o l ( ) % s I O C T L _ D I S K _ G E T _ P A R T I T I O N _ I N F O ( E X ) f a i l e d , e r r o r C o d e : % l u . P a s s e d N U L L P a r a m e t e r . P a s s e d N U L L P a r a m e t e r . \ \ . \ % c : P a s s e d N U L L P a r a m e t e r . \ \ . \ % c : m a l l o c f a i l e d ! s i z e : % l u O p e n E x i s t D e v i c e ( ) f a i l e d t o o p e n d r i v e : % s , e r r o r C o d e : % d n e w ( ) D R I V E _ L A Y O U T _ I N F O R M A T I O N _ E X b u f f e r f a i l e d D e v i c e I o C o n t r o l ( ) I O C T L _ D I S K _ G E T _ D R I V E _ L A Y O U T _ E X f o r D r i v e [ % s ] f a i l e d , e r r o r C o d e : % l u . P a s s e d N U L L P a r a m e t e r . \ \ . \ P H Y S I C A L D R I V E % u m a l l o c f a i l e d ! s i z e : % l u O p e n E x i s t D e v i c e ( ) f a i l e d t o o p e n p a r t i t i o n : % s , e r r o r C o d e : % l u . S F P 2 V D e v i c e I o C o n t r o l ( ) I O C T L _ V O L U M E _ G E T _ V O L U M E _ D I S K _ E X T E N T S f a i l e d f o r V o l u m e [ % s ] , e r r o r C o d e : % l u . F a i l e d t o g e t f i l e b i t m a p G e t D r i v e L a y o u t I D R a w ( ) P H Y S I C A L D R I V E % l u f a i l e d . G e t D r i v e V o l u m e I n f o E x ( ) % s f a i l e d . SFP2VVirtualDisk G e t D r i v e V o l u m e I n f o E x ( ) % s f a i l e d . VirtualDisk V o l u m e [ % s ] i s o n r a w o r n o t r e c o g n i z e d P H Y S I C A L D I R V E % l u . P a s s e d N U L L P a r a m e t e r . F a i l e d t o f i n d n o d e : F i l e O p e n E x i s t D e v i c e ( ) f a i l e d t o o p e n V o l u m e : % s , e r r o r C o d e : % l u . D e v i c e I o C o n t r o l ( ) % s I O C T L _ S T O R A G E _ G E T _ D E V I C E _ N U M B E R f a i l e d , e r r o r C o d e : % l u . V o l u m e [ % s ] i s s t r i p p e d / s p a n n e d o r d y n a m i c - d i s k ' s v o l u m e , n o t s u p p o r t e d y e t . P a s s e d N U L L P a r a m e t e r . G e t C u r r e n t D i r e c t o r y ( ) f a i l e d , e r r o r : % l u . P a s s e d I n v a l i d P a r a m e t e r s . A n s i T o T C h a r ( ) f a i l e d ! G e t P h y s i c a l D r i v e E x F r o m V o l u m e ( ) f a i l e d f o r L o g c i a l - d r i v e [ % c ] . F a i l e d t o l o a d x m l ! SFP2VVirtualDisk G e t P h y s i c a l D r i v e F r o m V o l u m e ( ) f a i l e d f o r L o g c i a l - d r i v e [ % c ] . G e t D r i v e V o l u m e I n f o E x ( ) P A R T I T I O N _ I N F O R M A T I O N f o r V o l u m e [ % ] f a i l e d . P a s s e d I n v a l i d P a r a m e t e r s . G e t P h y s i c a l D r i v e E x F r o m L o g i c a l D r i v e ( ) % c f a i l e d . L o g i c a l - d r i v e [ % c ] i s o n d y n a m i c - d i s k , n o t s u p p o r t e d y e t . VirtualDisk G e t S y s t e m D i r e c t o r y ( ) f a i l e d t o g e t s y s t e m p a t h , E r r o r : % l u . G e t P h y s i c a l D r i v e F r o m L o g i c a l D r i v e ( ) f a i l e d t o g e t p h y s i c a l d r i v e ( d i s k ) o f s y s t e m p a r t i t i o n . P a s s e d N U L L P a r a m e t e r . G e t D r i v e L a y o u t I n f o E x ( ) f a i l e d t o g e t % s l a y o u t i n f o r m a t i o n . D r i v e [ % s ] , P a r t i t i o n s : % l u . n e w ( ) f a i l e d t o a l l o c a t e D R I V E _ V O L U M E _ I N F O , r e q u e s t - s i z e : % u F i n d F i r s t V o l u m e ( ) f a i l e d , e r r o r C o d e : % u . G e t V o l u m e P a t h N a m e s F o r V o l u m e N a m e f a i l e d , c o d e = 0 x % x F a i l e d t o f i n d n o d e : F i l e G e t P h y s i c a l D r i v e F r o m V o l u m e ( ) % s f a i l e d . G e t V o l u m e C l u s t e r S i z e ( ) f a i l e d f o r V o l u m e [ % s ] . A n s i T o W i d e C h a r ( ) f a i l e d ! N o m o r e m e m o r y t o s a v e v o l u m e i n f o r m a t i o n ! % s C r e a t e F i l e ( % s , . . . , O P E N _ E X I S T I N G , . . . ) f a i l e d , e r r o r : % l d . F a i l e d t o f i n d % s n e w p a t h ! V i s u a l F i l e : % s
D e v i c e I o C o n t r o l ( ) f a i l e d , C o d e : % l u . n e w a l l o c a t e % l u B m e m o r y f a i l e d . T C h a r T o W i d e C h a r ( ) f a i l e d !
