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=L9o<{ Oyzʩ]B_" p P^ ^ \ / \ L O G S \ L O G n u l M e t h o d = [ % u ] , B K D e s t = [ % s ] , D e s c = [ % s ] , W a i t T i m e = [ % u m s ] , S e s s N u m L i s t = [ , ] C A F B K L o c k L o g C a l l B a c k : : L o c k L o g % s F a i l e d t o p e r f o r m r e s t o r e j o b b e c a u s e i n v a l i d j o b s c r i p t . F a i l e d t o p e r f o r m r e s t o r e e n c r y p t e d s e s s i o n , b e c a u s e p a s s w o r d i s t o o l o n g . ( C u r L e n = [ % u ] , M a x L e n = [ % u ] ) F a i l e d t o p e r f o r m r e s t o r e j o b b e c a u s e i n v a l i d j o b s c r i p t , n o A F N o d e L i s t . R e s t o r e J o b S t a r t s . . . G R T : r e s t o r e t o d i k s , d r i v e r ( % s ) t y p e : % d G R T : r e m o t e f o l d e r , u s e r ( % s ) G R T : E R R O R e m p t y u s e r 2 n a m e C r e a t e J o b M o n i t o r f a i l e d , r e t = % d C r e a t e p e r f o r m a n c e c o u n t e r i n t e r f a c e f a i l e d F a i l e d t o s t a r t c o l l e c t p e r f o r m a n c e c o u n t e r d a t a : r e t = % d I n i t R e s t o r e S e s s i o n P a t h f a i l e d . p a t h = % s , u s e r = % s , m s c o d e = % d F a i l e d t o s t a r t r e s t o r e , b e c a u s e j o b s c r i p t i s i n v a l i d . ( E C = [ 0 x % 0 8 x ] ) \ / / \ V M i n f o . x m l N o m o r e d r i v e l e t t e r i s a v a i l a b l e t o m o u n t t h e r e m o t e d e s t i n a t i o n . p a t h = % s , u s e r = % s , m s c o d e = % d I n i t R e s t o r e D e s t i n a t i o n P a t h f a i l e d . p a t h = % s , u s e r = % s , m s c o d e = % d C a n n o t m o u n t [ % s ] ? : G e t s i z e f o r w h o l e v o l u m e r e s t o r e s e s s p a t h = % s , s e s s n u m = % d , s u b s e s s n u m = % d G e t s i z e f o r w h o l e v o l u m e r e s t o r e f a i l e d R e s t o r e : L o c k [ A F R e s t o r e E n t r y L o c a l D 2 D ] C a n n o t r e s t o r e b e c a u s e f a i l e d t o l o c k s e s s i o n f o r r e s t o r e . ( E C = [ % # 0 8 x ] ) R e s t o r e J o b c o m p l e t e s s u c c e s s f u l l y . R e s t o r e J o b f a i l s . R e s t o r e J o b w a s i n c o m p l e t e d . R e s t o r e J o b w a s c a n c e l e d . F a i l e d t o c r e a t e s e s s i o n l o c k o b j e c t . ( T y p e = [ % u ] ) S u c c e e d t o c r e a t e s e s s i o n l o c k o b j e c t . ( T y p e = [ % u ] ) invalid vector<T> subscript L o c k c a n c e l e d b y u s e r . F a i l e d t o l o c k s e s s i o n . ( % s ) S o m e b a c k u p d e s t i n a t i o n i n c h a i n i s u n a v a i l a b l e . ( % s ) L o g . d l l LogActivity JobLoadString P r o c e s s l o c k i n g t h i s s e s s i o n : ( P r o c I D = [ % u ] , H o s t = [ % s \ % s ] , U s r = [ % s ] , D e s c = [ % s ] , F i l e = [ % s ] ) B a c k u p d e s t i n a t i o n i s u n a v a i l a b l e : % s * * * * * D e l e t e l o c k e x i s t , n o r e t r y n e e d [ % d ] I n c o r r e c t c r e d e n t i a l i n f o r m a t i o n , n o n e e d t o r e t r y . S u c c e e d t o l o c k s e s s i o n . ( % s ) W a i t f o r % u m s t o r e t r y l o c k s e s s i o n . B e g i n t o r e t r y l o c k s e s s i o n . invalid string position vector<T> too long string too long p @ k ^ - ^ M S G _ A D G R T _ J O B _ E N D ^ - ^ M S G _ A D G R T _ D I S M N T _ V O L M S G _ A D G R T _ O P E N _ D B : o p e n A D d a t a b a s e ( % s ) : % d ^ - ^ M S G _ A D G R T _ C L O S E _ D B ^ - ^ M S G _ A D G R T _ R E P O R T _ P R O G R E S S ! ! ! U N K N O W N M S G T Y P E ! ! ! ^ - ^ M S G _ A D G R T _ J O B _ S T A R T M S G _ A D G R T _ F I N I S H E D i n v a l i d c a l l b a c k p a r a m e t e r % d % d M S G _ A D G R T _ F I N I S H E D ( % d ) : J O B S t a t u s : % d N o W a r n : % d N o E r r : % d N o O b j s : % d N o A T T r s : % d N o S k i p O b j s : % d N o S k i p A T T r s : % d F a i l e d t o M o u n t v o l u m e r e l a t e d w i t h A D : 0 x % 0 8 x R e s t o r e A D G R T S e s s i o n ( ) : s t a r t . . . t h e A D I t e m i s 0 ! ! ! G R T M n t B r o w s e r . d l l F a i l e d t o L o a d L i b r a r y W ( G R T M n t B r o w s e r . d l l ) : % d AppRestoreForAD F a i l e d t o G e t P r o c A d d r e s s ( A p p R e s t o r e F o r A D ) : % d R e s t o r e A D G R T S e s s i o n ( ) : e n d : % d . . . PT T VMDKIo_Cleanup SetvDSNetworkInfoEx SetVMDiskInfo C r a s h e d S n a p s h o t \ B L I R e s t o r e b a c k u p S c h e m a Z Z : D A T A T Y P E _ R E S T O R E _ P H A S E _ M O U N T _ V O L U M E _ S T A R T : ( t h r % u ) t o t a l m o u n t t i m e : % I 6 4 u Z Z : D A T A T Y P E _ R E S T O R E _ P H A S E _ U N M O U N T _ V O L U M E _ S T A R T : ( t h r % u ) t o t a l m o u n t t i m e : % I 6 4 u Z Z : D A T A T Y P E _ R E S T O R E _ P H A S E _ M O U N T _ V O L U M E _ E N D : ( t h r % u ) t o t a l m o u n t t i m e : % I 6 4 u m s , l a s t m o u n t t i m e : % I 6 4 u m s Z Z : D A T A T Y P E _ R E S T O R E _ P H A S E _ U N M O U N T _ V O L U M E _ E N D : ( t h r % u ) t o t a l m o u n t t i m e : % I 6 4 u m s , l a s t m o u n t t i m e : % I 6 4 u m s V M I F S D a t a H a n d l e r E r r o r : R E S T O R E _ S T A T I S T I C S W d a t a i s N U L L .
V M I F S D a t a H a n d l e r E r r o r : u n k n o w n d a t a t y p e ( % d ) r e c e i v e 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 \ A F R e s t o r e D l l R e s t o r e C t r l S e s s R e s t o r e C t r l S u b S e s s R e s t o r e C t r l [ G e t R e s t o r e C o n t r o l ] : S e s s i o n : % u . % u = > [ C o n t r o l ] S e s s i o n : % u , S u b S e s s : % u , O p t i o n : % # 0 8 x R e s t o r e F i l e M o d e S e s s i o n : : I F S s u b s e s s i o n n u m b e r i s % d . C L U S T M $ $ . 0 0 0 A l w a y s m o u n t s e s s i o n t o r e s t o r e e v e n i f c a t a l o g e x i s t s . U n a b l e t o l o a d l i b a r y % s , r c = % d . RestoreFilesFolders R e s t o r e F i l e M o d e S e s s i o n : : U n a b l e t o g e t G R T M n t B r o w s e r i m a g e A P I f r o m l i b a r y % s , r c = % d . V M I m a g e . d l l VmdkRestoreEntry R e s t o r e F i l e M o d e S e s s i o n : : U n a b l e t o g e t V M i m a g e A P I f r o m l i b a r y % s , r c = % d . [ R e s t o r e F i l e M o d e S e s s i o n ] T e m p m e t a f i l e f o l d e r f o r s u b s e s s i o n % u i s % s R e s t o r e F i l e M o d e S e s s i o n : : V o u n t p o i n t f l a g i s s e t . R e s t o r e F i l e M o d e S e s s i o n : : p s z M n t P o r G U I D = % s . R e s t o r e F i l e M o d e S e s s i o n : : J o b i s c a n c e l e d . V m d k R e s t o r e E n t r y r e t u r n s e r r o r % d f o r d r i v e % s . R e s t o r e F i l e M o d e S e s s i o n : : V m d k R e s t o r e E n t r y r e t u r n s e r r o r % d f o r d r i v e % s . R e s t o r e F i l e M o d e S e s s i o n : : V m d k R e s t o r e E n t r y r e t u r n s s u c c e s s b u t n e e d r e b o o t b o x . GetVMImageLogFile R e s t o r e F i l e M o d e S e s s i o n r e t u r n s s u c c e s s . F a i l e d t o a l l o c a t i o n m e m o r y f o r l i c e n s e i n f o r m a t i o n ! A F S t o r . d l l R e s t o r e I n i t S t o r : : L o a d L i b r a r y r c = % d CreateDevObject C r e a t e D e v O b j e c t r e s t o r e I n i t S t o r : : G e t P r o c A d d r e s s % s f a i l e d , e r r o r = % d r e s t o r e I n i t S t o r : : C r e a t e D e v O b j e c t f a i l e d , r c = % d r e s t o r e I n i t S t o r : : d e s t i n a t i o n p a t h i s N U L L . NewSession R e s t o r e O p e n R a w S e s s i o n : : G e t P r o c A d d r e s s r e t u r n s e r r o r . N a m e = % s , r c = % d OpenSessionEx2 OpenSessionEx C A F R e s t o r e : : R e s t o r e O p e n R a w S e s s i o n : F a i l e d t o c h e c k i f s e s s i o n i s e n c r y p t e d . E C = [ % # 0 8 x ] R e s t o r e O p e n R a w S e s s i o n : : O p e n S e s s i o n E x F a i l e d t o o p e n s e s s i o n . ( E C = [ % d ] , S e s s i o n N u m b e r = [ % u ] , S e s s i o n F o l d e r = [ % s ] ) R e s t o r e O p e n R a w S e s s i o n r e t u r n s s u c c s e s s f u l l y . r a w s e s s i o n # = % d , p a t h = % s . I s E n c r y p t e d S e s s 2 R e s t o r e H e l p e r : I n v a l i d s e s s i o n p a t h . I s E n c r y p t e d S e s s 2 R e s t o r e H e l p e r : U n a b l e t o c h e c k i f s e s s i o n i s e n c r y p t e d , r e s t o r e f a i l e d . ( E C = [ % # 0 8 x ] , B K = [ % s ] , N u m = [ % u ] ) [ B K ] : % s , [ N u m ] : % s , [ B K J I D ] : % s , [ G U I D ] : % s , [ T i m e ] : % s % s , [ S t a t u s ] : % u - % s , [ S l i c e ] : % u - % s M B , [ B K S e t ] : % u , [ T y p e ] : % s , [ D S ] : % s - % s , [ R e p ] : % s , [ E n c ] : % s , [ S P w d H a s h ] : % s , [ D S P w d H a s h ] : % s , [ A l l V o l ] : % u , [ C p r T y p e ] : % s , [ D a t a S i z e K B ] : % s , [ T r a n s f e r D a t a S i z e K B ] : % s , [ P r o t e c t e d D a t a S i z e B ] : % s , [ T o t a l R a w D a t a S i z e W r i t t e n ] : % I 6 4 u , [ C a t a l o g S i z e B ] : % s S e s s i o n P a s s w o r d [ D e b u g ] D a t a p a s s w o r d h a s b e e n c h a n g e d t o c o n f i g u r e d d a t a p a s s w o r d . I s E n c r y p t e d S e s s 2 R e s t o r e H e l p e r : F a i l e d t o g e t d a t a s t o r e p a s s w o r d . E C = [ % # 0 8 x ] , B K = [ % s ] , N u m = [ % u ] I s E n c r y p t e d S e s s 2 R e s t o r e H e l p e r : U n a b l e t o g e t d a t a p a s s w o r d , p o s s i b l y i t i s n o t b a c k e