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t h i s b l o c k w a s n o t b a c k u p t o d a t a s t o r e S % 0 1 0 u % s V S t o r e \ % s \ d i s k % u . D 2 D . i d x % s V S t o r e \ % s \ d i s k % u . D 2 D v e r i f y c h e c k s u m f o r o n e b l o c k [ % u ] , S I = % u , u s B o u n d a r y O f f s e t = % u , u s D a t a C h e c k s u m = % u , u l l B a s e I n d e x I n G D D = % u v e r i f y c h e c k s u m f o r o n e b l o c k [ % u ] , S I = % u , u s B o u n d a r y O f f s e t = % u , u s D a t a C h e c k s u m = % u , u l l B a s e I n d e x I n G D D = % u
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C D a t a S t o r e I n s t C o n f i g : : L o a d C o n f i g u r a t i o n % s : : I n v a l i d p a r a m e t e r . S O F T W A R E \ C A \ A R C s e r v e U n i f i e d D a t a P r o t e c t i o n \ E n g i n e \ D a t a S t o r e % s : : L o a d D S C o n f i g u r a t i o n ( ) f a i l e d . T o p K e y = % s \ G D D % s : : L o a d G D D C o n f i g u r a t i o n ( ) f a i l e d . T o p K e y = % s \ C o m m S t o r e % s : : L o a d C o m m o n C o n f i g u r a t i o n ( ) f a i l e d . T o p K e y = % s C D a t a S t o r e I n s t C o n f i g : : L o a d D S C o n f i g u r a t i o n % s : : I n v a l i d p a r a m e t e r s % s : : R e g O p e n K e y E x ( ) f a i l e d . K e y = % s , E C = % d . E n a b l e E n c t y p t % s : : R e g Q u e r y V a l u e E x W ( D e D u p e B l o c k S i z e I n K B ) f a i l e d . K e y = % s , E C = % d C D a t a S t o r e I n s t C o n f i g : : L o a d G D D C o n f i g u r a t i o n D e D u p e B l o c k S i z e I n K B I n d e x R o l e % s : : L o a d P r i m a r y S e r v e r C o n f i g ( ) f a i l e d . K e y = % s H a s h R o l e % s : : L o a d H a s h S e r v e r C o n f i g ( ) f a i l e d . K e y = % s D a t a R o l e % s : : L o a d D a t a S e r v e r C o n f i g ( ) f a i l e d . K e y = % s C D a t a S t o r e I n s t C o n f i g : : L o a d C o m m o n C o n f i g u r a t i o n S t o r e P a t h % s : : R e g Q u e r y V a l u e E x W ( S t o r e P a t h 1 ) f a i l e d . K e y = % s , E C = % d . % s : : S t o r e P a t h i s n u l l u n d e r t h e k e y % s % s : : F a i l e d t o a l l o c a t e m e m o r y f o r p a t h q u e r y . K e y = % s . % s : : R e g Q u e r y V a l u e E x W ( S t o r e P a t h 2 ) f a i l e d . K e y = % s , E C = % d . u s e r % s : : R e g Q u e r y V a l u e E x W ( U s e r 1 ) f a i l e d . K e y = % s , E C = % d . % s : : F a i l e d t o a l l o c a t e m e m o r y f o r u s e r q u e r y . K e y = % s . % s : : R e g Q u e r y V a l u e E x W ( U s e r 2 ) f a i l e d . K e y = % s , E C = % d . % s : : D e c r y p t D a t a P a s s w o r d ( U s e r ) f a i l e d . K e y = % s p w d % s : : R e g Q u e r y V a l u e E x W ( P w d 1 ) f a i l e d . K e y = % s , E C = % d . % s : : F a i l e d t o a l l o c a t e m e m o r y f o r p w d q u e r y . K e y = % s . % s : : R e g Q u e r y V a l u e E x W ( P w d 2 ) f a i l e d . K e y = % s , E C = % d . % s : : D e c r y p t D a t a P a s s w o r d ( p w d ) f a i l e d . K e y = % s % s : : C o n n e c t C o m m o n F o l d e r ( ) f a i l e d . C o m m o n P a t h = % s C D a t a S t o r e I n s t C o n f i g : : L o a d P r i m a r y S e r v e r C o n f i g % s : : R e g O p e n K e y E x W ( ) f a i l e d . K e y = % s , E C = % d P a t h % s : : R e g Q u e r y V a l u e E x W ( P a t h 1 ) f a i l e d . K e y = % s , E C = % d . % s : : P a t h i s n u l l u n d e r t h e k e y % s % s : : R e g Q u e r y V a l u e E x W ( P a t h 2 ) f a i l e d . K e y = % s , E C = % d . % s : : C o n n e c t I n d e x F o l d e r ( ) f a i l e d . I n d e x P a t h = % s C D a t a S t o r e I n s t C o n f i g : : L o a d H a s h S e r v e r C o n f i g H a s h R o l e M o d e % s : : R e g Q u e r y V a l u e E x W ( H a s h R o l e M o d e ) f a i l e d . K e y = % s , E C = % d . S S D S i z e I n G B % s : : R e g Q u e r y V a l u e E x W ( S S D S i z e I n G B ) f a i l e d . K e y = % s , E C = % d M a x M e m I n M B % s : : R e g Q u e r y V a l u e E x W ( M a x M e m I n M B ) f a i l e d . K e y = % s , E C = % d . % s : : C o n n e c t H a s h F o l d e r ( ) f a i l e d . H a s h P a t h = % s C D a t a S t o r e I n s t C o n f i g : : L o a d D a t a S e r v e r C o n f i g % s : : C o n n e c t D a t a F o l d e r ( ) f a i l e d . D a t a F o l d e r = % s { 3 C 6 7 4 A A E - F 3 4 E - 4 6 0 2 - 9 3 B 2 - F 0 8 8 6 E D D 6 D C 2 } C D a t a S t o r e I n s t C o n f i g : : D e c r y p t D a t a P a s s w o r d % s : : B u f f e r l e n g t h f o r D a t a p a s s w o r d i s n o t e n o u g h [ % d > % d ] D e c r y p t p a s s w o r d r e t u r n [ % d ] l e n [ % d ] C D a t a S t o r e I n s t C o n f i g : : C o n n e c t I n d e x F o l d e r % s : : C o n n e c t R e m o t e F o l d e r ( ) f a i l e d . I n d e x P a t h = % s , E C = % d % s : : M a p i n d e x p a t h [ % s ] t o [ % s ] C D a t a S t o r e I n s t C o n f i g : : C o n n e c t H a s h F o l d e r % s : : C o n n e c t R e m o t e F o l d e r ( ) f a i l e d . H a s h P a t h = % s , E C = % d % s : : M a p h a s h p a t h [ % s ] t o [ % s ] C D a t a S t o r e I n s t C o n f i g : : C o n n e c t D a t a F o l d e r % s : : C o n n e c t R e m o t e F o l d e r ( ) f a i l e d . D a t a P a t h = % s , E C = % d % s : : M a p d a t a p a t h [ % s ] t o [ % s ] C D a t a S t o r e I n s t C o n f i g : : C o n n e c t C o m m o n F o l d e r % s : : C o n n e c t R e m o t e F o l d e r ( ) f a i l e d . C o m m o n P a t h = % s , E C = % d % s : : M a p C o m m o n p a t h [ % s ] t o [ % s ] Z : D a t a s t o r e s c a n n e r C u r r e n t M a p p e d d i s k i s : [ % s ] C D a t a S t o r e I n s t C o n f i g : : C o n n e c t R e m o t e F o l d e r % s : : W N e t A d d C o n n e c t i o n 2 ( ) f a i l e d . F o l d e r = % s , E C = % d C D a t a S t o r e I n s t C o n f i g : : D i s C o n n e c t I n d e x F o l d e r % s : F a i l e d t o d i s c o n n e c t f r o m i n d e x f o l d e r % s . D i s k = % s C D a t a S t o r e I n s t C o n f i g : : D i s C o n n e c t H a s h F o l d e r % s : F a i l e d t o d i s c o n n e c t f r o m h a s h f o l d e r % s . D i s k = % s C D a t a S t o r e I n s t C o n f i g : : D i s C o n n e c t D a t a F o l d e r % s : F a i l e d t o d i s c o n n e c t f r o m d a t a f o l d e r % s . D i s k = % s C D a t a S t o r e I n s t C o n f i g : : D i s C o n n e c t C o m m o n F o l d e r % s : F a i l e d t o d i s c o n n e c t f r o m c o m m o n f o l d e r % s . D i s k = % s C D a t a S t o r e I n s t C o n f i g : : D i s C o n n e c t R e m o t e F o l d e r % s : : W N e t C a n c e l C o n n e c t i o n 2 f o r D i s k [ % s ] f a i l e d . E C = % d . . \ L o g s \ D a t a S t o r e S c a n n e r _ % d - % d - % d _ % d - % d - % d - % d S O F T W A R E \ C A \ A R C s e r v e U n i f i e d D a t a P r o t e c t i o n \ E n g i n e \ D e b u g \ G D D L o g L e v e l L o g F i l e S i z e I n K B t h e d e f a u l t L o g L e v e l = % u L o g F i l e S i z e I n K B = % u F a i l e d .