\ \ . \ % s % S y s t e m D r i v e % C r e a t e F i l e ( % s , . . . , O P E N _ E X I S T I N G , . . . ) f a i l e d , e r r o r : % l d . % c : \ S a n g f o r V M S \ S F P 2 V D i s k . x m l D e v i c e I o C o n t r o l ( ) f a i l e d , C o d e : % l u . n e w a l l o c a t e % l u B m e m o r y f a i l e d . F i l e n a m e : % s
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%c:\SangforVMS\SFP2VDisk.xml F a i l e d t o f i n d n o d e : S F P 2 V V i r t u a l D i s k P a s s e d I n v a l i d P a r a m e t e r s F a i l e d t o f i n d n o d e : V i r t u a l D i s k File Name F a i l e d t o g e t a t t r i b u t e : N a m e ! Size F a i l e d t o g e t a t t r i b u t e : S i z e ! % s \ E x p a n d E n v i r o n m e n t S t r i n g s ( ) f a i l e d ! \ \ . \ % s C r e a t e F i l e ( % s , . . . , O P E N _ E X I S T I N G , . . . ) f a i l e d , e r r o r : % l d . F i l t e r : % s
% c : \ F a i l e d t o g e t p r o t e c t f i l e s i z e ! e r r o r : % d F a i l e d t o r e a d p r o t e c t f i l e ! e r r o r : % d F a i l e d t o l o a d x m l b u f f e r ! G e t V i s u a l F i l e L i s t F r o m X m l ( ) f a i l e d ! G e t V i s u a l D i s k F i l e L i s t ( ) f a i l e d ! G e t V o l u m e P a t h N a m e s F o r V o l u m e N a m e ( ) f a i l e d ! e r r n o : % l d F i l t e r F i l e B i t m a p ( ) f a i l e d ! P a s s e d N U L L P a r a m e t e r . R e a d V o l u m e ( ) % s f a i l e d . % c : \ O p e n E x i s t D e v i c e ( ) V o l u m e : % s f a i l e d w h i l e t r y i n g t o g e t B i t m a p , e r r o r C o d e : % l u . % c : \ D e v i c e I o C o n t r o l ( , F S C T L _ G E T _ V O L U M E _ B I T M A P , ) f a i l e d f o r V o l u m e : % s , e r r o r : % l u . G e t A l l P r e s e n t D i s k s ( ) f a i l e d . F a i l e d t o d o n e w B Y T E [ % l u ] f o r V O L U M E _ B I T M A P _ B U F F E R o f V o l u m e : % s . P a s s e d I n v a l i d P a r a m e t e r s . \ \ . \ P H Y S I C A L D R I V E % u G e t F A T B i t m a p S t a r t i n g O f f s e t ( ) f a i l e d f o r V o l u m e [ % s ] . P a s s e d N U L L P a r a m e t e r . n S k i p p e d L c n : % I 6 4 d l a r g e r t h a n V o l u m e ' s S i z e : % I 6 4 d P a s s e d N U L L P a r a m e t e r . \ \ . \ P H Y S I C A L D R I V E % u G e t V o l u m e B i t m a p O f f s e t ( ) f a i l e d f o r V o l u m e : % s . \ \ ? \ G e t D r i v e L a y o u t I D R a w ( ) P H Y S I C A L D R I V E % l u f a i l e d . P a s s e d I n v a l i d P a r a m e t e r s . F a i l e d t o d o n e w B Y T E [ % l u ] f o r D r i v e [ % s ] ' s V O L U M E _ B I T M A P _ B U F F E R . \ \ . \ P H Y S I C A L D R I V E % u I n v a l i d d e v i c e p a t h [ % s ] . D r i v e ( V o l u m e ) [ % s ] , T o t a l S p a c e : % I 6 4 d , B i t m a p S i z e : % l u . P a s s e d I n v a l i d P a r a m e t e r s . \ \ . \ % c : F r i e n d l y N a m e F i l t e r V i s u a l D i s k F i l e B i t m a p ( ) f a i l e d f o r V o l u m e : % s . G e t D r i v e V o l u m e B i t m a p ( ) f a i l e d f o r V o l u m e [ % s ] . R