d u p b y R P S I s E n c r y p t e d S e s s 2 R e s t o r e H e l p e r : S e s s i o n p a s s w o r d i s i n c o r r e c t . ( S e s s i o n N u m b e r = [ % u ] , % s : % s ) I s E n c r y p t e d S e s s 2 R e s t o r e H e l p e r : D a t a s t o r e h a s h k e y i s i n c o r r e c t . ( D a t a S t o r e N a m e = [ % s ] , D a t a S t o r e G U I D = [ % s ] , % s : % s ) C A F R e s t o r e : : I s E n c r y p t e d S e s s 2 R e s t o r e : I n v a l i d p a r a m e t e r : p A F N o d e = % p C r y p t o I n f o C A F R e s t o r e : : I s E n c r y p t e d S e s s 2 R e s t o r e : [ D e b u g ] C h a n g e e n c r y p t i o n i n f o r m a t i o n f r o m % u t o % u R e s t o r e S e t C r e a t e V o l u m e I n P a t h O p t i o n : : S e t C r e a t e _ V o l u m e _ N a m e f l a g R e s t o r e S e t C r e a t e V o l u m e I n P a t h O p t i o n : : S e t C r e a t e _ T o p _ D i r f l a g E n t e r R e s t o r e I n i t . . . C A F R e s t o r e : : a p p l y j o b o p t i o n % 0 8 x o n v o l u m e , o n c o n f l i c = % d . T h i s s e s s i o n c o n t a i n s % s % d D e d u p V o l u m e r e t u r n s s u c c s e s s f u l l y . R e s t o r e I n i t r e t u r n s s u c c s e s s f u l l y . R e s t o r e I n i t r e t u r n s e r r o r . r c = % d . R e s t o r e R a w S e s s i o n h e a d e r : : U n a b l e t o o p e n b l o c k 1 . R e s t o r e R a w S e s s i o n h e a d e r : : U n a b l e t o s e e k b e g i n o f b l o c k 1 R e s t o r e R a w S e s s i o n h e a d e r : : U n a b l e t o r e a d s e s s i o n h e a d e r . R e s t o r e R a w S e s s i o n h e a d e r : : T h i s i s n o t A F F S e s s i o n . t y p e = % d R e s t o r e R a w S e s s i o n h e a d e r r e t u r n s O K , s e s s i o n N u m = % d . R e s t o r e I F S M e t a d a t a e n t e r . . . R e s t o r e I F S M e t a d a t a r e t u r n s s u c c e s s f u l l y . R e s t o r e a p p s e s s i o n t o o r i g i n a l l o c a t i o n . R e s o r e A p p S e s s i o n T o A l t e r L o c a t i o n C h e c k : : I n v a l i d a p p l i c a t i o n s u b - s e s s i o n # : % u . R e s o r e A p p S e s s i o n T o A l t e r L o c a t i o n C h e c k : : C a n n o t c r e a t e X M L D o c . R e s o r e A p p S e s s i o n T o A l t e r L o c a t i o n C h e c k : : C a n n o t c r e a t e X M L R o o t . R e s o r e A p p S e s s i o n T o A l t e r L o c a t i o n C h e c k : : C a n n o t g e t a t t r b a c k u p S c h e m a . R e s o r e A p p S e s s i o n T o A l t e r L o c a t i o n C h e c k : : C a n n o t g e t a t t r b a c k u p S c h e m a v a l u e . R e s o r e A p p S e s s i o n T o A l t e r L o c a t i o n C h e c k : : W r i t e r D o e s n o t a l l o w r e s t o r e t o a l t e r n a t i v e l o c a t i o n . ( S c h e m a = [ % u ] ) W r o n g A p p f i l e f i l e s y s t e m t y p e , T y p e = % d . R e s t o r e A p p d a t a f r o m s u b s e s s i o n % d . C a n ' t g e t V S S m a n a g e r f a c t o r y . V S S r e s t o r e s u c c e s s f u l l y . V S S r e s t o r e e r r o r < 0 x % 0 8 x > . I n i t i a l i z e V S S r e s t o r e m a n a g e r e r r o r < 0 x % 0 8 x > . C a n ' t g e t V S S r e s t o r e m a n a g e r . R e s t o r e A p p s e s s i o n r e t u r n s . W r o n g E x c h a n g e G R T r e s t o r e f i l e s y s t e m t y p e , T y p e = % d . R e s t o r e E x c h a n g e G R T s e s s i o n d a t a f r o m s u b s e s s i o n % d . F a i l t o g e t I A F S e s s , r e t = [ % d ] . F a i l t o g e t s e s s p a t h f o r [ % d ] f r o m [ % s ] , r e t = [ % d ] R e s t o r e E x c h a n g e G R T s e s s i o n : : F a i l e d t o g e n e r a t e E x c h a n g e G R T X M L . R C [ 0 x % 0 8 X ] R e s t o r e E x c h a n g e G R T s e s s i o n : : F a i l e d t o p a r s e E D B p a t h . R e s t o r e E x c h a n g e G R T s e s s i o n : : F a i l e d t o g e t E D B i n f o . R C [ 0 x % 0 8 X ] R e s t o r e E x c h a n g e G R T s e s s i o n : : F a i l e d t o g e t E x c h a n g e b i n a r y p a t h . R C [ 0 x % 0 8 X ] R e s t o r e E x c h a n g e G R T s e s s i o n : : F a i l e d t o r e s t o r e E x c h a n g e G R T s e s s i o n . R C [ 0 x % 0 8 X ] R e s t o r e E x c h a n g e G R T s e s s i o n r e t u r n s . G e n e r a t e E x c h G R T X M L : : W r o n g E x c h a n g e G R T r e s t o r e f i l e s y s t e m t y p e , T y p e = % d . G e n e r a t e E x c h G R T X M L : : W r o n g p a r a m e t e r . G e n e r a t e E x c h G R T X M L : : E n t e r . G e n e r a t e E x c h G R T X M L : : C a n n o t c r e a t e X M L D o c . E x G r t R e s t o r e G e n e r a t e E x c h G R T X M L : : C a n n o t c r e a t e X M L e l e m e n t [ % s ] . h e a d e r G e n e r a t e E x c h G R T X M L : : C a n n o t a d d X M L c h i l d e l e m e n t [ % s ] . 1 . 0 v e r s i o n D e s t i n a t i o n r e s t o r e a c c o u n t p a s s w o r d T a r g e t S e r v e r S e r v e r V e r s i o n R e s t o r e d I t e m s 0 p a t h G e n e r a t e E x c h G R T X M L : : C a n n o t c r e a t e X M L a t t r i b [ % s ] . G e n e r a t e E x c h G R T X M L : : C a n n o t a d d X M L a t t r i b [ % s ] . N a m e C o l l i s i o n 1 d i s k s e r v e r o r i g i n a l _ s e r v e r p a t h T y p e F A L S E I s P u b I t e m % d i t e m T y p e i t e m n a m e M a i l b o x N a m e E x c h a n g e O b j e c t I D s d e s c r i p t i o n G e n e r a t e E x c h G R T X M L : : C a n n o t s e t r o o t e l e m e n t t o t h e X M L D O C . G e n e r a t e E x c h G R T X M L : : F a i l e d t o g e t t h e b u f f e r s i z e f o r t h e X M L s t r i n g . G e n e r a t e E x c h G R T X M L : : F a i l e d t o a l l o c a t e b u f f e r f o r t h e X M L s t r i n g . G e n e r a t e E x c h G R T X M L : : F a i l e d t o g e t t h e X M L s t r i n g . G e n e r a t e E x c h G R T X M L : : R e t u r n s [ % d ] . I s W h o l e V o l u m e R e s t o r e J o b : : r e t u r n s f l a s e . I s W h o l e V o l u m e R e s t o r e J o b : : r e t u r n s t r u e . V o l u m e { R e s t o r e F i l t e r L o g s : : N o t a b l e t o a l l o c a t e m e m o r y f o r l o g f i l t e r , E C = % d . E n t e r R e s t o r e S e s s i o n s . . . \ \ ? \ V o l u m e { C A F R e s t o r e : : R e s t o r e S u b S e s s i o n s : F a i l e d t o r e a d b a c k u p i n f o . x m l . ( E C = [ % # 0 8 x ] , B K = [ % s ] , N u m = [ % u ] ) C A F R e s t o r e : : R e s t o r e S u b S e s s i o n s : C o n v e r t v o l u m e G U I D % s t o m o u n t p o i n t % s . % u d i r e c t o r i e s % u f i l e s ( % s ) r e s t o r e t o d i s k , e l a p s e d t i m e % u m s , r e s t o r e j o b t h r o u g h p u t % s . T o t a l m o u n t t i m e : % I 6 4 u B a c k u p I n f o . X M L V o l u m e i s % s i s d e d u p . . . s o a l w a y s m o u n t V o l u m e i s % s i s d e d u p % d Y Y O Z Z `Z pZ Z Z Z A F R e s t o r e . i n i C o m m o n K e e p T m p F o l d e r ~ C A F R e s t o r e M e t a D a t a : K e e p t m p f o l d e r b y c o n f i g u r a t i o n . M e t a F i l e P a t h I l l e g a l s e s s i o n H a n d l e s e s s i o n # = % d . U n a b l e t o o p e n b l o c k % d . U n a b l e t o r e l e a s e b l o c k . I l l e g a l b l o c k h a n d l e . R e s t o r e S k i p B l o c k D a t a r e t u r n s e r r o r . I l l e g a l s t r e a m s i g n a t u r e , % 0 8 x R e s t o r e B l o c k S k i p U n i v P a d d i n g r e t u r n s e r r o r R e s t o r e n e x t f i l e h e a d e r r e t u r n s e r r o r . R e s t o r e S a v e V M I F S V o l I n f o : : s t r e a m s i z e l a r g e r t h a n d e f a u l t b u f f e r s i z e = % d , s t r e a m s i z e = % d . R e s t o r e S a v e V M I F S V o l I n f o : : n e w b u f f e r s i z e = % d . R e s t o r e S a v e V M I F S V o l I n f o : : E r r o r i n R e a l l o c a t e b u f f e r , s i z e = % d . R e s t o r e S a v e V M I F S V o l I n f o : : S u c c e s s f u l l y R e a l l o c a t e m _ s z B u f f e r s i z e = % d . E r r o r i n P a r s i n g V M I F S v o l u m e i n f o s t r e a m , r e m a i n d a t a s i z e : % d R e s t o r e S k i p V M I F S M e t a d a t a S t r e a m D a t a : : M e t a d a t a s t r e a m n a m e i s t o o l o n g - % d . R e s t o r e S k i p V M I F S M e t a d a t a S t r e a m D a t a : : U n a b l e t o r e s t o r e m e t a d a t a s t r e a m n a m e . R e s t o r e S k i p V M I F S M e t a d a t a S t r e a m D a t a : : R e s t o r e S a v e V M I F S V o l I n f o r e t u r n s e r r o r . R e s t o r e S k i p V M I F S M e t a d a t a S t r e a m D a t a : : I n v a l i d V M I F S m e t a d a t a s t r e a m - n o s t r e a m n a m e . R e s t o r e S k i p V M I F S M e t a d a t a S t r e a m D a t a : : R e s t o r e B l o c k S k i p U n i v S t r e a m r e t u r n s e r r o r . R e s t o r e S k i p V M I F S M e t a d a t a S t r e a m D a t a : : U n a b l e t o c r e a t e m e t a d a t a f i l e % s , E r r o r c o d e : % d R e s t o r e S k i p V M I F S M e t a d a t a S t r e a m D a t a : : U n a b l e t o w r i t e r m e t a d a t a t o f i l e , F i l e N a m e = % s . R e s t o r e S k i p V M I F S M e t a d a t a S t r e a m D a t a ( ) r e s t o r e t o f i l e s u c c e s s f u l l y , F i l e N a m e = % s . R e s t o r e S k i p V M I F S M e t a d a t a S t r e a m D a t a : : R e s t o r e B l o c k S k i p U n i v P a d d i n g r e t u r n s e r r o r . E n t e r r e s t o r e a p p m e t a d a t a . . . F a i l t o s k i p a p p m e t a d a t a s t r e a m n a m e . R e a d i n g B C D s t r e a m , s i z e % u .