V e r i f y D a t a S t o r e % s : : I n s t a n c e n a m e i s n u l l % s : : I n v a l i d v e r i f y t y p e % u L o a d d a t a s t o r e i n s t a n c e c o n f i g u r a t i o n . . . L o a d d a t a s t o r e i n s t a n c e c o n f i g u r a t i o n . . . I n s t a n c e = % s f a i l e d
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% s : : n o p a s s w o r d s p e c i f i e d f o r e n c r y p t e d d a t a s t o r e . p l e a s e s e t p a s s w o r d . D a t a S t o r e . c o n f L o a d d a t a s t o r e c o n f i g f i l e . . . L o a d d a t a s t o r e c o n f i g f i l e . . . C o n f i g F i l e = % s % s : : D u m p D a t a S t o r e C o n f i g ( ) f a i l e d . C o n f i g F i l e = % s V e r i f i e d % u s e s s i o n s o f % u n o d e s
V e r i f i e d % u i n d e x f i l e s i n t o t a l . V e r i f i e d % u r e f f i l e s i n t o t a l . C h e c k S i b a t R e b u i l d H a s h S t a r t t o r e b u i l d h a s h t a b l e t o % s . . .
S t a r t t o r e b u i l d h a s h t a b l e t o % s . . . % s : : C r e a t e H a s h T a b l e ( ) f a i l e d . I n s t a n c e = % s % s : : R e f C o u n t M n g r . I n i t ( ) f a i l e d . I n s t a n c e = % s % s : : R e f C o u n t M n g r . C a l c u l a t e R e f C o u n t ( ) f a i l e d . I n s t a n c e = % s % s : : R e f C o u n t M n g r . R e b u i l d H a s h T a b l e ( ) f a i l e d . I n s t a n c e = % s D S I n d e x V e r i f y . d a t D S H a s h V e r i f y . d a t - [ W a r n i n g ] F a i l e d t o c o p y v e r i f i c a t i o n f i l e f r o m % s t o % s !
% s : : F a i l e d t o c o p y v e r i f i c a t i o n f i l e . I n s t a n c e = % s , F r o m = % s , T o = % s , E C = % d F a i l e d t o r e b u i l d h a s h t a b l e !
F a i l e d t o r e b u i l d h a s h t a b l e ! F i n i s h e d r e b u i l d i n g h a s h t a b l e .
F i n i s h e d r e b u i l d i n g h a s h t a b l e . S t a r t t o v e r i f y r e f c o u n t . . .
S t a r t t o v e r i f y r e f c o u n t . . . V e r i f y R e f C o u n t % s : : R e f C o u n t M n g r . V e r i f y R e f C o u n t ( ) f a i l e d . I n s t a n c e = % s F a i l e d t o v e r i f y r e f c o u n t .
R e f c o u n t v e r i f i c a t i o n i s f a i l e d . F i n i s h e d v e r i f y i n g r e f c o u n t .
R e f c o u n t v e r i f i c a t i o n i s f i n i s h e d . T o t a l % I 6 4 u r e f e n t r i e s a r e v e r i f i e d i n c l u d i n g % I 6 4 u h o l e s .
T o t a l % I 6 4 u r e f e n t r i e s a r e v e r i f i e d i n c l u d i n g % I 6 4 u h o l e s . - T o t a l % I 6 4 u r e f e n t r i e s h a v e c o r r e c t r e f c o u n t .
- T o t a l % I 6 4 u r e f e n t r i e s h a v e c o r r e c t r e f c o u n t . - [ W a r n i n g ] T o t a l % I 6 4 u r e f e n t r i e s h a v e b i g g e r r e f c o u n t i n h a s h t a b l e t h a n e x p e c t e d !
- [ W a r n i n g ] T o t a l % I 6 4 u r e f e n t r i e s h a v e b i g g e r r e f c o u n t i n h a s h t a b l e t h a n e x p e c t e d ! - [ E r r o r ] T o t a l % I 6 4 u r e f e n t r i e s h a v e s m a l l e r r e f c o u n t i n h a s h t a b l e t h a n e x p e c t e d !
- [ E r r o r ] T o t a l % I 6 4 u r e f e n t r i e s h a v e s m a l l e r r e f c o u n t i n h a s h t a b l e t h a n e x p e c t e d ! - T o t a l % I 6 4 u r e f e n t r i e s a r e c o r r e t l y m a r k e d a s h o l e .
- T o t a l % I 6 4 u r e f e n t r i e s a r e c o r r e c t l y m a r k e d a s h o l e . - [ E r r o r ] T o t a l % I 6 4 u r e f e n t r i e s a r e w r o n g l y m a r k e d a s h o l e !
- [ E r r o r ] T o t a l % I 6 4 u r e f e n t r i e s a r e w r o n g l y m a r k e d a s h o l e ! - [ W a r n i n g ] T o t a l % I 6 4 u r e f e n t r i e s a r e h o l e s b u t t h e y a r e n o t m a r k e d a s h o l e !
- [ W a r n i n g ] T o t a l % I 6 4 u r e f e n t r i e s a r e h o l e s b u t t h e y a r e n o t m a r k e d a s h o l e ! - [ W a r n i n g ] T o t a l % I 6 4 u i n d e x e n t r i e s h a v e n o r e f e n t r i e s !
- [ W a r n i n g ] T o t a l % I 6 4 u i n d e x e n t r i e s h a v e n o r e f e n t r i e s ! S t a r t t o v e r i f y d a t a . . .