e a d F r i e n d l y N a m e f a i l e d ! V o l u m e [ % s ] ' s P a r t i t i o n N u m b e r : % l u , S t a r t i n g O f f s e t : % l l d , L e n g t h : % l l d , P a r t i t i o n T y p e : % d , C l u s t e r S i z e : % l u , S t a r t i n g L C N : % l l d , C l u s t e r s : % l l d . S e t D r i v e V o l u m e B i t m a p ( ) f a i l e d f o r V o l u m e [ % s ] . P a s s e d I n v a l i d P a r a m e t e r s . U n i v e r s a l X p o r t D e v i c e [ % s ] F r i e n d l y N a m e : % s G e t P h y s i c a l D r i v e S p a c e ( ) % s f a i l e d f o r T o t a l S p a c e . O p e n E x i s t D e v i c e ( ) % s f a i l e d . G e t D r i v e L a y o u t I D R a w ( ) % s f a i l e d . A d a p t e r % s \ % d H a r d - d i s k [ % s ] i s d y n a m i c - d i s k , n o t s u p p o r t e d y e t . F o r c e s p e c i f y s t o r a g e t y p e : % d C o n s t r u c t V o l u m e B i t m a p ( ) % s f a i l e d . E n u m P h y s i c a l D r i v e V o l u m e ( ) f a i l e d t o r e t r i e v e D r i v e s [ % s ] ' s V o l u m e s I n f o r m a t i o n . G e t D r i v e L a y o u t B i t m a p I m p ( ) % s f a i l e d . P a s s e d N U L L P a r a m e t e r . S t o r a g e [ % s ] B u s T y p e : % d . G e t A l l P r e s e n t D i s k s ( ) f a i l e d . O p e n E x i s t D e v i c e ( % s ) f a i l e d , e r r o r : % l u . D e v i c e I o C o n t r o l ( ) % s I O C T L _ D I S K _ G E T _ D R I V E _ G E O M E T R Y f a i l e d , e r r o r : % l u . G e t V o l u m e I n f o r m a t i o n f a i l : % d . S t o r a g e T y p e G e t D r i v e F r e e S p a c e ( % s ) f a i l e d . G e t D r i v e L a y o u t I D R a w ( ) P H Y S I C A L D R I V E % l u f a i l e d . P a s s e d I n v a l i d P a r a m e t e r s . P h y s i c a l D r i v e B a s i c L a y o u t ( ) f a i l e d . P H Y S I C A L D R I V E % l u i s R A W o r D y n a m i c - d i s k . G e t D e v i c e P a t h ( ) f a i l e d . L o a d F i l e ' % s ' f a i l e d G e t L o g i c a l D r i v e s ( ) f a i l e d t o r e t r i e v e a l l l o g i c a l - d r i v e s ' B i t m a s k , e r r o r C o d e : % l u . ' % s ' h a s n o r o o t i n f o G e t P h y s i c a l D r i v e F r o m L o g i c a l D r i v e ( % c , ) f a i l e d . G e t L o g i c a l D r i v e F r e e S p a c e ( ) % c f a i l e d . Indentifier n e w % l u B f o r % l u L O G I C A L _ D I R V E f a i l e d . P a s s e d I n v a l i d P a r a m e t e r s . G e t L o g i c a l D r i v e s ( ) f a i l e d t o r e t r i e v e a l l l o g i c a l - d r i v e s ' B i t m a s k , e r r o r C o d e : % l u . L o a d F i l e ' % s ' f a i l e d G e t P h y s i c a l D r i v e E x F r o m L o g i c a l D r i v e ( ) % c f a i l e d . G e t L o g i c a l D r i v e F r e e S p a c e ( ) % c f a i l e d . ' % s ' h a s n o r o o t i n f o n e w % l u B f o r % l u L O G I C A L _ D I R V E f a i l e d . P a s s e d N U L L P a r a m e t e r . G e t L o g i c a l D r i v e W i t h i n S t o r D e v i c e ( ) % l u f a i l e d . Indentifier L o g i c a l - d r i v e [ % c ] i s e x F A T o r U n k n o w n P a r t