R e a d i n g w r i t e r m e t a d a t a s t r e a m , s i z e % u . S k i p p a p p c a t a l o g . S k i p s t r e a m 0 x % 0 8 x , s i z e % u . F a i l e d t o s k i p a p p f i l e p a d d i n g . F a i l e d t o g e t t e m p f o l d e r f o r m e t a f i l e . ( E C = [ % # 0 8 x ] ) % s \ D 2 D _ J o b % d _ P I D _ % x C u r r e n t m e t a f i l e t e m p f o l d e r i s % s . C A F R e s t o r e M e t a D a t a : : R e s t o r e j o b w a s c a n c l e d w h i l e r e s t o r e m e t a d a t a . V M I F S % s \ a s _ v m _ i f s _ % x C r e a t e m e t a d a t a p a t h % s . U n a b l e t o r e a d s t r e a m . u n i v S t r e a m . d w S t r e a m I d i s % d R e s t o r e V M I F S r e t u r n s % d R e s t o r e R e a d B l o c k D a t a ( ) r e t u r n s % d 2 7 0 1 5 V M D i s k M a p I n f o . D M I V M S n a p s h o t C o n f i g I n f o . v s c i C E S X R e s t o r e M a i n : : M a i n : : J o b C a n c l e d L o a d V M D i s k M a p I n f o f r o m % s F a i l e d t o l o a d V M D i s k M a p I n f o f r o m % s , V M r e c o v e r y n o t s u p p o t e d f o r t h i s s e s s i o n I n i t V M L i b s f a i l R e a d v m I n f o x m l f a i l e d , r c = % d C r e a t e E S X M a c h i n e I n t e r c a c e f a i l I n i t i a l i z e f a i l F o u n d % s @ % s C a n o t c r e a t e e x i s t i n g V M i n t e r f a c e a n d c a n n o t o v e r w r i t e e x i s t i n g V M { } R e n a m e v m % s - - > % s N o t f o u n d d u p l i c a t e d V M % s @ % s % s @ % s a l r e a d y e x i s t a n d c a n n o t p e r f o r m V M r e c o v e r y w i t h o u t O V E R W R I T E o p t i o n e n a b l e d S e t T a r g e t V S p h e r e D C N a m e [ % s ] C r e a t e V M f a i l C E S X R e s t o r e M a i n : : M a i n : : P e r f o r m a n c e t i m i n g s t a r t a t % 0 1 6 I 6 4 d R e p l i c a t e V i r t u a l D i s k s S A N m o d e f a i l R e p l i c a t e V i r t u a l D i s k s N B D m o d e f a i l C E S X R e s t o r e M a i n : : M a i n : : P e r f o r m a n c e t i m i n g e n d a t % 0 1 6 I 6 4 d , e l p a s e d % 0 1 6 I 6 4 d m s C E S X R e s t o r e M a i n : : M a i n : : T o t a l D a t a S o u r c e i s % 0 1 6 I 6 4 d T h e j o b h a s b e e n c a n c e l l e d d u r i n g r e c o v e r i n g v i r t u a l d i s k R e c o v e r y s u c c e e d , d e l e t e o r i g i n a l V M % s ( % s ) C E S X R e s t o r e M a i n : : V M O n J o b F i n i s h e d : : S e t N e w I n s t U u i d % s C E S X R e s t o r e M a i n : : V M O n J o b F i n i s h e d : : U s e n e w V M I n s t a n c e u u i d i n s t e a d o f s e t t i n g t h e o r i g i n a l v m u u i d b a c k . P o w e r O n n e w l y r e c o v e r i e d V M D e l e t e u n s u c c e s s f u l l r e c o v e r i e d V M R e c o v e r y n o t s u c c e e d , r e n a m e V M b a c k % s - - > % s E n u m e r a t e D i s k s f a i l G e t d i s k C o u n t f a i l [ % u ] [ p D 2 D O f f h o s t D i s k = 0 x % p ] F a i l t o [ O p e n D i s k = 0 x % p ] C E S X R e s t o r e M a i n : : R e p l i c a t e V i r t u a l D i s k s : : V M d i s k [ % u ] t r a n s p o r t m o d e i s [ % s ] V M D K a t i n d e x [ % u ] w a s s k i p p e d a t b a c k u p t i m e , n o n e e d t o r e c o v e r y C E S X R e s t o r e M a i n : : R e p l i c a t e V i r t u a l D i s k s : : D 2 D % s i s m i s s i n g i n b a c k u p s e s s i o n a n d s k i p p e d f r o m r e c o v r y R e p l i c a t e S i n g l e V i r t u a l D i s k f a i l i n d e x = % u , D 2 D = % s R e p l i c a t e S i n g l e V i r t u a l D i s k f i n i s h e d i n d e x = % u , D 2 D = % s C o n v e r t V h d T o V m d k f a i l [ % s ] C h e c k V h d T o V m d k C o n v e r s i o n f a i l [ b I s E n d = % d , t o t a l B y t e s = % I 6 4 d , t o t a l B y t e s W r i t t e n = % I 6 4 d ] C E S X R e s t o r e M a i n : : R e p l i c a t e S i n g l e V i r t u a l D i s k : : J o b C a n c l e d C E S X R e s t o r e M a i n : : R e p l i c a t e S i n g l e V i r t u a l D i s k : : U p d a t e P r o g r e s s S t a r t [ t o t a l B y t e s = % I 6 4 d , d i s k I n d e x = % u ] W i l l t r y t o u s e N B D m o d e i n s t e a d o f S A N m o d e f o r d i s k [ % u ] C h e c k V h d T o V m d k C o n v e r s i o n f i n i s h e d [ b I s E n d = % d , t o t a l B y t e s = % I 6 4 d , t o t a l B y t e s W r i t t e n = % I 6 4 d , e x i t C o d e = % u ] G e t S e r v e r N o d e L i s t f a i l F o u n d e s x n o d e [ % s , % s ] F o u n d e s x n o d e [ % s , % s ] [ % s , % s ] G e t V M L i s t f a i l F o u n d v m % s a t e s x % s I s V M N a m e U s e d % s o n t a r g e t V C / E S X G e t V M B y U U I D , % s [ % s ] o n t a r g e t V C / E S X * . n v r a m C E S X R e s t o r e M a i n : : G e t N V R a m F u l l p a t h : : c a n n o t f i n d f i l e % s [ A l l o c a t e s i z e ] = [ % u ] [ r c , N u m b e r O f B y t e s R e a d , T o R e a d , d w B y t e s L e n g t h ] = [ % d , % u , % u , % u ] [ r c , N u m b e r O f B y t e s R e a d , T o R e a d ] = [ % d , % u , % u ] [ B y t e s O f f s e t , B y t e s L e n g t h ] = [ % u , % u ] C r e a t e F i l e f a i l [ % s ] L o a d F r o m F i l e f a i l [ % s ] C E S X P e r s i s t V M I n f o F o r R e c o v e r y : : R e a d V M I n f o s R e a d F i l e f a i l V C C E S X P e r s i s t V M I n f o F o r R e c o v e r y : : R e a d V M I n f o s W r i t e F i l e f a i l E S X C E S X P e r s i s t V M I n f o F o r R e c o v e r y : : R e a d V M I n f o s W r i t e F i l e f a i l V M _ I n f o C E S X P e r s i s t V M I n f o F o r R e c o v e r y : : R e a d V M I n f o s W r i t e F i l e f a i l C r e d e n t i a l s [ V M B ] I n d e x = % u , D i s k S i g = % u , D i s k S i z e K B = % u , V M D K = % s \ D i s k % 0 1 0 u . D 2 D \ D i s k % 0 1 0 u . V H D map/set<T> too long k k o p r 0s s " % u \ \ . \ p i p e \ % s % s H y p e r V T h r e a d F u n c _ D 2 D T o V H D M o n i t o r : : C r e a t e N a m e d P i p e ( ) f a i l e d . e r r o r = % d . p i p e = % s . C r e a t e p i p e % s H y p e r V T h r e a d F u n c _ D 2 D T o V H D M o n i t o r : : C o n n e c t N a m e d P i p e ( ) f a i l e d . e r r o r = % d . H y p e r V T h r e a d F u n c _ D 2 D T o V H D M o n i t o r : : R e a d F i l e ( ) f a i l e d . e r r o r = % d . H y p e r V T h r e a d F u n c _ D 2 D T o V H D M o n i t o r : : R e a d F i l e ( ) c a n n o t r e a d d a t a . : : F i n i s h t h e c o n v e r i o n . S t o p m o n i t o r i n g . . . H y p e r V T h r e a d F u n c _ D 2 D T o V H D C o n v e r t o r : : p V h d T o V m d k P a r a m s i s n u l l H y p e r V T h r e a d F u n c _ D 2 D T o V H D C o n v e r t o r : : I n v a l i d d i s k t y p e . D i s k T y p e = % d . H y p e r V T h r e a d F u n c _ D 2 D T o V H D C o n v e r t o r : : L o a d L i b r a r y ( A F S t o r . d l l ) f a i l e d . e r r o r = % d D2D2VHDConversion_HyperV H y p e r V T h r e a d F u n c _ D 2 D T o V H D C o n v e r t o r : : G e t P r o c A d d r e s s ( D 2 D 2 V m d k C o n v e r s i o n ) f a i l e d . e r r o r = % d : : S t a r t c o n v e r i n g d i s k - - - - - - - - - . > > > D 2 D F i l e = % s . d i s k T y p e = % d . > > > V H D = % s H y p e r V T h r e a d F u n c _ D 2 D T o V H D C o n v e r t o r : : D 2 D 2 V H D A P I R e s u l t s [ D 2 D = % s , D 2 D T y p e = % u , J o b I d = % s , B l o c k S i z e = % u , v d d k E r r o r C o d e = % u , d 2 d E r r o r C o d e = % u , A b o r t = % u , v m D i s k = % s , v m D i s k S i z e = % I 6 4 u ] : : p f n D 2 D 2 V H D C o n v e r s i o n ( ) f a i l e d f o r d i s k [ % s : % s ] , D 2 D e r r = % d , V H D e r r = % d . : : p f n D 2 D 2 V H D C o n v e r s i o n ( ) s u c c e e d e d f o r d i s k [ % s : % s ] . . v h d . v h d x C D 2 D O f f h o s t H y p e r V D i s k : : O p e n D i s k : : D i s k t y p e i s u n k n o w n , % s C D 2 D O f f h o s t H y p e r V D i s k : : W a i t C o n v e r s i o n E x i t : : T e r m i n a t e m o n i t o r t h r e a d C D 2 D O f f h o s t H y p e r V D i s k : : W a i t C o n v e r s i o n E x i t : : T e r m i n a t e c o n v e r t o r t h r e a d C D 2 D O f f h o s t H y p e r V D i s k : : C o n v e r t D 2 D T o V H D : : [ D 2 D - > V H D ] % s , % s , s i z e = % I 6 4 u C D 2 D O f f h o s t H y p e r V D i s k : : C o n v e r t D 2 D T o V H D : : V H D f i l e i s n o t o p e n e d . C a n n o t c o n v e r t t h e d i s k C D 2 D O f f h o s t H y p e r V D i s k : : C o n v e r t D 2 D T o V H D : : C r e a t e T h r e a d ( m o n i t o r ) f a i l e d . e r r o r = % d . L a u n c h m o n i t o r t h r e a d f o r d i s k [ % s ] C D 2 D O f f h o s t H y p e r V D i s k : : C o n v e r t D 2 D T o V H D : : C r e a t e T h r e a d ( c o n v e r t o r ) f a i l e d . e r r o r = % d . L a u n c h c o n v e r t o r t h r e a d f o r d i s k [ % s ] C D 2 D O f f h o s t H y p e r V D i s k : : C o n v e r t D 2 D T o V H D : : T e r m i n a t e m o n i t o r