S t a r t t o v e r i f y d a t a . . . V e r i f y D a t a % s : : V e r i f y D a t a M n g r . I n i t ( ) f a i l e d . I n s t a n c e = % s % s : : V e r i f y D a t a M n g r . V e r i f y D a t a ( ) f a i l e d . I n s t a n c e = % s F a i l e d t o v e r i f y d a t a .
D a t a v e r i f i c a t i o n i s f a i l e d . F i n i s h e d v e r i f y i n g d a t a .
D a t a v e r i f i c a t i o n i s f i n i s h e d . - T o t a l % I 6 4 u d a t a b l o c k s h a v e c o r r e c t k e y s i n h a s h t a b l e .
- T o t a l % I 6 4 u d a t a b l o c k s h a v e c o r r e c t k e y s i n h a s h t a b l e . - [ E r r o r ] T o t a l % I 6 4 u d a t a b l o c k s h a v e w r o n g k e y s i n h a s h t a b l e !
- [ E r r o r ] T o t a l % I 6 4 u d a t a b l o c k s h a v e w r o n g k e y s i n h a s h t a b l e ! D u m p D a t a S t o r e C o n f i g % s : : F a i l e d t o c r e a t e C S t o r e I n s t C o n f g I n f o o b j e c t % s : : R e a d D a t a S t o r e C o n f ( ) f a i l , C o n f i g F i l e = % s , E C = % d % s : : G D D i s n o t e n a b l e d i n c o n f i g f i l e % s D u m p G D D d a t a s t o r e c o n f i g u r a t i o n f r o m f i l e % s : - > E n a b l e C o m p r e s s [ % d ] , E n a b l e E n c r y p t [ % d ] . - > C o m p r e s s t y p e [ % d ] , E n c r y p t t y p e [ % d ] . H a s h M e r g e T r e e . d l l C r e a t e H a s h T a b l e % s : : F a i l e d t o l o a d H a s h M e r g e T r e e . d l l . E C = % d CreateHashMergeTree % s : : G e t P r o c A d d r e s s ( C r e a t e H a s h M e r g e T r e e ) f a i l e d . E C = % d % s : : C r e a t e H a s h M e r g e T r e e ( ) f a i l e d % s : : H a s h M e r g e T r e e - > I n i t S y n c ( ) f a i l e d . H a s h P a t h = % s , H a s h R o l e = % u , u i 6 4 A l l o c M e m S i z e = % I 6 4 u , u i 6 4 S S D S i z e = % I 6 4 u , E C = % u % s : : H a s h t a b l e i n i t w i t h i n v a l i d p a r a m e t e r . % s : : T h e s p e c i f i e d m e m o r y i s t o o s m a l l , P l e a s e r e t r y w i t h m o r e m e m o r y . % s : : F a i l e d t o l o a d t h e e x i s t e d h a s h e n t r i e s . H a s h t a b l e i s i n i t i a l i z e d s u c c e s s f u l l y . % s \ * D e l e t e R e c u r s i v e D i r e c t o r y % s : : F i n d F i r s t F i l e ( ) f a i l e d . F i l e = % s , E C = % d . . . % s \ % s % s : : D e l e t e F i l e ( ) f a i l e d . F i l e = % s , E C = % d % s : : R e m o v e D i r e c t o r y ( ) f a i l e d . D i r = % s , E C = % d U p d a t e L o g L e v e l t o % d G * . r e f V e r i f y C h e c k s u m I m p % s : : o b j F o l d e r . I n i t ( ) f a i l e d . P a t h = % s , P a t t e r n = % s % s : : o b j F o l d e r . F i n d T h e F i r s t F i l e ( ) f a i l e d . P a t h = % s , P a t t e r n = % s P r o c e s s i n g f i l e % s . . .