i t i o n , j u s t i g n o r e d , P a r t i t i o n T y p e : % l d . P a s s e d N U L L P a r a m e t e r . G e t S y s t e m P r e s e n t D i s k ( ) f a i l e d . \ \ . \ P H Y S I C A L D R I V E % u Partition N o t f o u n d a n y h a r d - d i s k w i t h i n s y s t e m . G e t L o g i c a l D r i v e E x W i t h i n S t o r D e v i c e ( ) f a i l e d . P a s s e d N U L L P a r a m e t e r . G e t L o g i c a l D r i v e s W i t h i n S y s t e m ( ) f a i l e d . n e w % d * s i z e o f ( L O G I C A L _ D R I V E f a i l e d . Partition P a s s e d I N V A L I D _ H A N D L E _ V A L U E P a r a m e t e r . S e t u p D i G e t D e v i c e R e g i s t r y P r o p e r t y f a i l e d . E r r o r C o d e : % l d H e a p A l l o c % l d b y t e m e m o r y f a i l e d . E r r o r C o d e : % l d P a s s e d N U L L P a r a m e t e r . S e t u p D i G e t C l a s s D e v s ( ) f a i l e d , e r r o r C o d e : % u n e w ( s t d : : n o t h r o w ) c h a r ( ) S P _ D E V I C E _ I N T E R F A C E _ D E T A I L _ D A T A f a i l e d . Select C a n n o t g e t a n y l o g i c a l d r i v e s S e t u p D i E n u m D e v i c e I n t e r f a c e s ( ) f a i l e d , e r r o r C o d e : % u S e t u p D i G e t D e v i c e I n t e r f a c e D e t a i l ( ) f a i l e d , e r r o r C o d e : % u F i n d d i s k f r i e n d l y n a m e i s : % s , s k i p i t . S Y S T E M \ C u r r e n t C o n t r o l S e t \ E n u m \ O p e n K E Y % s f a i l e d I n v a l i d P a r a m e t e r . D e v i c e I o C o n t r o l ( ) % s I O C T L _ S T O R A G E _ Q U E R Y _ P R O P E R T Y f a i l e d f o r S T O R A G E _ D E S C R I P T O R _ H E A D E R , e r r o r C o d e : % l u . n e w ( s t d : : n o t h r o w ) c h a r [ % l u ] f a i l e d . n e w ( s t d : : n o t h r o w ) c h a r [ % l u ] f a i l e d . D e v i c e I o C o n t r o l ( ) % s I O C T L _ S T O R A G E _ Q U E R Y _ P R O P E R T Y f a i l e d f o r S T O R A G E _ D E V I C E _ D E S C R I P T O R , e r r o r C o d e : % l u . D e v i c e S t o r a g e [ % s ] , P r o p e r t y [ % s ] T y p e i s : % l u % c : \ S o f t w a r e \ S a n g f o r \ V M P \ D i s k I n f o D e b u g C a n n o t f i n d r e g ' % s ' , d o n o t f o r c e s p e c i f y s t o r a g e t y p e C a n n o t r e a d S t o r a g e T y p e f r o m ' % s ' , d o n o t f o r c e s p e c i f y s t o r a g e t y p e P a s s e d N U L L P a r a m e t e r . StartingOffset n e w o f s i z e ' % d ' f a i l e d N o S t o r a g e - d e v i c e f o u n d w i t h i n s y s t e m . n e w ( s t d : : n o t h r o w ) c h a r [ % l u ] f o r % l u S T O R A G E _ D E V I C E f a i l e d . G e t P h y s i c a l D r i v e F r o m V o l u m e ( ) f a i l e d f o r V o l u m e [ % s ] . S t o r a g e [ % s ] , D e v i c e N u m b e r : % l u , M e d i a T y p e : % l u . a d a p t e r t y p e i s n o t f i b r e , r o l l b a c k s t o r a g e T y p e t o % d [ D E B U G _ H E L P ] d e v i c e ' % d ' i s r e c o g n i z e d a s t y p e ' % d ' S t o r a g e [ % s ] , D e v i c e N u m b e r : % l u , i s r e m o v a b l e s t o r a