t h r e a d C D 2 D O f f h o s t H y p e r V D i s k : : C o n v e r t D 2 D T o V H D : : T e r m i n a t e c o n v e r t o r t h r e a d C D 2 D O f f h o s t H y p e r V D i s k : : C h e c k D 2 D T o V H D C o n v e r s i o n : : I n v a l i d p a r a m e t e r s . C o n v e r t o r t h r e a d h a s s t o p p e d . C D 2 D O f f h o s t H y p e r V D i s k : : C h e c k D 2 D T o V H D C o n v e r s i o n : : G e t E x i t C o d e T h r e a d ( ) f a i l e d . e r r = % d . C o n v e r t o r t h r e a d e x i t c o d e i s % d C o n v e r t o r t h r e a d e x i t s g r a c e f u l l y . M o n i t o r t h r e a d h a s s t o p p e d . C D 2 D O f f h o s t H y p e r V D i s k : : C h e c k D 2 D T o V H D C o n v e r s i o n : : T e r m i n a t e m o n i t o r t h r e a d M o n i t o r t h r e a d e x i t s g r a c e f u l l y . x @N k O O R R S S V X X C H y p e r V R e s t o r e M a i n : : G e t V M B y N a m e A n d G u i d % s : : F o u n d o n e d u p l i c a t e o f v m % s : % s . C H y p e r V R e s t o r e M a i n : : G e t S e r v e r I P : : E x c l u d e I P % s . C H y p e r V R e s t o r e M a i n : : G e t S e r v e r I P : : E x c l u d e I P % s a s i t s r e s o l v e d n a m e i s % s o t h e r t h a n % s . C H y p e r V R e s t o r e M a i n : : G e t S e r v e r I P : : S e l e c t I P % s . C H y p e r V R e s t o r e M a i n : : G e t S e r v e r I P : : E x c l u d e I P % s a s i t i s i n n o t a p r o d u c t i v e n e t w o r k . % s _ % u C H y p e r V R e s t o r e M a i n : : G e t T e m p V M N a m e % s : : t h e t e m p v m n a m e i s % s . C H y p e r V R e s t o r e M a i n : : I s C o n f l i c t E x i s t : : F o u n d s a m e v m o n t h e h y p e r - v h o s t % s . C H y p e r V R e s t o r e M a i n : : I s C o n f l i c t E x i s t : : T h e v m ( % s ) i s n o t i n c l u s t e r . C H y p e r V R e s t o r e M a i n : : I s C o n f l i c t E x i s t : : F o u n d s a m e v m i n t h e c l u s t e r g r p = % s , h y p e r - v = % s . C H y p e r V R e s t o r e M a i n : : I s C o n f l i c t E x i s t : : U n a b l e t o c o n n e c t t o % s w i t h u s e r n a m e % s . C H y p e r V R e s t o r e M a i n : : I s C o n f l i c t E x i s t : : C a n n o t g e t o w n e r h y p e r - v h o s t f o r v m % s . T h e r e i s n o s w i t c h . C H y p e r V R e s t o r e M a i n : : I s S w i t c h E x i s t % s : : c a n n o t f i n d t h e s w i t c h % s . % s : : F o u n d t h e s w i t c h % s . V D i s k O p e r A d a p t e r . d l l C H y p e r V R e s t o r e M a i n : : P r e p a r e D i s k R e p l i c a t i o n % s : : F a i l e d t o l o a d d l l % s , R C = % d . CreateInstanceVDiskOperAdapter % s : : F a i l e d t o l o a d % S ( ) . E C = % d % s : : F a i l e d t o i n i t i a l i z e t h e d i s k a d a p t e r . R C = % d . % s : : F a i l e d t o a d d s c s i c o n t r o l l e r s , R C = % d . % s : : F a i l e d t o a d j u s t b o o t s o u r c e o r d e r , R C = % d . C H y p e r V R e s t o r e M a i n : : R e v i s e R e s t o r e V H D N a m e % s : : t h e v h d % s n a m e w i l l b e c h a n g e d t o % s . _ % s C H y p e r V R e s t o r e M a i n : : R e p l i c a t e V i r t u a l D i s k s : : b e g i n t o r e s t o r e v h d d i s k % s f r o m D 2 D f i l e s i g % d V M d i s k a t i n d e x [ % u ] w a s s k i p p e d a t b a c k u p t i m e , n o n e e d t o r e c o v e r y C H y p e r V R e s t o r e M a i n : : R e p l i c a t e V i r t u a l D i s k s : : D 2 D % s i s m i s s i n g i n b a c k u p s e s s i o n a n d s k i p p e d f r o m r e c o v r y C H y p e r V R e s t o r e M a i n : : R e p l i c a t e V i r t u a l D i s k s : : f a i l e d t o c r e a t e d i s k i n s t a n c e . . . C H y p e r V R e s t o r e M a i n : : R e p l i c a t e V i r t u a l D i s k s : : f a i l e d t o o p e n v h d d i s k % s . C H y p e r V R e s t o r e M a i n : : R e p l i c a t e V i r t u a l D i s k s % s : : F a i l e d t o r e p l i c a t e d i s k % s , D 2 D E r r o r = % u , V H D E r r o r = % u . % s : : F a i l e d t o c l o s e t h e d i s k % s . % s : : A t t a c h i d e d i s k % s , R C = % d . % s : : A t t a c h s c s i d i s k % s , R C = % d . C H y p e r V R e s t o r e M a i n : : R e p l i c a t e V i r t u a l D i s k s : : f a i l e d t o r e s t o r e v h d d i s k % s f r o m D 2 D f i l e % s . C H y p e r V R e s t o r e M a i n : : R e p l i c a t e V i r t u a l D i s k s : : s u c c e e d e d t o r e s t o r e v h d d i s k % s f r o m D 2 D f i l e % s C H y p e r V R e s t o r e M a i n : : R e p l i c a t e S i n g l e V i r t u a l D i s k : : F a i l e d t o f i n d t h e v m . C H y p e r V R e s t o r e M a i n : : R e p l i c a t e S i n g l e V i r t u a l D i s k : : J o b C a n c l e d C H y p e r V R e s t o r e M a i n : : R e p l i c a t e S i n g l e V i r t u a l D i s k : : U p d a t e P r o g r e s s S t a r t [ t o t a l B y t e s = % I 6 4 d , d i s k I n d e x = % u ] C H y p e r V R e s t o r e M a i n : : G e t V M N e t w o r k A d a p t e r s % s : : N e t w o r k a d a p t e r % u : t y p e = % u , f r i e n d l y n a m e = % s , s w i c t h u u i d = % s . C H y p e r V R e s t o r e M a i n : : G e t V i r t u a l D i s k B a s e F u l l N a m e % s : : p a t h = % s . . A V H D . A V H D X { } % s : : E r r o r o c c u r r e d w h i l e c o n v e r t i n g u u i d , p a t h = % s . . V H D . V H D X % s : : I n v a l i d P a t h = % s . V H D V H D X C H y p e r V R e s t o r e M a i n : : G e t D i s k B u s I n f o % s : : t h e p e r s i s t p a t h i s n u l l . % s : : F o u n d t h e s a m e , p e r s i s t = % s , c f g = % s . [ B u s T y p e : C t r l I D : D r i v e I D ] = [ % u : % u : % u ] . C H y p e r V R e s t o r e M a i n : : G e t V m P e r s i s t A d a p t e r s % s : : F a i l e d t o g e t v m n e t w o r k a d a p t e r s . % s : : S u c c e e d e d t o g e t v m n e t w o r k a d a p t e r s . c o u n t = % u . C H y p e r V R e s t o r e M a i n : : G e t V M P e r s i s t B u s C o n t r o l l e r s % s : : F a i l e d t o g e t v m i d e c o n t r o l l e r s . % s : : F a i l e d t o g e t v m s c s i c o n t r o l l e r i n t a n c e s . % s : : i d e c o n t r o l l e r c o u n t % u , s c s i c o n t r o l l e r c o u n t % u . C H y p e r V R e s t o r e M a i n : : G e t B o o t S o u r c e O r d e r % s : : N o t a l l s c s i c o n t r o l l e r s h a v e b e e n a d d e d . C H y p e r V R e s t o r e M a i n : : A d d S c s i C o n t r o l l e r s % s : : T h e r e i s n o s c s i c o n t r o l l e r t h a t i s n e e d e d t o a d d . % s : : F a i l e d t o a d d s c s i c o n t r o l l e r : % s , R C = % d . % s : : S u c e s s f u l y a d d e d s c s i c o n t r o l l e r : % s . C H y p e r V R e s t o r e M a i n : : G e t R e s t o r e M e t a d t a : : D e s t i n a t i o n H y p e r - v % s , u s e r % s . C H y p e r V R e s t o r e M a i n : : G e t R e s t o r e M e t a d t a : : c a n n o t A F C r e a t e I n s t a n c e H y p e r V P e r s i s t I n f o . C H y p e r V R e s t o r e M a i n : : G e t R e s t o r e M e t a d t a : : c a n n o t U n S e r i a l i z e H y p e r V p e r s i s t i n f o . % s : : R e a d v m I n f o x m l f a i l e d , r c = % d C H y p e r V R e s t o r e M a i n : : G e t R e s t o r e M e t a d t a % s : : v m o w n e r i s e m p t y . % s : : R e s t o r e t o o r i g i n a l s e r v e r % s : % s . % s : : R e s t o r e t o a l t e r n a t i v e s e r v e r % s , o p t i o n = 0 x % x . C H y p e r V R e s t o r e M a i n : : G e t R e s t o r e M e t a d t a : : V M p e r s i s t p a t h i s n u l l . % s : : R e s t o r e t o o r i g i n a l s e r v e r % s , i s C l u s t e r V M = % u . C H y p e r V R e s t o r e M a i n : : G e t R e s t o r e M e t a d t a : : V M p a t h i s % s , g e n e r a t i o n i s % u , i s c l u s t e r v m % u . C H y p e r V R e s t o r e M a i n : : G e t R e s t o r e M e t a d t a : : O r i g i n a l - > d i s k s i g n a t u r e : % u , t y p e = % u , b Q u i c k = % u , v h d : % s . C H y p e r V R e s t o r e M a i n : : G e t R e s t o r e M e t a d t a : : d i s k c o u n t i s % u . % s : : t h e d i s k i n f o f r o m j o b s c r i p t i s n o t c o m p l e t e . C H y p e r V R e s t o r e M a i n : : G e t R e s t o r e M e t a d t a : : c a n n o t F i n d D i s k I n f o B y D i s k S i g n a t u r e H y p e r V p e r s i s t i n f o f o r d i s k , s i g % u . C H y p e r V R e s t o r e M a i n : : G e t R e s t o r e M e t a d t a : : A l t e r n a t i v e - > d i s k s i g n a t u r e : % u , t y p e = % u , b Q u i c k = % u , v h d : % s . % s : : T h e r e i s n o d i s k n e e d s t o r e s t o r e . . x m l % s : : F a i l e d t o i n i t i a l i z e v m c o n f f i l e p a r s e r , f i l e = % s , R C = % d . % s : : F a i l e d t o g e t v m b u s c o n t r o l l e r i n f o . C H y p e r V R e s t o r e M a i n : : G e t R e s t o r e M e t a d t a : : F