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C o r r e c t e d t o v e r i f y % s
% s : : o b j F o l d e r . F i n d T h e N e x t F i l e ( ) f a i l e d . P a t h = % s , P a t t e r n = % s E n u m F o l d e r s B a c k u p D e v . s i g \ V S t o r e \ A L L S E S S I O N [ % d ] i s b e i n g p r o c e s s e d
V e r i f y S e s s i o n % s : : P r o c e s s s e s s i o n % d d i s k * . D 2 D . i d x % s : : F i n d F i r s t F i l e ( ) f a i l e d , F o l d e r = % s , E C = % d % s : : F i n d N e x t F i l e W ( ) f a i l e d , F o l d e r = % s , E C = % d N O D E [ % s ] i s b e i n g p r o c e s s e d
V e r i f y S o u r c e N o d e % s : : P r o c e s s s o u r c e n o d e % s V S t o r e F a i l e d t o g e t e n c r y p w d , w s z P w d = % s
F a i l e d t o n e w U t i l i t i e s : : D e c r y p t H e l p e r ( )
B a c k u p D e s t i n a t i o n . i c o G _ * . i n d e x % 0 1 0 u G % 0 1 0 u . r e f A F C o r e F u n c t i o n . d l l G e t E n c r y P W D % s : : F a i l e d t o l o a d A F C o r e F u n c t i o n . d l l . E C = % d , c a n ' t v e r i f y e n c r y p t e d d a t a AFGetDataStoreHashKey % s : : F a i l e d t o l o a d A F G e t D a t a S t o r e H a s h K e y ( ) , E C = % d , c a n ' t v e r i f y e n c r y p t e d d a t a % s : : A F G e t D a t a S t o r e H a s h K e y ( ) r e t u r n e r r o r , r e t = % d , c a n ' t v e r i f y e n c r y p t e d d a t a D S S C D a t a F i l e : : R e a d B l o c k s % s : : C r e a t e F i l e ( ) f a i l e d . F i l e = % s , E C = % d % s : : S e t F i l e P o i n t e r E x ( ) f a i l e d . F i l e = % s , O f f s e t = % I 6 4 d , E C = % d % s : : R e a d F i l e ( ) f a i l e d . F i l e = % s , O f f s e t = [ % u : % u ] , E C = % d % s : : R e a d F i l e ( ) f a i l e d . F i l e = % s , O f f s e t = [ % u : % u ] , T o R e a d = % u , R e a d = % u % s : : S e t F i l e P o i n t e r E x ( ) f a i l e d . F i l e = % s , O f f s e t = % I 6 4 u , E C = % d % s % s \ % s \ % s \ G % 0 1 0 u _ P % 0 6 u . d a t a D S S C F i l e F o l d e r : : I n i t D S S C F i l e F o l d e r : : F i n d T h e F i r s t F i l e T E M P D S S C F i l e F o l d e r : : F i n d T h e N e x t F i l e % s : : I n v a l i d f i n d f i l e h a n d l e D S S C F i l e F o l d e r : : F i n d T h e F i r s t F i l e 4 C o m m o n P a t h D S S C F i l e F o l d e r : : F i n d T h e N e x t F i l e 4 C o m m o n P a t h D S S C I n d e x F i l e : : O p e n % s : : F a i l e d t o r e a d f i l e h e a d e r . F i l e = % s , E C = % d % s : : F a i l e d t o s e e k t o p u r g e p o s i t i o n . F i l e = % s , P u r g e P o s i t i o n = % I 6 4 u D S S C I n d e x F i l e : : R e a d E n t r i e s % s : I n v a l i d p a r a m e t e r s % s : R e a d F i l e ( ) f a i l e d . F i l e = % s , E C = % d D S S C I n d e x F i l e : : S e e k E n t r i e s % s : : S e t F i l e P o i n t e r E x ( ) f a i l e d . F i l e = % s , P o s = % I 6 4 u , E C = % d D S S C R e f F i l e : : O p e n % s ( f i l e ) : : I n v a l i d p a r a m e t e r s % s ( f i l e ) : : C r e a t e F i l e ( ) f a i l e d . F i l e = % s , E C = % d % s ( f i l e ) : : R e a d H e a d e r ( ) f a i l e d . F i l e = % s % s ( n u m b e r ) : : I n v a l i d p a r a m e t e r s % s % s \ % s \ % s \ G % 0 1 0 u . r e f % s ( n u m b e r ) : : C r e a t e F i l e ( ) f a i l e d . F i l e = % s , E C = % d % s ( n u m b e r ) : : R e a d H e a d e r ( ) f a i l e d . F i l e = % s D S S C R e f F i l e : : R e a d E n t r y % s : : R e a d F i l e ( ) f a i l e d . F i l e = % s , O f f s e t = % I 6 4 u , E C = % d D S S C R e f F i l e : : R e a d H e a d e r % s : : S e t F i l e P o i n t e r E x ( ) f a i l e d . F i l e = % s , E C = % d DSSCRefFile::ReadHeader % s : : R e a d F i l e ( ) f a i l e d . F i l e = % s , E C = % d % s : : F a i l e d t o r e a d f i l e h e a d e r . F i l e = % s , d w T o R e a d = % d , d w R e a d = % d % s : : R e f H e a d e r . u i M a x E n t r i e s P e r S l i c e i s 0 , F i l e = % s D S S C R e f F i l e : : E s t i m a t e E n t r i e s % s : : G e t F i l e S i z e E x ( ) f a i l e d . F i l e = % s , E C = % d . % s : : G e t R e f H e a d ( ) f a i l e d . F i l e = % s , E C = % d . f a i l e d t o r e a d h e a d e r f r o m % s