g e , S t o r a g e T y p e : % l u . G e t P h y s i c a l D r i v e S t a t u s ( ) f a i l e d f o r S t o r a g e [ % s ] , D e v i c e N u m b e r [ % u ] . % s P a s s e d N U L L P a r a m e t e r . G e t S y s t e m A l l D i s k ( ) f a i l e d . N o D i s k - s t o r a g e f o u n d w i t h i n S y s t e m . A l l o c a t e % l u S T O R A G E _ D E V I C E f a i l e d . D e v i c e N u m b e r : % u , S t o r a g e T y p e : % u , S t a t u s : % d , F i l t e r : % u , M a y b e R A M D I S K ! D e v i c e N u m b e r : % u , S t o r a g e T y p e : % u , S t a t u s : % d , F i l t e r : % u D e v i c e N u m b e r : % u , S t o r a g e T y p e : % u , S t a t u s : % d . P a s s e d N U L L P a r a m e t e r . G e t S y s t e m P r e s e n t D i s k ( ) f a i l e d . N o t f o u n d a n y h a r d - d i s k w i t h i n s y s t e m . n e w % l u B f o r % l u d e v i c e - n u m b e r f a i l e d . G e t P h y s i c a l D r i v e S t a t u s i s f a i l . G e t S y s t e m A l l D i s k ( ) f a i l e d . N o D i s k - s t o r a g e f o u n d w i t h i n S y s t e m . P a s s e d N U L L P a r a m e t e r s , n o v a l u e s t o r e t u r n . I n v a l i d p a r a m , s z X m l F i l e : 0 x % p , s z D e v i c e I D : 0 x % p Disk g e t A t t r i b u t e ( I n d e n t i f i e r ) f a i l e d , m a y b e n o s u c h a t t r i b u t e Disk C a n n o t f i n d d i s k ' % s ' f r o m ' % s ' I n v a l i d p a r a m , s z X m l F i l e : 0 x % p , p V o l u m e F i l t e r : 0 x % p Disk g e t A t t r i b u t e ( I n d e n t i f i e r ) f a i l e d , m a y b e n o s u c h a t t r i b u t e Disk C a n n o t f i n d d i s k i d ' % s ' f r o m ' % s ' g e t A t t r i b u t e ( S t a r t i n g O f f s e t ) f a i l e d , m a y b e n o s u c h a t t r i b u t e S t r T o I n t 6 4 E x ( % s ) o f S p a c e S i z e f a i l e d , c o d e = 0 x % x C a n n o t f i n d v o l u m e w i t h o f f s e t ' % I 6 4 d ' f r o m d i s k i d ' % s ' , f i l e ' % s ' Select I n v a l i d p a r a m , s e l e c t f o r d e f a u l t . p D r i v e V o l u m e F i l t e r : 0 x % p , p V o l u m e I n f o : 0 x % p F o r m a t D i s k L a y o u t I D o f v o l u m e ' % u ' , d e v i c e ' % u ' f a i l e d n e w o f s i z e ' % d ' f a i l e d G e t L o g i c a l D r i v e s ( ) f a i l e d t o r e t r i e v e a l l l o g i c a l - d r i v e s ' B i t m a s k , e r r o r C o d e : % l u . i n v a l i d p a r a m , p V o l u m e I n f o : 0 x % p cS E @ +@ B@ @ @ @ @ @ @ @ @ @ @ @ @ 0+@ ,@ d i s k _ b i t m a p [ % s ] % 0 8 x - % 0 4 x - % 0 4 x - % 0 2 x % 0 2 x - % 0 2 x % 0 2 x % 0 2 x % 0 2 x % 0 2 x % 0 2 x K B M B G B T B P B E B Z B Y B D B N B S H D e l e t e K e y ( % u \ % s \ % s ) f a i l w i t h e r r o r ' % u ' S H C o p y K e y ( % u \ % s \ % s , % u \ % s ) f a i l w i t h e r r o r ' % u ' R e g C r e a t e K e y E x ( % u \ % s ) f a i l w i t h e r r o r ' % u ' R e g C r e a t e K e y ( % u \ % s \ % s ) f a i l w i t h e r r o r ' % u ' R e g Q u e r y I n f o K e y ( % u \ % s ) f a i l w i t h e r r o r ' % u ' R e g E n u m V a l u e ( % u \ % s ) ' % u | % u ' f a i l w i t h e r r o r ' % u ' G o t o ( % u \ % s , % s ) f a i l D e l e t e ( % u \ % s , % s ) f a i l R e g E n u m K e y ( % u \ % s ) ' % u | % u ' f a i l w i t h e r r o r ' % u ' R e g O p e n K e y E x ( % u \ % s \ % s ) f a i l w i t h e r r o r ' % u ' G o t o P a r e n t ( % u \ % s ) f a i l R e g S e t V a l u e E x ( % u \ % s , % s , % u ) f a i l w i t h e r r o r ' % u ' R e g S e t V a l u e E x ( % u \ % s , % s , % s ) f a i l w i t h e r r o r ' % u ' R e g Q u e r y V a l u e E x ( % u \ % s , % s ) f a i l w i t h e r r o r ' % u ' R e g D e l e t e V a l u e ( % u \ % s , % s ) f a i l w i t h e r r o r ' % u ' \ R e g O p e n K e y E x ( % u \ % s , % u ) f a i l w i t h e r r o r ' % u ' R e g Q u e r y V a l u e E x ( % u \ % s , % s ) f a i l w i t h e r r o r ' % u ' R e g C r e a t e K e y E x ( % u \ % s ) f a i l w i t h e r r o r ' % u ' R e g S e t V a l u e E x ( % u \ % s ) t y p e : % d l e n _ : % d f a i l w i t h e r r o r ' % u ' % 0 8 x - % 0 4 x - % 0 4 x - % 0 2 x % 0 2 x - % 0 2 x % 0 2 x % 0 2 x % 0 2 x % 0 2 x % 0 2 x d i s k _ b i t m a p [ % s ] S ̿D M ԿD D ܿD B D V a l D F o r c e R e m o v e D N o R e m o v e D D e l e t e ,D A p p I D C L S I D C o m p o n e n t C a t e g o r i e s F i l e T y p e I n t e r f a c e H a r d w a r e M i m e S A M S E C U R I T Y S Y S T E M S o f t w a r e T y p e L i b I n v a l i d D a t e T i m e I n v a l i d D a t e T i m e S p a n C r e a t e F i l e % s f a i l e d ! C o d e : % l d M i n i D u m p W r i t e D u m p c r e a t e f a i l e d ! C o d e : % l d % s \ D u m p % Y % m % d % H % M % S . d m p % s \ D u m p \ % s _ % l d _ % s C r e a t e D u m p % s f a i l e d ! @D LD XD D D D D D D D D D D E C TeE \eE heE xeE & (eE ,eE 8eE LeE ( D D D p1C eE fE fE & (eE eE eE eE D D xD 02C fE fE fE D & (@fE `fE tfE fE D D `D 3C 4gE & (fE fE gE ,gE D D D 3C & (PgE pgE gE gE hD D D 4C gE gE gE gE ' hE 4hE ' `hE |hE ' hE hE ' ' hE iE (iE @iE XiE liE |iE iE D D D d i s k _ b i t m a p [ % s ] % 0 8 x - % 0 4 x - % 0 4 x - % 0 2 x % 0 2 x - % 0 2 x % 0 2 x % 0 2 x % 0 2 x % 0 2 x % 0 2 x C o m p r e s s B i t m a p ( ) s t a r t : % l u
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GetAllPresentDisks() error! CheckDisk() error! C h e c k D i s k ( ) f a i l e d t o d o C o m p a t i b i l i t y f o r P 2 V .
alloc PDRIVE_LAYOUT_BITMAP_INFO error! d w P r e s e t D i s k s = % d n e w ( s t d : : n o t h r o w ) c h a r ( ) D R I V E _ L A Y O U T _ B I T M A P _ I N F O f a i l e d GetDriveLayoutIDRaw failed G e t D r i v e L a y o u t I D R a w f a i l e d o f d i s k N u m b e r ( % d ) F o r m a t D i s k L a y o u t I D ( ) f a i l e d ! FormatDiskLayoutIDA() error! d i s k _ i d = % s G e t D r i v e L a y o u t B i t m a p ( ) f a i l e d g e t t h e b i t m a p i n f o r m a t i o n o f p h y s i c a l d r i v e : % u v o l u m e s .
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failed to calloc for bitmap->disk_id LayoutBitmapToDiskBitmap() failed! L a y o u t B i t m a p T o D i s k B i t m a p ( ) f a i l e d !