a i l e d t o g e t b u s i n f o f o r d i s k s i g n a t u r e : % u , v h d : % s . C H y p e r V R e s t o r e M a i n : : G e t R e s t o r e M e t a d t a : : b a s e = % s , t o p = % s C H y p e r V R e s t o r e M a i n : : G e t R e s t o r e M e t a d t a : : D i s k s i g n a t u r e : % u , v h d : % s , b u s t y p e = % u , c t r l i d = % u , p o s = % u . C H y p e r V R e s t o r e M a i n : : R e m o v e R e c o v e r e d D i s k s % s : : t h e d i s k a d p t e r i s n u l l . % s : : F a i l e d t o r e m o v e d i s k % s , R C = % d . % s : : S u c c e s s f u l l y r e m o v e d d i s k % s . C H y p e r V R e s t o r e M a i n : : R e m o v e O r i g i n a l V M : : F a i l e d t o g e t V M o w n e r h y p e r - v h o s t . C H y p e r V R e s t o r e M a i n : : R e m o v e O r i g i n a l V M : : c o n n e c t e d t o % s . C H y p e r V R e s t o r e M a i n : : R e m o v e O r i g i n a l V M : : f a i l e d t o c o n n e c t t o % s w i t h u s e r n a m e % s . C H y p e r V R e s t o r e M a i n : : R e m o v e O r i g i n a l V M : : R e m o v e v m f r o m c l u s t e r , h y p e r - v = % s . C H y p e r V R e s t o r e M a i n : : R e m o v e O r i g i n a l V M : : F a i l e d t o i n i t d i s k a d a p t e r o n V M o w n e r h y p e r - v h o s t % s . C H y p e r V R e s t o r e M a i n : : R e m o v e O r i g i n a l V M : : c a n n o t f i n d t h e o r i g i n a l v m % s ( % s ) o n h y p e r - v % s . R e c o v e r y s u c c e e d , s h u t d o w n V M % s ( % s ) C H y p e r V R e s t o r e M a i n : : R e m o v e V M : : _ D e s t r o y V m ( % s ) f a i l e d w i t h c o u n t % d . n R e t = % d C H y p e r V R e s t o r e M a i n : : R e m o v e V M : : _ D e s t r o y V m ( % s ) f a i l e d . n R e t = % d C H y p e r V R e s t o r e M a i n : : R e m o v e V M : : _ D e s t r o y V m ( % s ) s u c c e e d . C H y p e r V R e s t o r e M a i n : : R e m o v e V M % s : : F a i l e d t o r e m o v e s n a p s h o t d i s k % s , R C = % d . % s : : S u c c e s s f u l l y r e m o v e d s n a p s h o t d i s k % s . C H y p e r V R e s t o r e M a i n : : O p e n H y p e r V O p e r a t i o n E x : : F a i l e d t o o p e n H y p e r - V o p e r a t i o n i n t e r f a c e o n h o s t % s . C H y p e r V R e s t o r e M a i n : : O p e n H y p e r V O p e r a t i o n E x : : N o n e e d t o c o n v e r t f o r % s a s r e c o v e r y n o t i n c l u s t e r m o d e . C H y p e r V R e s t o r e M a i n : : O p e n H y p e r V O p e r a t i o n E x : : F a i l e d t o g e t c l u s t e r o p e r a t i o n i n t e r f a c e . C H y p e r V R e s t o r e M a i n : : O p e n H y p e r V O p e r a t i o n E x : : C a n n o t g e t a c t i v e n o d e s . . C H y p e r V R e s t o r e M a i n : : O p e n H y p e r V O p e r a t i o n E x : : F a i l e d t o g e t t h e n o n - c l u s t e r I P f o r h o s t % s . C H y p e r V R e s t o r e M a i n : : O p e n H y p e r V O p e r a t i o n E x : : F a i l e d t o g e t t h e c l u s t e r p r o d u c t i v e n e t w o r k . C H y p e r V R e s t o r e M a i n : : O p e n H y p e r V O p e r a t i o n E x : : F a i l e d t o g e t t h e s e r v e r I P f o r h o s t % s . C H y p e r V R e s t o r e M a i n : : O p e n H y p e r V O p e r a t i o n E x : : U s e s e r v e r I P % s f o r h o s t [ % s : % s ] . C H y p e r V R e s t o r e M a i n : : O p e n H y p e r V O p e r a t i o n E x : : U n a b l e t o c o n n e c t t o % s w i t h I P % s . C H y p e r V R e s t o r e M a i n : : M a i n : : f a i l e d t o g e t r e s t o r e m e t a d a t a . C H y p e r V R e s t o r e M a i n : : M a i n : : J o b C a n c l e d N o t f o u n d d u p l i c a t e d V M % s ( % s ) C H y p e r V R e s t o r e M a i n : : M a i n % s : : F a i l e d t o c r e a t e n e w V M % s @ % s . % s : : F a i l e d t o p r e p a r e d i s k r e p l i c a t i o n . C H y p e r V R e s t o r e M a i n : : M a i n : : P e r f o r m a n c e t i m i n g s t a r t a t % 0 1 6 I 6 4 d R e p l i c a t e V i r t u a l D i s k s f a i l C H y p e r V R e s t o r e M a i n : : M a i n : : P e r f o r m a n c e t i m i n g e n d a t % 0 1 6 I 6 4 d , e l p a s e d % 0 1 6 I 6 4 d m s C H y p e r V R e s t o r e M a i n : : M a i n : : T o t a l D a t a S o u r c e i s % 0 1 6 I 6 4 d C H y p e r V R e s t o r e M a i n : : S e t V M P r o c e s s o r % s : : G e t M a x C P U S F o r V m s u c c e e d e d , n M a x C P U s = % u , d w P r o c e s s o r C n t = % u . % s : : S e t l o g i c a l p r o c e s s o r n u m b e r % u , R C = % d . % s : : G e t M a x C P U S F o r V m f a i l e d , R C = % u . C H y p e r V R e s t o r e M a i n : : S e t V M M e m o r y % s : : G e t M a x R A M F o r V m s u c c e e d e d , d w M a x S i z e I n M B = % u , d w M e m S i z e I n M B = % u . % s : : G e t M a x R A M F o r V m f a i l e d , d w M e m S i z e I n M B = % u - - > 5 1 2 M B , R C = % u . % s : : S e t d y n a m i c m e m o r y s i z e = % u M B , R e s e r v a t i o n I n M B = % u , L i m i t I n M B = % u . R C = % d . % s : : S e t m e m o r y s i z e = % u M B , R C = % d . C H y p e r V R e s t o r e M a i n : : C o n f i g u r e V M N e t w o r k A d a p t e r % s : : t h e r e i s n o a d a p t e r s . % s : : C a n n o t f i n d s w i c t h % s . % s : : U n K o w n a d a p t e r t y p e % u . % s : : A d d n e t w o r k a d a p t e r % s , I D = % d , t y p e = % d , C h a n n e l I n s t a n c e G u i d = % s , R C = % d . I S O C H y p e r V R e s t o r e M a i n : : C o n f i g u r e D V D D r i v e s % s : : a d d e d I d e D v D d r i v e . C t r l I D = % d , D r i v e I D = % d , R C = % d . % s : : a d d e d S c s i D v D d r i v e . C t r l I D = % d , D r i v e I D = % d , R C = % d . C H y p e r V R e s t o r e M a i n : : I s R e g i s t e r 2 C l u s t e r % s : : c a n n o t f i n d t h e c l u s t e r i n s t a n c e . C H y p e r V R e s t o r e M a i n : : V a l i d a t e V i r t u a l D i s k % s : : c a n n o t f i n d t h e s y s t e m d r i v e . % s : : c a n n o t f i n d a n y v o l u m e . % s \ C l u s t e r S t o r a g e \ % s : : s k i p d i s k % s . % s : : F o u n d t h e v o l u m e [ % s ] f o r d i s k [ % s ] . % s : : F a i l e d t o f i n d t h e v o l u m e f o r d i s k [ % s ] . C l u s S v c C H y p e r V R e s t o r e M a i n : : V a l i d a t e V i r t u a l D i s k P a t h s : : C l u s t e r s e r v i c e i s i n s t a l l e d o n % s . C H y p e r V R e s t o r e M a i n : : G e t V M O w n e r % s : : F i n d t h e v m ( % s ) o n t h e d e s t i n a t i o n h y p e r - v h o s t % s . % s : : c a n n o t f i n d t h e v m ( % s ) i n c l u s t e r . % s : : t h e v m ( g r o u p = % s , u u i d = % s ) i s o n h y p e r - v : % s . C H y p e r V R e s t o r e M a i n : : R e m o v e V M F r o m C l u s t e r % s : : F a i l e d t o t a k e t h e g r o u p ( % s ) o f f l i n e . % s : : F a i l e d t o r e m o v e t h e v m ( % s ) f r o m c l u s t e r . C H y p e r V R e s t o r e M a i n : : A d d R e c o v e r e d V M T o C l u s t e r % s : : v h d [ % s ] i s n o t o n C S V , m a y f a i l t o r e g i s t e r v m t o c l u s t e r . A d d v m % s [ % s ] t o c l u s t e r , R C = % d . R e n a m e r e c o v e r e d v m f r o m % s t o % s N e w r e c o v e r e d v m % s [ % s ] S e t B o o t S o u r c e O r d e r , I s S e c u r e B o o t = % u , R C = % u P o w e r O n n e w l y r e c o v e r i e d V M : % s D e l e t e u n s u c c e s s f u l l r e c o v e r i e d V M , n a m e = % s , g u i d = % s . C H y p e r V R e s t o r e M a i n : : V M O n J o b F a i l u r e : : _ D e s t r o y V m ( % s ) f a i l e d w i t h c o u n t % d . n R e t = % d D e l e t e u n s u c c e s s f u l l r e c o v e r i e d V M , R C = % u . Z k D e l e t e N o R e m o v e F o r c e R e m o v e V a l B D M S * ? I n v a l i d a p p l i c a t i o n s u b - s e s s i o n # : % u . I n v a l i d a p p l i c a t i o n r e s t o r e j o b s c r i p t , [ % s , % s ] . I n v a l i d a l t e r n a t i v e c o m p o n e n t r e s t o r e p a t h . I n v a l i d a l t e r n a t i v e c o m p o n e n t r e s t o r e n a m e . R e s t o r e a p p l i c a t i o n f i l e s [ % u ] . R e s t o r e A p p F i l e s : N o f i l e t o b e r e s t o r e d . U n a b l e t o f i n d v o l u m e % s i n s u b - s e s s i o n v o l u m e l i s t . E r r o r : f o u n d d u p l i c a t e s o u r c e i t e m w i t h d i f f e r e n t t a r g e t p a t h % s , % s . E r r o r : N u l l A p p S o u r c e . T h i s s h o u l d n o t h a p p e n . a p p p l i c a t i o n r e s t o r e : v o l u m e % s . \ \ / S k i p d u p l i c a t e s o u r c e % s . U n a b l e t o m o v e f i l e f r o m % s t o % s , r c = % d . U n a b l e t o f i n d f i l e % s , r c = % d . p Ѐ 0 P ` " # * * + + + p> % s \ * . * . . % s \ % s \ \ ? \ K M G T P % d . % 0 3 . 0 f % c B % I 6 4 d B 3)6{ O>`3)6{ O>` R e s t o r e - E S X - % . 4 u % . 2 u % . 2 u - % . 2 u % . 2 u % . 