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% s % s \ % s \ % s \ G _ % s . i n d e x % s % s \ % s \ % s \ G % s . r e f F a i l e d t o G e t D a t a , r e f E n t r y . m _ d a t a S l i c e O f f s e t = % u , r e f E n t r y . m _ t o t a l D a t a S i z e = % u
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pO N HN M 0 O A P A `P D R e b u i l d H a s h T a b l e C h i l d T h r e a d i s s t a r t e d . C R e b u i l d H a s h T a b l e T h r e a d : : R u n % s : : g _ p H a s h M e r g e T r e e - > I n s e r t N o S e a r c h E x ( ) f a i l e d . R e f F i l e N u m b e r = % u , R e f E n t r y S t a r t I n d e x = % I 6 4 u , R e f E n t r y C o u n t = % u , R e s u l t [ % d ] = % d . % s : : g _ p H a s h M e r g e T r e e - > I n s e r t N o S e a r c h E x ( ) f a i l e d b e c a u s e h a s h t a b l e i s f u l l . R e f F i l e N u m b e r = % u , R e f E n t r y S t a r t I n d e x = % I 6 4 u , R e f E n t r y C o u n t = % u % s : : g _ p H a s h M e r g e T r e e - > I n s e r t N o S e a r c h E x ( ) f a i l e d . R e f F i l e N u m b e r = % u , R e f E n t r y S t a r t I n d e x = % I 6 4 u , R e f E n t r y C o u n t = % u , E C = % d Q E 0 C R e f C o u n t M n g r : : I n i t % s : : F a i l e d t o c r e a t e C V e r i f y R e f C o u n t T h r e a d o b j e c t % s : : F a i l e d t o c r e a t e C R e b u i l d H a s h T a b l e T h r e a d o b j e c t C R e f C o u n t M n g r : : C a l c u l a t e R e f C o u n t % s : : D e l e t e R e c u r s i v e D i r e c t o r y ( ) f a i l e d . D i r = % s % s : : C r e a t e D i r e c t o r y ( ) f a i l e d . D i r = % s , E C = % d G _ * . i n d e x * i n d e x T o P u r g e I n P u r g e f a i l e d .
% s : : i n d e x F i l e . O p e n ( ) f a i l e d . F i l e = % s - P r o c e s s i n g % s . . . - P r o c e s s i n g % s ( s u s p e n d e d a t 0 x % I 6 4 x ) . . . % s : : i n d e x F i l e . R e a d E n t r i e s ( ) f a i l e d . F i l e = % s o k .
[ V e r i f y R e f C o u n t E r r o r ] : : 1 F o u n d a i n v a l i d i n d e x e n t r y ! - > I n d e x F i l e = % s - > R e f F i l e N u m b e r = % u - > R e f E n t r y I n d e x = % I 6 4 u - > u l l R e f C o u n t A r r a y L e n = % I 6 4 u - > g _ u l l K e y s _ I n v a l i d I n d e x E n t r y = % I 6 4 u [ V e r i f y R e f C o u n t E r r o r ] : : 2 F o u n d a i n v a l i d i n d e x e n t r y ! % s : : D S S C R e f F i l e : : E s t i m a t e E n t r i e s ( ) f a i l e d . R e f F i l e = % s [ V e r i f y R e f C o u n t E r r o r ] : : 3 F o u n d a i n v a l i d i n d e x e n t r y ! % s : : F a i l e d t o a l l o c a t e r e f c o u n t b u f . R e f F i l e = % s , L e n = % I 6 4 u [ V e r i f y R e f C o u n t E r r o r ] : : 4 F o u n d a i n v a l i d i n d e x e n t r y ! . r e f c o u n t - W r i t i n g r e f c o u n t f i l e % s % s . . . % s : : W r i t e F i l e ( ) f a i l e d . F i l e = % s , d w T o W r i t e = % u , E C = % d % s : : W r i t e F i l e ( ) f a i l e d . F i l e = % s , d w T o W r i t e = % u , d w W r i t t e n = % u C R e f C o u n t M n g r : : V e r i f y R e f C o u n t % s : : M i s m a t c h s c a n t y p e % d % s : : m _ F r e e B u f Q u e u e . I n i t ( ) f a i l e d . % s : : F a i l e d t o s t a r t c h i l d t h r e a d % s : : T r a v e r s e R e f C o u n t F i l e s ( ) f a i l e d . C R e f C o u n t M n g r : : R e b u i l d H a s h T a b l e * C R e f C o u n t M n g r : : T r a v e r s e R e f C o u n t F i l e s % s : : F i n d F i r s t F i l e ( ) f a i l e d . P a t t e r n = % s , E