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% S y s t e m R o o t % \ T e m p \ S f p 2 v S f V m D i s k B i t m a p C r e a t e M u t e x t ( ) f a i l e d ! e r r o r : % d
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S D M D D D B D V a l D F o r c e R e m o v e D N o R e m o v e D D e l e t e D A p p I D C L S I D C o m p o n e n t C a t e g o r i e s F i l e T y p e I n t e r f a c e H a r d w a r e M i m e S A M S E C U R I T Y S Y S T E M S o f t w a r e T y p e L i b S e r v i c e s t a r t e d F a i l e d i n i t w o r k F a i l e d s t a r t s e r v e r t h r e a d % S y s t e m R o o t % \ T e m p \ S f p 2 v - / U n r e g S e r v e r R e g S e r v e r S e r v i c e S e r v i c e s t o p p e d H a n d l e r n o t i n s t a l l e d B a d s e r v i c e r e q u e s t F- S e r v i c e S e r v i c e P a r a m e t e r s d i s k _ b i t m a p _ s e r v i c e L o c a l S e r v i c e { 9 6 E 6 C 7 4 6 - 2 C 7 B - 4 1 F 4 - B 0 B C - 0 E 1 8 6 B 4 9 D 1 9 2 } A p p I D RegOpenKeyTransactedW A d v a p i 3 2 . d l l \ I m p l e m e n t e d C a t e g o r i e s \ R e q u i r e d C a t e g o r i e s C L S I D \ FRegDeleteKeyExW RegDeleteKeyTransactedW C o u l d n ' t c r e a t e s e r v i c e R P C S S C o u l d n ' t o p e n s e r v i c e m a n a g e r S e r v i c e c o u l d n o t b e d e l e t e d C o u l d n ' t o p e n s e r v i c e RegisterTypeLibForUser O L E A U T 3 2 . D L L . t l b UnRegisterTypeLibForUser E 0C tC GC C tC C uC uC uC uC F FLE uC tC LC C tC C uC uC uC uC R E G I S T R Y M o d u l e _ R a w M o d u l e `E p}C }C }C ~C C }C D D D D D D D D D (D PD hD D D H K C R H K C U H K L M H K U H K P D H K D D H K C C H K E Y _ C L A S S E S _ R O O T H K E Y _ C U R R E N T _ U S E R H K E Y _ L O C A L _ M A C H I N E H K E Y _ U S E R S H K E Y _ P E R F O R M A N C E _ D A T A H K E Y _ D Y N _ D A T A H K E Y _ C U R R E N T _ C O N F I G
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C l a s s e s RegCreateKeyTransactedW A P P I D `$;\J & d i s k _ b i t m a p [ % s ] % 0 8 x - % 0 4 x - % 0 4 x - % 0 2 x % 0 2 x - % 0 2 x % 0 2 x % 0 2 x % 0 2 x % 0 2 x % 0 2 x \ \ . \ Z : Z : \ N T F S I n v a l i d p a r a m e t e r s l p V o l u m e N a m e = 0 x % p R e t r i e v a l P o i n t e r B a s e = 0 x % p C r e a t e F i l e % s f a i l : % d t h e i n p u t v o l u m e n a m e i s % s . F S C T L _ G E T _ R E T R I E V A L _ P O I N T E R _ B A S E f a i l : % d \ \ . \ Z : E X F A T I n v a l i d P a r a m e t e r s l p V o l u m e N a m e = 0 x % p p B a s e = 0 x % p R e a d V o l u m e ( ) % s f a i l e d . t h e i n p u t v o l u m e n a m e i s % s . F A T 3 2 G e t V o l u m e I n f o r m a t i o n o f % s f a i l % d F A T 1 6 G e t V e r s i o n E x f a i l : % d t h e % s o f f i l e s y s t e m i s n o t s u p p o r t e d I n v a l i d p a r a m e t e r s l p V o l u m e N a m e = 0 x % p p B a s e = 0 x % p i n v a l i d p a r a m e t e r s p I n f o = 0 x % p R e t r i e v a l P o i n t e r B a s e = 0 x % p i n v a l i d p a r a m e t e r s p I n f o - > h U s e r H a n d l e i s N U L L G e t R e t r i e v a l P o i n t e r B a s e f a i l ! G e t D i s k F r e e S p a c e % s f a i l e d , C o d e : % l u . ClusterInfo G e t F i l e S i z e E x f a i l e d , e r r o r C o d e : % l u . S o r t I n f o : e n t e r S o r t I n f o n e w a l