2 u - % . 3 u - j o b % d - p i d % d . l o g R e s t o r e - H y p e r v - % . 4 u % . 2 u % . 2 u - % . 2 u % . 2 u % . 2 u - % . 3 u - j o b % d - p i d % d . l o g R e s t o r e - % . 4 u % . 2 u % . 2 u - % . 2 u % . 2 u % . 2 u - % . 3 u - j o b % d - p i d % d . l o g @ X I n i t R e s t o r e S e s s i o n P a t h f a i l e d . [ p a t h = % s , u s e r = % s ] \ S t r i n g U t i l : : A F B K C r e a t e G U I D : : C o C r e a t e G u i d f a i l h r = 0 x % p 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 \ A F B a c k u p D l l %u E n f o r c e T r a n s p o r t F o r R e c o v e r y V D D K E n f o r c e N B D G e n e r a t e N e w V M I n s t a n c e U U I D C h e c k G e n e r a t e N e w V M I n s t a n c e U U I D % s : : F a i l e d t o g e t v a l u e f o r r e g i s t r y n a m e % s . G e t M o d u l e P a t h % s : : F a i l e d t o g e t m o d u l e f i l e n a m e . E C = % d ` a n o n y m o u s - n a m e s p a c e ' : : l o a d D O M R a w : : X M L D O M l o a d e d f r o m % s ` a n o n y m o u s - n a m e s p a c e ' : : l o a d D O M R a w : : F a i l e d t o l o a d D O M f r o m % s , e r r o r i s % s C D 2 D O f f h o s t E S X W r a p p e r : : G e t S e r v e r N o d e L i s t : : p f _ V 2 P N F _ G e t E s x N o d e L i s t ( ) r e t u r n N U L L . G e t S e r v e r N o d e L i s t ( ) r e t u r n % d E S X s e r v e r s . E S X [ % d ] i s % s . C D 2 D O f f h o s t E S X W r a p p e r : : G e t V M L i s t : : p f _ V 2 P N F _ G e t V M L i s t ( % s ) r e t u r n N U L L . G e t V M L i s t ( % s ) r e t u r n % d V M s . E S X % s ' s V M [ % d ] i s % s . p f _ V M _ I s V M N a m e U s e d i s n o t i n i t i a l i z e d C a l l p f _ V 2 P N F _ g e t V m I n f o f a i l e d . C D 2 D O f f h o s t E S X M a c h i n e : : C D 2 D O f f h o s t E S X M a c h i n e : : A l l o c a t i o n o f d i s k U R L l i s t f a i l e d C D 2 D O f f h o s t E S X M a c h i n e : : C D 2 D O f f h o s t E S X M a c h i n e : : A l l o c a t i o n o f d i s k d a t a s t o r e l i s t f a i l e d C D 2 D O f f h o s t E S X M a c h i n e : : C D 2 D O f f h o s t E S X M a c h i n e : : U R L o f d i s k [ % d ] i s N U L L C D 2 D O f f h o s t E S X M a c h i n e : : C D 2 D O f f h o s t E S X M a c h i n e : : U R L o f d i s k [ % d ] i s e m p t y C D 2 D O f f h o s t E S X M a c h i n e : : C D 2 D O f f h o s t E S X M a c h i n e : : U R L o f d i s k [ % d ] c a n n o t b e a l l o c a t e d C D 2 D O f f h o s t E S X M a c h i n e : : C D 2 D O f f h o s t E S X M a c h i n e : : D a t a S t o r e o f d i s k [ % d ] i s N U L L C D 2 D O f f h o s t E S X M a c h i n e : : C D 2 D O f f h o s t E S X M a c h i n e : : D a t a S t o r e o f d i s k [ % d ] i s e m p t y C D 2 D O f f h o s t E S X M a c h i n e : : C D 2 D O f f h o s t E S X M a c h i n e : : D a t a S t o r e o f d i s k [ % d ] c a n n o t b e a l l o c a t e d D i s c o n n e c t f r o m V M C D 2 D O f f h o s t E S X M a c h i n e : : I n i t i a l i z e : : f a i l e d b e c a u s e o f w r o n g d i s k l i s t V M T o o l s i s n o t i n s t a l l e d [ % s , % s ] V M T o o l s s t a t e i s o u t o f d a t e [ % s , % s ] V M T o o l s s t a t e i s u p t o d a t e [ % s , % s ] g e t V M T o o l s S t a t e u n e x p e c t e d e r r o r [ % s , % s ] V M i s p o w e r e d o f f [ % s , % s ] V M i s p o w e r e d o n [ % s , % s ] V M i s s u s p e n d e d [ % s , % s ] g e t V M P o w e r S t a t e u n e x p e c t e d e r r o r [ % s , % s ] V M W A R E _ V D I S K _ T Y P E _ T H I C K _ L A Z Y V M W A R E _ V D I S K _ T Y P E _ T H I N V M W A R E _ V D I S K _ T Y P E _ T H I C K _ E A G E R V M W A R E _ V D I S K _ T Y P E _ O R I G I N A L U n k n o w n V M _ C r e a t e ( ) p a r a m e t e r s : - > V M c o n f i g f i l e = % s - > V C n a m e = % s - > E S X n a m e = % s - > E S X D C N a m e = % s - > V M n a m e = % s . - > V M R e s P o o l = % s . - > V M d a t a s t o r e = % s . - > V M o v e r w r i t e f l a g = % d . - > V M o r i g i n a l f l a g = % d . - > V M d i s k c o u n t = % d . - > R e c o v e r d i s k % s t o d a t a s t o r e % s - > R e c o v e r d i s k % s i n f o r m a t % s C D 2 D O f f h o s t E S X M a c h i n e : : C r e a t e V M : : p f _ V 2 P N F _ S e t V M D i s k I n f o , c o u n t = % d . C D 2 D O f f h o s t E S X M a c h i n e : : C r e a t e V M : : p f _ V 2 P N F _ C r e a t e V M ( ) % s , m e s s a g e C o d e % u . C D 2 D O f f h o s t E S X M a c h i n e : : C r e a t e V M : : E S X % s n E S X V F l a s h R e s o u r c e = % I 6 4 d C D 2 D O f f h o s t E S X M a c h i n e : : C r e a t e V M : : V M % s n V M V F l a s h R e a d C a c h e = % I 6 4 d C r e a t e t h e n e w V M . V M n a m e i s % s . V M U U I D i s % s . V M h o s t i s % s . V M v m x i s % s . V M p o w e r s t a t e i s % d . C D 2 D O f f h o s t E S X M a c h i n e : : C r e a t e V M : : p f _ V 2 P N F _ G e t V M D i s k U R L s ( ) , n V M D i s k C o u n t = % d . V e c t o r d i s k c o u n t = % d C D 2 D O f f h o s t E S X M a c h i n e : : C r e a t e V M : : p f _ V 2 P N F _ G e t V M D i s k U R L s ( ) , V M h a s n o d i s k s C D 2 D O f f h o s t E S X M a c h i n e : : C r e a t e V M : : p f _ V 2 P N F _ G e t V M X S p e c ( ) f a i l e d . n R e t = % d . V M X s p e c i s % s . C D 2 D O f f h o s t E S X M a c h i n e : : C r e a t e V M : : p f _ V 2 P N F _ V M _ D i s a b l e C h a n g e T r a c k i n g ( ) f a i l e d . n R e t = % d W e w i l l c o n t i n u e t h e r e c o v e r y D i s a b l e c h a n g e t r a c k i n g C D 2 D O f f h o s t E S X M a c h i n e : : C r e a t e V M : : B e g i n t a k e s n a p s h o t C A A R C s e r v e U n i f i e d H o s t - B a s e d V M B a c k u p C D 2 D O f f h o s t E S X M a c h i n e : : C r e a t e V M : : R e t r y t a k e s n a p s h o t , i d x = % d C D 2 D O f f h o s t E S X M a c h i n e : : C r e a t e V M : : p f _ V 2 P N F _ T a k e S n a p s h o t ( ) f a i l e d . d i s k c n t = % d , r c = % d , m s g = % s C D 2 D O f f h o s t E S X M a c h i n e : : C r e a t e V M : : E n d t a k e s n a p s h o t T a k e s n a p s h o t S n a p s h o t U R L i s % s . S n a p s h o t h a s % d d i s k s . % s : / / % s / s d k C D 2 D O f f h o s t E S X M a c h i n e : : C r e a t e V M : : [ % s : % u ] = = > [ % s ] , V M D K I O = % s h t t p s C D 2 D O f f h o s t E S X M a c h i n e : : C r e a t e V M : : F I N A L P O R T [ % s : % u ] = = > [ % s ] , V M D K I O = % s T h e V M r e c o v e r y o p e r a t i o n i s e n f o r c e d t o u s e N B D t r a n s p o r t m o d e f o r V D D K I O . T h e V M r e c o v e r y o p e r a t i o n i s n o t e n f o r c e d t o u s e N B D t r a n s p o r t m o d e f o r V D D K I O . C D 2 D O f f h o s t E S X M a c h i n e : : C r e a t e V M : : p f _ V M D K I o _ C o n n e c t ( ) f a i l e d . V M D K I O E r r o r S t r i n g = % s , n R e t = % l l d C o n n e c t t o s n a p s h o t C D 2 D O f f h o s t E S X M a c h i n e : : C r e a t e V M D i s k [ % d ] [ % s ] i s t h i n d i s k C D 2 D O f f h o s t E S X M a c h i n e : : C r e a t e V M T h i n d i s k [ % d ] E n f o r e d [ % s ] T r a n p o r t M o d e C D 2 D O f f h o s t E S X M a c h i n e : : C r e a t e V M D i s k [ % d ] [ % s ] i s n o t t h i n d i s k n b d n b d s s l C D 2 D O f f h o s t E S X M a c h i n e : : C r e a t e V M : : T r a n s p o r t U s e d f o r d i s k [ % d ] i s : % s V M h a s % d S A N d i s k s D i s k [ % d ] i s S A N d i s k V M h a s % d N B D d i s k s D i s k [ % d ] i s N B D d i s k D i s c o n n e c t f r o m s n a p s h o t R e v e r t t h e s n a p s h o t R e m o v e t h e s n a p s h o t [ % s ] D i s c o n n e c t f r o m s n a p s h o t % s R e m o v e t h e s n a p s h o t % s D i s c o n n e c t f r o m V M % s C D 2 D O f f h o s t E S X M a c h i n e : : D e l e t e V M : : p f _ V 2 P N F _ V M _ D e l e t e ( % s ) f a i l e d w i t h c o u n t % d . n R e t = % d C D 2 D O f f h o s t E S X M a c h i n e : : D e l e t e V M : : p f _ V 2 P N F _ V M _ D e l e t e ( % s ) f a i l e d . n R e t = % d R e m o v e t h e V M % s C D 2 D O f f h o s t E S X M a c h i n e : : R e n a m e V M p f _ V 2 P N F _ V M _ R e n a m e ( ) f a i l e d f r o m % s t o % s R e n a m e V M f r o m % s t o % s C D 2 D O f f h o s t E S X M a c h i n e : : S e t N e w I n s t U u i d : : v m = % s , o l d I n s t U U I D = % s , n e w I n s t U U I D = % s P o w e r o n t h e V M % s P o w e r o f f t h e V M % s S e t n v r a m f i l e s % s f o r v m % s . v m d k C D 2 D O f f h o s t E S X M a c h i n e : : I s S n a p s h o t D i s k T h i n T y p e S n a p s h o t D i s k [ % s ] . C D 2 D O f f h o s t E S X M a c h i n e : : I s S n a p s h o t D i s k T h i n T y p e V M D i s k [ % d ] : [ % s ] . C D 2 D O f f h o s t E S X M a c h i n e : : I s S n a p s h o t D i s k T h i n T y p e V M D i s k [ % d ] t y p e : [ % d ] . C D 2 D O f f