C = % d % s : : F i n d N e x t F i l e ( ) f a i l e d . P a t t e r n = % s , E C = % d - P r o c e s s i n g r e f f i l e % s . . . % s : : R e f F i l e . O p e n ( ) f a i l e d . R e f F i l e N u m b e r = % u % s : : F a i l e d t o o p e n r e f c o u n t f i l e % s . E C = % d % s : : F a i l e d t o r e a d n u m b e r o f r e f c o u n t e n t r i e s . F i l e = % s , E C = % d % s : : F a i l e d t o a l l o c a t e r e f c o u n t b u f f e r . F i l e = % s , B u f L e n = % I 6 4 u % s : : F a i l e d t o r e a d r e f c o u n t . F i l e = % s , T o t a l R e a d = % I 6 4 u , T o R e a d = % u , E C = % d % s : : F a i l e d t o r e a d r e f c o u n t . F i l e = % s , T o t a l R e a d = % I 6 4 u , T o R e a d = % u , R e a d = % u % s : : F a i l e d t o r e a d r e f e n t r i e s . F i l e = % s , S t a r t O f f s e t = % I 6 4 u % s : : F a i l e d t o r e a d r e f e n t r i e s . F i l e = % s , S t a r t O f f s e t = % I 6 4 u , T o R e a d = % u , R e a d = % u XR _ 0 Failed to open existing file %s, rv = %d F a i l e d t o g e t e n o u g h d a t a
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U t i l i t i e s : : F i l e P r o c e s s o r : : O p e n F i l e % s , F a i l e d t o c r e a t e f i l e % s
. D 2 D \ S C V e r i f y D a t a M n g r : : I n i t % s : : I n v a l i d h a s h k e y c a l c u l a t e t y p e % d % s : : F a i l e d t o c r e a t e C V e r i f y D a t a T h r e a d o b j e c t % s : : m _ p V e r i f y D a t a T h r e a d - > I n i t ( ) f a i l e d C V e r i f y D a t a M n g r : : V e r i f y D a t a % s : : r e f F i l e . O p e n ( ) f a i l e d . F i l e = % s % s : : F a i l e d t o r e a d r e f e n t r i e s . R e f F i l e = % s , S t a r t I n d e x = % I 6 4 u , d w E n t r i e s = % u % s : : F a i l e d t o r e a d d a t a b l o c k s . F i l e N u m b e r = % u , R e f E n t r y S t a r t I n d e x = % I 6 4 u , d w R e f E n t r i e s = % u C r y p t d l l . d l l MD5Init MD5Update MD5Final G D D C l i e n t . d l l C V e r i f y D a t a T h r e a d : : I n i t % s : : F a i l e d t o l o a d g d d c l i e n t . d l l . E C = % d InitDecryptionCompression % s : : F a i l e d t o l o a d I n i t D e c r y p t i o n C o m p r e s s i o n ( ) , E C = % d DecryptionAndDecompressionData % s : : F a i l e d t o l o a d D e c r y p t i o n A n d D e c o m p r e s s i o n D a t a ( ) , E C = % d DeinitDecryptionAndDecompression % s : : F a i l e d t o l o a d D e i n i t D e c r y p t i o n A n d D e c o m p r e s s i o n ( ) , E C = % d LoadZLibFunc4ScanTool % s : : F a i l e d t o l o a d L o a d Z L i b F u n c 4 S c a n T o o l ( ) , E C = % d % s : : m _ p I n i t D e c r y p t i o n C o m p r e s s i o n F u n c ( ) f a i l e d . F i l e = % s % s : : m _ p L o a d Z L i b F u n c ( ) f a i l e d . % s : : F a i l e d t o a l l o c a t e m _ p D a t a B l o c k I n f o % s : : F a i l e d t o a l l o c a t e m _ p P l a i n D a t a B l o c k s % s : : F a i l e d t o a l l o c a t e m _ p C a l c u l a t e d H a s h K e y s % s : : F a i l e d t o c r e a t e M D 5 _ H A S H o b j e c t % s : : F a i l e d t o c r e a t e C M S S h a 1 H a s h o b j e c t % s : : m _ p S h a 1 H a s h - > I n i t ( ) f a i l e d V e r i f y D a t a C h i l d T h r e a d i s s t a r t e d . [ V e r i f y D a t a E r r o r ] : : F o u n d 1 d a t a b l o c k w i t h w r o n g h a s h k e y ! - > R e f E n t r y S t a r t I n d e x = % I 6 4 u - > R e f E n t r y F l a g = 0 x % X - > D a t a S l i c e I D = % u - > D a t a B l o c k O f f s e t = % u - > D a t a B l o c k L e n g t h = % u % 0 2 X - > R e f E n t r y H a s h K e y = % s C V e r i f y D a t a T h r e a d : : R u n % s : : m _ p D e c r y p t i o n A n d D e c o m p r e s s i o n D a t a F u n c ( ) f a i l e d . [ V e r i f y D a t a E r r o r ] : : F o u n d % u d a t a b l o c k s w i t h w r o n g h a s h k e y s ! % s : : C a l c K e y ( ) f a i l e