l o c a t e % l u B m e m o r y f a i l e d . S o r t I n f o : a r r a y s i z e < = 0 F S C T L _ G E T _ R E T R I E V A L _ P O I N T E R S f a i l e d , C o d e : % l u . n e w a l l o c a t e % l u B m e m o r y f a i l e d . Extent%d F i l e S i z e : % I 6 4 d , C l u s t e r C o u n t : % I 6 4 d , E x t e n t C o u n t : % l d Count S o r t I n f o : a l l o c a t e m e m o r y f a i l e d , a r r a y s i z e = % d Lcn Count PrevVCN DeviceStartOffset DeviceEndOffset Lcn Count PrevVCN DeviceStartOffset DeviceEndOffset Extent%d Count S o r t I n f o : n T o t a l C l u s t e r = % d U n k n o w d e v i c d e . %c: Path G e t D i s k S e r i a l N u m b e r % c f a i l e d ! . SerialSN PartitionNumber FileSize G e t P h y s i c a l D r i v e F r o m L o g i c a l D r i v e % c f a i l e d ! . DeviceNumber G e t F i l e C l u s t e r s f a i l e d . ClusterSize G e t L o g i c a l D r i v e P a r t i t i o n I n f o E x ( ) % c f a i l e d . StartingOffset ClusterCount Count Lcn Count PrevVCN DeviceStartOffset DeviceEndOffset Extent%d ClusterInfo Count Pagefile%d MD5 G e t J s o n P a g e f i l e C l u s t e r f o r % c s u c c e s s ! G e t J s o n P a g e f i l e C l u s t e r f o r % c f a i l e d ! Pagefiles S F U t i l \ \ . \ % s C r e a t e F i l e ( % s , . . . , O P E N _ E X I S T I N G , . . . ) f a i l e d , e r r o r : % l d .
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I n v a l i d P a r a m e t e r : h D e v i c e = 0 x % p S e r i a l N u m b e r = 0 x % p \ \ . \ % c : O p e n D e v i c e B y N a m e f a i l ! D e v i c e I o C o n t r o l ( ) % s I O C T L _ S T O R A G E _ Q U E R Y _ P R O P E R T Y f a i l e d f o r S T O R A G E _ D E S C R I P T O R _ H E A D E R , e r r o r C o d e : % l u . n e w ( s t d : : n o t h r o w ) c h a r [ % l u ] f a i l e d . D e v i c e I o C o n t r o l ( ) % s I O C T L _ S T O R A G E _ Q U E R Y _ P R O P E R T Y f a i l e d f o r S T O R A G E _ D E V I C E _ D E S C R I P T O R , e r r o r C o d e : % l u . T h e r e i s n o S e r i a l N u m b e r ! invalid vector<T> subscript S D M D D D B D V a l D F o r c e R e m o v e D N o R e m o v e D D e l e t e D A p p I D C L S I D C o m p o n e n t C a t e g o r i e s F i l e T y p e I n t e r f a c e H a r d w a r e M i m e S A M S E C U R I T Y S Y S T E M S o f t w a r e T y p e L i b d i s k _ b i t m a p [ % s ] V m D i s k B i t m a p S t a r t e d C r e a t e S t a r t e d E v e n t f a i l e d V m D i s k B i t m a p S t o p e d C r e a t e S t o p e d E v e n t f a i l e d V m D i s k B i t m a p S e r v i c e V m D i s k B i t m a p S e r v i c e C r e a t e M u t e x ( % s ) f a i l , e r r = % d W o r k I n i t , r e t = % d F a i l e d c r e a t e s e r v e r t h r e a d , e r r : % u S u c c e s s c r e a t e s e r v e r t h r e a d S t o p s e r v e r , b R e t = % d S D M D D (D B 0D V a l 8D F o r c e R e m o v e DD N o R e m o v e `D D e l e t e xD A p p I D C L S I D C o m p o n e n t C a t e g o r i e s F i l e T y p e I n t e r f a c e H a r d w a r e M i m e S A M S E C U R I T Y S Y S T E M S o f t w a r e T y p e L i b F # F E C C hE C C E C C E 5C D D C C C generic PE 5C 'C WC C C C iostream E 5C 'C zC C C C system E 5C +C WC C C C iostream stream error * 8 E C C E C C C C C A C C A PA C C C C C
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