h o s t E S X M a c h i n e : : I s S n a p s h o t D i s k T h i n T y p e V M D i s k N a m e [ % s ] i s I n v a l i d , I n d e x = % d C D 2 D O f f h o s t E S X M a c h i n e : : E n u m e r a t e S a n D i s k s I n v a l i d p a r a m e t e r s C D 2 D O f f h o s t E S X M a c h i n e : : E n u m e r a t e S a n D i s k s : : N o s a n d i s k s w e r e e n u m e r a t e d C D 2 D O f f h o s t E S X M a c h i n e : : E n u m e r a t e S a n D i s k s f a i l e d b e c a u s e s n a p s h o t i s n o t t a k e n C D 2 D O f f h o s t E S X M a c h i n e : : E n u m e r a t e S a n D i s k s f a i l e d b e c a u s e s n a p s h o t i s n o t c o n n e c t e d C D 2 D O f f h o s t E S X M a c h i n e : : E n u m e r a t e S a n D i s k s f a i l e d b e c a u s e s n a p s h o t h a s n o d i s k s C D 2 D O f f h o s t E S X M a c h i n e : : E n u m e r a t e S a n D i s k s f a i l e d t o c r e a t e d i s k e n u m e r a t o r o b j e c t C D 2 D O f f h o s t E S X M a c h i n e : : E n u m e r a t e S a n D i s k s : : D o E n u m e r a t e ( ) f a i l e d . C r e a t e S A N d i s k e n u m e r a t o r C D 2 D O f f h o s t E S X M a c h i n e : : E n u m e r a t e N b d D i s k s I n v a l i d p a r a m e t e r s A d j u s t d i s k [ % d ] f r o m S A N d i s k l i s t t o N B D d i s k l i s t . C D 2 D O f f h o s t E S X M a c h i n e : : E n u m e r a t e N b d D i s k s : : N o n b d d i s k s w e r e e n u m e r a t e d C D 2 D O f f h o s t E S X M a c h i n e : : E n u m e r a t e N b d D i s k s : : p f _ V 2 P N F _ V M _ G e t V M C u r r e n t D i s k U R L s ( ) f a i l e d . n R e t = % d , d i s k C o u n t = % d G e t V M d i s k s V M h a s % d d i s k s C D 2 D O f f h o s t E S X M a c h i n e : : E n u m e r a t e N b d D i s k s : : p f _ V M D K I o _ C o n n e c t B y T r a n s p o r t M o d e ( ) E n f o r c e T r a n p o r t M o d e [ % s ] f o r r e c o v e r y , R e s u l t C o d e = % d C D 2 D O f f h o s t E S X M a c h i n e : : E n u m e r a t e N b d D i s k s : : p f _ V M D K I o _ C o n n e c t ( ) f a i l e d . n R e t = % l l d C o n n e c t t o V M C D 2 D O f f h o s t E S X M a c h i n e : : E n u m e r a t e N b d D i s k s f a i l e d t o c r e a t e d i s k e n u m e r a t o r C D 2 D O f f h o s t E S X M a c h i n e : : E n u m e r a t e N b d D i s k s : : D o E n u m e r a t e ( ) f a i l e d . C r e a t e N B D d i s k e n u m e r a t o r C D 2 D O f f h o s t E S X M a c h i n e : : G e t D S B l o c k S i z e : : G e t D a t a s t o r e B l o c k S i z e % u a t % s % s % s C D 2 D O f f h o s t E S X M a c h i n e : : V M D K I o C l e a n u p : : V M D K I o _ C l e a n u p [ % s , % s , % s , % s , % I 6 4 d ] C D 2 D O f f h o s t E S X D i s k : : ~ C D 2 D O f f h o s t E S X D i s k : : T e r m i n a t e m o n i t o r t h r e a d C D 2 D O f f h o s t E S X D i s k : : ~ C D 2 D O f f h o s t E S X D i s k : : T e r m i n a t e c o n v e r t o r t h r e a d C l o s e V M D K f i l e % s C D 2 D O f f h o s t E S X D i s k : : O p e n D i s k C a n n o t o p e n V M D K f i l e % s o f d i s k [ % d ] , V M D K I O E r r o r S t r i n g = % s , n R e t = % l l d O p e n V M D K f i l e % s C D 2 D O f f h o s t E S X D i s k : : O p e n D i s k : : T r a n s p o r t m o d e u s e d f o r V M D K f i l e % s o f d i s k [ % d ] i s % s C D 2 D O f f h o s t E S X D i s k : : C o n v e r t V h d T o V m d k : : [ D 2 D - > V M D K ] % s , % s , s i z e K B = % u C D 2 D O f f h o s t E S X D i s k : : C o n v e r t V h d T o V m d k : : V M D K f i l e i s n o t o p e n e d . C a n n o t c o n v e r t d i s k [ % d ] [ % s ] C D 2 D O f f h o s t E S X D i s k : : C o n v e r t V h d T o V m d k : : C r e a t e T h r e a d ( m o n i t o r ) f a i l e d . e r r o r = % d . L a u n c h m o n i t o r t h r e a d f o r d i s k [ % d ] C D 2 D O f f h o s t E S X D i s k : : C o n v e r t V h d T o V m d k : : C r e a t e T h r e a d ( c o n v e r t o r ) f a i l e d . e r r o r = % d . L a u n c h c o n v e r t o r t h r e a d f o r d i s k [ % d ] C D 2 D O f f h o s t E S X D i s k : : C o n v e r t V h d T o V m d k : : T e r m i n a t e m o n i t o r t h r e a d C D 2 D O f f h o s t E S X D i s k : : C o n v e r t V h d T o V m d k : : T e r m i n a t e c o n v e r t o r t h r e a d C D 2 D O f f h o s t E S X D i s k : : C h e c k V h d T o V m d k C o n v e r s i o n : : I n v a l i d p a r a m e t e r s . C D 2 D O f f h o s t E S X D i s k : : C h e c k V h d T o V m d k C o n v e r s i o n : : G e t E x i t C o d e T h r e a d ( ) f a i l e d . e r r = % d . C D 2 D O f f h o s t E S X D i s k : : C h e c k V h d T o V m d k C o n v e r s i o n : : T e r m i n a t e m o n i t o r t h r e a d C D 2 D O f f h o s t E S X D i s k : : G e t D a t a t S t o r e : : I n v a l i d d a t a s t o r e n a m e % s C D 2 D O f f h o s t E S X D i s k : : G e t D a t a t S t o r e : : g e t d a t a s t o r e % s f r o m % s C D 2 D E S X D i s k E n u m e r a t o r : : C D 2 D E S X D i s k E n u m e r a t o r C a n n o t f i n d t h e d i s k a t i n d e x [ % d ] C D 2 D E S X D i s k E n u m e r a t o r : : C D 2 D E S X D i s k E n u m e r a t o r C a n n o t c r e a t e d i s k o b j e c t f o r d i s k [ % d ] C D 2 D E S X D i s k E n u m e r a t o r : : D o E n u m e r a t e f a i l e d . T h e r e a r e % d d i s k s , % d d i s k o b j e c t s . T h e y a r e n o t m a t c h e d . S O F T W A R E \ V M w a r e , I n c . \ V M w a r e V i r t u a l D i s k D e v e l o p m e n t K i t V e r i f y S S L C e r t i f i c a t e s E n a b l e V D D K I n s t a l l K e y : : C a n n o t s e t % s \ % s . E n a b l e V D D K I n s t a l l K e y : : C r e a t e K e y % s . V M D K I o . d l l D 2 D _ I n i t V M D K L i b : : L o a d L i b r a r y ( % s ) f a i l e d . VMDKIoLib_Init D 2 D _ I n i t V M D K L i b : : G e t P r o c A d d r e s s ( V M D K I o L i b _ I n i t ) f a i l e d . VMDKIoLib_Exit D 2 D _ I n i t V M D K L i b : : G e t P r o c A d d r e s s ( V M D K I o L i b _ E x i t ) f a i l e d . VMDKIo_Connect D 2 D _ I n i t V M D K L i b : : G e t P r o c A d d r e s s ( V M D K I o _ C o n n e c t ) f a i l e d . VMDKIo_DisConnect D 2 D _ I n i t V M D K L i b : : G e t P r o c A d d r e s s ( V M D K I o _ D i s C o n n e c t ) f a i l e d . OpenVMDKFileA D 2 D _ I n i t V M D K L i b : : G e t P r o c A d d r e s s ( O p e n V M D K F i l e A ) f a i l e d . OpenVMDKFileWToUTF8 D 2 D _ I n i t V M D K L i b : : G e t P r o c A d d r e s s ( O p e n V M D K F i l e W T o U T F 8 ) f a i l e d . CloseVMDKFile D 2 D _ I n i t V M D K L i b : : G e t P r o c A d d r e s s ( C l o s e V M D K F i l e ) f a i l e d . VMDKIo_GetTransportUsedforDisk D 2 D _ I n i t V M D K L i b : : G e t P r o c A d d r e s s ( V M D K I o _ G e t T r a n s p o r t U s e d f o r D i s k ) f a i l e d . VMDKIo_FreeErrorStringW D 2 D _ I n i t V M D K L i b : : G e t P r o c A d d r e s s ( V M D K I o _ F r e e E r r o r S t r i n g W ) f a i l e d . VMDKIo_GetErrorStringW D 2 D _ I n i t V M D K L i b : : G e t P r o c A d d r e s s ( V M D K I o _ G e t E r r o r S t r i n g W ) f a i l e d . D 2 D _ I n i t V M D K L i b : : G e t P r o c A d d r e s s ( V M D K I o _ C l e a n u p ) f a i l e d . VMDKIo_ConnectByTransportMode D 2 D _ I n i t V M D K L i b : : G e t P r o c A d d r e s s ( V M D K I o _ C o n n e c t B y T r a n s p o r t M o d e ) f a i l e d . \Log\ vmdkio.log D 2 D _ I n i t V M D K L i b : : p f _ V M D K I o _ I n i t ( ) f a i l e d . % l l d V 2 P N a t i v e F a c a d e . d l l D 2 D _ I n i t V 2 P L i b : : L o a d L i b r a r y ( % s ) f a i l e d . V2PNativeFacadeInit D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( V 2 P N a t i v e F a c a d e I n i t ) f a i l e d . V2PNativeFacadeExit D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( V 2 P N a t i v e F a c a d e E x i t ) f a i l e d . connectToESX D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( c o n n e c t T o E S X ) f a i l e d . disconnectESX D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( d i s c o n n e c t E S X ) f a i l e d . getEsxNodeList D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( g e t E s x N o d e L i s t ) f a i l e d . getVMList D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( g e t V M L i s t ) f a i l e d . VM_GetVMXSpec D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( V M _ G e t V M X S p e c ) f a i l e d . VM_TakeSnapshot D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( V M _ T a k e S n a p s h o t ) f a i l e d . VM_RevertSnapshot D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( V M _ R e v e r t S n a p s h o t ) f a i l e d . VM_RemoveSnapshot D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( V M _ R e m o v e S n a p s h o t ) f a i l e d . VM_Create D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( V M _ C r e a t e ) f a i l e d . VM_Delete D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( V