d . - > D a t a B l o c k H a s h K e y = % s R p 0 V e r i f y R e f C o u n t C h i l d T h r e a d i s s t a r t e d . C V e r i f y R e f C o u n t T h r e a d : : R u n % s : : g _ p H a s h M e r g e T r e e - > S e a r c h E x ( ) f a i l e d . R e f F i l e N u m b e r = % u , S t a r t I n d e x = % I 6 4 u , C o u n t = % u [ V e r i f y R e f C o u n t W a r n i n g ] : : F o u n d a w r o n g r e f c o u n t ! - > R e f c o u n t i n h a s h t a b l e i s % u , i t i s g r e a t e r t h a n e x p e c t e d ( % u ) ! [ V e r i f y R e f C o u n t E r r o r ] : : F o u n d a w r o n g r e f c o u n t ! - > R e f c o u n t i n h a s h t a b l e i s % u , i t i s l e s s t h a n e x p e c t e d ( % u ) ! [ V e r i f y R e f C o u n t E r r o r ] F o u n d a r e f e n t r y w h i c h i s s e t a s h o l e w r o n g l y ! - > A c t u a l R e f C o u n t = % u - > R e f C o u n t I n H a s h T a b l e = % u [ V e r i f y R e f C o u n t W a r n i n g ] F o u n d a r e f e n t r y w h i c h s h o u l d b e m a r k e d a s h o l e ! S 0 I n v a l i d p a r a m e t e r s ! ! ! ! ! E x c e p t i o n w h e n w r i t e b e l o w l o g . ! ! ! ! ! [ % d : % d ] S h a r e m e m o r y w a s d e s t r o i e d
G l o b a l \ L O G C F G _ M U T E X _ N A M E _ C 8 A A E 3 2 A - 9 6 1 9 - 4 6 8 5 - B 7 6 6 - F 0 0 3 8 2 3 B E E E 3 _ % d G l o b a l \ L O G C F G _ S M _ N A M E _ C 8 A A E 3 2 A - 9 6 1 9 - 4 6 8 5 - B 7 6 6 - F 0 0 3 8 2 3 B E E E 3 _ % d L o c a l \ L O G C F G _ S M _ N A M E _ C 8 A A E 3 2 A - 9 6 1 9 - 4 6 8 5 - B 7 6 6 - F 0 0 3 8 2 3 B E E E 3 _ % d . L o g \ L o g \ \ L o g s \ L o g s \ [ % d : % d ] F a i l e d t o w a i t m u t e x f o r f i l e [ % s ]
[%s %02d %05ld %05ld ] [%s %02d %05ld %05ld 0X%08x] [ % s % 0 2 d % 0 5 l d % 0 5 l d ] [ % s % 0 2 d % 0 5 l d % 0 5 l d 0 X % 0 8 x ] % s . % 0 8 d . l o g [ % d : % d ] R e d i r e c t f i l e f r o m [ % s ] t o [ % s ]
[ % d : % d ] F a i l e d t o c r e a t e f i l e [ % s ] . E R R = % d
[ % d : % d ] F a i l e d t o c r e a t e m u t e x . F i l e n a m e i s e m p t y
G l o b a l \ [ % d : % d ] F a i l e d t o c r e a t e m u t e x w i t h n a m e [ % s ] . E R R = % d
\ D e b u g D i s a b l e G l o b a l O p t i o n [ D a t e T i m e L e v e l P I D T I D E r r C o d e ] . . . . . . . = = = = = = = = = = = = = = = = S U M M A R Y L O G = = = = = = = = = = = = = = = = = = = = = = = C A A R C s e r v e U n i f i e d D a t a P r o t e c t i o n P r o d u c t I n f o : [ C A I n c . ] [ % s ] V e r [ r % d . % d ] P r o d u c t I n f o : [ C A I n c . ] [ % s ] V e r [ r % d . % d ( U p d a t e % d ) ] X 6 4 I A 6 4 X 8 6 U n k n o w n O S I n f o : C o m p u t e r N a m e [ % s ] V e r s i o n [ % d . % d ] P l a t f o r m [ % s ] L o g l e v e l o f e a c h m o d u l e c a n b e c o n t r o l l e d b y r e g i s t r y k e y : [ H K E Y _ L O C A L _ M A C H I N E \ S O F T W A R E \ C A \ A R C s e r v e U n i f i e d D a t a P r o t e c t i o n \ E n g i n e \ D e b u g \ M o d u l e N a m e : D W O R D ] = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = [ % d : % d ] F a i l e d t o S e t F i l e P o i n t e r . E R R = % d , [ % d ] F i l e = % s
[ % d : % d ] F a i l e d t o W r i t e l o g h e a d e r . E R R = % d , [ % d ] F i l e = % s
[ % d : % d ] F a i l e d t o W r i t e l o g m e s s a g e . E R R = % d , [ % d ] F i l e = % s
{%s::%s(%d.%d)} [ % d : % d ] F a i l e d t o W r i t e l o g t a i l . E R R = % d , [ % d ] F i l e = % s
[ % d : % d ] F a i l e d t o W r i t e [ r n ] . E R R = % d , [ % d ] F i l e = % s
{ % s : : % s ( % d . % d ) }
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vector<T> too long S P @ G l o b a l \ E V E N T _ 9 C F 4 2 D A 4 - A C D 1 - 4 F 3 F - 8 D 6 F - 3 1 0 2 3 9 7 4 A 0 7 9 PT ` P
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SetEntriesInAcl Error %u
SetNamedSecurityInfo Error %u
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