M _ D e l e t e ) f a i l e d . VM_Rename D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( V M _ R e n a m e ) f a i l e d . VM_DisableChangeTracking D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( V M _ D i s a b l e C h a n g e T r a c k i n g ) f a i l e d . VM_GetVMCurrentDiskURLs D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( V M _ G e t V M C u r r e n t D i s k U R L s ) f a i l e d . VM_PowerOn D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( V M _ P o w e r O n ) f a i l e d . VM_PowerOff D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( V M _ P o w e r O f f ) f a i l e d . VM_IsVMNameUsed D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( V M _ I s V M N a m e U s e d ) f a i l e d . checkDSBlockSize D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( c h e c k D S B l o c k S i z e ) f a i l e d . VM_SetVMnvramfiles D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( V M _ S e t V M n v r a m f i l e s ) f a i l e d . setInstanceUUID D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( s e t I n s t a n c e U U I D ) f a i l e d . getVMServerType D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( g e t V M S e r v e r T y p e ) f a i l e d . getVMDiskURLs D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( g e t V M D i s k U R L s ) f a i l e d . getVMToolsState D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( g e t V M T o o l s S t a t e ) f a i l e d . getVMPowerState D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( g e t V M P o w e r S t a t e ) f a i l e d . getVMInfo D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( g e t V M I n f o ) f a i l e d . D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( % s ) f a i l e d . GetESXVFlashResource D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( g e t E S X V F l a s h R e s o u r c e ) f a i l e d . GetVMFlashReadCache D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( g e t V M V F l a s h R e a d C a c h e ) f a i l e d . D 2 D _ I n i t V 2 P L i b : : G e t P r o c A d d r e s s ( S e t V M D i s k I n f o ) f a i l e d . D 2 D _ I n i t V 2 P L i b : : V M w a r e F i l e i s e m p t y , a s s u m e n e w v e r s i o n V M w a r e f i l e D 2 D _ I n i t V 2 P L i b : : p f _ V 2 P N F _ I n i t ( ) f a i l e d . D 2 D _ I n i t V 2 P L i b : : V 2 P N F _ C o n n e c t T o E S X ( ) % s D 2 D _ I n i t V 2 P L i b : : p f _ V 2 P N F _ C o n n e c t T o E S X ( ) f a i l e d C o n n e c t t o V C o r E S X s e r v e r % s . D 2 D _ I n i t V 2 P L i b : : p f _ V 2 P N F _ G e t V M S e r v e r T y p e ( ) f a i l e d . S e r v e r = % s . D 2 D _ I n i t V 2 P L i b : : V M r e c o v e r y i s d o n e v i a E S X s e r v e r % s . D 2 D _ I n i t V 2 P L i b : : V M r e c o v e r y i s d o n e v i a v C e n t e r % s . D 2 D _ I n i t V 2 P L i b : : S e t v D S N e t w o r k I n f o E x % s . : : [ % 0 2 d ] l a b e l = % s , d e v i c e N a m e = % s , s w i t c h N a m e = % s , p o r t g r o u p N a m e = % s , s w i t c h U u i d = % s , p o r t g r o u p K e y = % s T h r e a d F u n c _ V h d T o V m d k C o n v e r t o r : : p V h d T o V m d k P a r a m s i s n u l l T h r e a d F u n c _ V h d T o V m d k C o n v e r t o r : : I n v a l i d d i s k t y p e . D i s k T y p e = % d . T h r e a d F u n c _ V h d T o V m d k C o n v e r t o r : : L o a d L i b r a r y ( A F S t o r . d l l ) f a i l e d . e r r o r = % d D2D2VmdkConversion_VSphere T h r e a d F u n c _ V h d T o V m d k C o n v e r t o r : : G e t P r o c A d d r e s s ( D 2 D 2 V m d k C o n v e r s i o n ) f a i l e d . e r r o r = % d > > > V H D F i l e = % s . d i s k T y p e = % d . > > > V M D K U r l = % s T h r e a d F u n c _ V h d T o V m d k C o n v e r t o r : : G e t D a t a s t o r e B l o c k S i z e % u a t % s % s % s T h r e a d F u n c _ V h d T o V m d k C o n v e r t o r : : D 2 D 2 V M D K A P I R e s u l t s [ D 2 D = % s , D 2 D T y p e = % u , J o b I d = % s , B l o c k S i z e = % u , v d d k E r r o r C o d e = % u , d 2 d E r r o r C o d e = % u , A b o r t = % u , v m D i s k = % s , v m D i s k S i z e i n K B = % u ] T h r e a d F u n c _ V h d T o V m d k C o n v e r t o r : : V D D K E r r o r c o d e = % d T h r e a d F u n c _ V h d T o V m d k C o n v e r t o r : : D 2 D E r r o r c o d e = % d T h r e a d F u n c _ V h d T o V m d k C o n v e r t o r : : p f n D 2 D 2 V m d k C o n v e r s i o n ( ) f a i l e d . e r r = % d : : p f n D 2 D 2 V m d k C o n v e r s i o n ( ) s u c c e e d e d f o r d i s k [ % d ] . T h r e a d F u n c _ V h d T o V m d k M o n i t o r : : C r e a t e N a m e d P i p e ( ) f a i l e d . e r r o r = % d . p i p e = % s . T h r e a d F u n c _ V h d T o V m d k M o n i t o r : : C o n n e c t N a m e d P i p e ( ) f a i l e d . e r r o r = % d . T h r e a d F u n c _ V h d T o V m d k M o n i t o r : : R e a d F i l e ( ) f a i l e d . e r r o r = % d . T h r e a d F u n c _ V h d T o V m d k M o n i t o r : : R e a d F i l e ( ) c a n n o t r e a d d a t a . P a t h P A T H J r e D i r e c t o r y T O M C A T \ J R E \ b i n \ s e r v e r V M D K I O L o g T r u n c [ V D D K L O G ] % S [ V M R ] I n d e x = % u , D i s k S i z e K B = % I 6 4 d , V M D K = % s ' M ' M ' M ' M ' N ' N ' N ' N ' N ' M ' N ' N ' N ' N ' N ' M !' M "' N #' N $' N %' N )' N
" 6 6 6 6 6 ! 6 " 6 # 6 $ 6 % > & > ' > ( > ) > * > + > , > - > . > / > 0 > 1 > 2 > 3 > 4 > 5 > 6 > 7 > 8 > 9 > : > ; > < > = > > > ? > @ > A > B > C > D > E > F > G PF H $N I X k k k k k k k k @z k 0 @ p @ 0 ` 0l k O k O `l k 0 p k 2Q !A F M S G . E N U . d l l P r o x y D 2 D . d e s c A F F i l e C a t a l o g . d l l A F X m l P a r s e r . d l l A R C C l o u d I n t e r f a c e . d l l A F A r c h i v e r . d l l A F F i l e S t o r e . d l l z l i b 1 0 . d l l V S S W r a p p e r D l l . d l l J S X M L . d l l E x G r t A d p . d l l E x c h a n g e R e a d e r . d l l d r c o r e . d l l D 2 D e X c a t a l o g . d l l C r y p t o W r a p p e r D l l . d l l C a t a l o g M g r D l l . d l l C a t a l o g . d l l A r c F l a s h L i c e n s e . d l l A F S t o r H B A M g m t . d l l A F S e s s M g r . d l l A F R e s t o r e D l l . d l l A F G R T I n t e r f a c e . d l l A F C o r e I n t e r f a c e . d l l A F C o r e F u n c t i o n . d l l A F C o m m F u n c . d l l A F B a c k u p D l l . d l l A F B a c k e n d . e x e V I X _ V M _ D i r e c t _ R e s t o r e _ C m d _ E x e c _ V M . e x e m s v c r 1 0 0 . d l l m s v c p 1 0 0 . d l l L o g s \ A l l o c a t e C V S p h e r e R e s t o r e J o b S c r i p t f a i l C o n v e r t t o i n t e r n a l j o b s c r i p t f a i l A l l o c a t e C B a c k u p D e s t M a n a g e r f a i l C r e a t i n g s e s s i o n l o c k f a i l e d . E r r o r = % d C r e a t e M e m b e r f a i l C V S p h e r e R e s t o r e M a i n : : M a i n : : J o b C a n c l e d I n i t B a c k u p D e s t F o r B a c k e n d E x f a i l [ % s ] G e t S e s s i o n P a t h f a i l [ % u , % s , % s ] U p d a t e R e s t o r e P a s s w o r d f a i l [ % u , % s , % s ] V S p h e r e r e c o v e r y C V S p h e r e R e s t o r e M a i n : : M a i n : : L o c k i n g s e s s i o n f a i l e d . D e s t = % s , S e s s N o = % d , E r r o r = % d C V S p h e r e R e s t o r e M a i n : : M a i n : : L o c k i n g s e s s i o n f a i l e d . D e s t = % s , S e s s N o = % d , E r r o r V e c S i z e = % d R e a d R e a d B a c k e d u p S e s s i o n I n f o f a i l V M I n f o . X M L C V S p h e r e R e s t o r e M a i n : : R e a d V m I n f o F r o m X m l : : R e a d V m I n f o X m l % s r e t u r n % d C V S p h e r e R e s t o r e M a i n : : R e a d B a c k e d u p S e s s i o n I n f o : : R e a d B a c k u p I n f o X m l % s r e t u r n % d I n v a l i d c o m p r e s s i o n t y p e i n % s - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - V M R n e w C I n s t a n t S p e e d f a i l e d D i s k % u S A N N B D N B D S S L H O T A D D invalid map/set<T> iterator x p k 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 \ [ % 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
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 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 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 ) }
S - 1 - 5 - 1 9 [ % d : % d ] F a i l e d t o a d d l o c a l s e r v i c e a c c e s s r i g h t f o r f o l d e r % s
U R U R 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 p @ @ Ѐ Є %4d/%02d/%02d %02d:%02d:%02d:%03d % 4 d / % 0 2 d / % 0 2 d % 0 2 d : % 0 2 d : % 0 2 d : % 0 3 d GetNamedSecurityInfo Error %u
SetEntriesInAcl Error %u
SetNamedSecurityInfo Error %u
S Y S T E M \ S e t u p C m d L i n e w i n p e s h l . e x 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 \ M a n a g e m e n t \ I n s t a l l P a t h D e b u g L o g O u t p u t F o l d e r GetNativeSystemInfo kernel32 IsWow64Process k e r n e l 3 2 0 h G l o b a l \ 3 B 6 6 F D F 6 - 4 F B E - 4 5 F 5 - 8 A 8 6 - 8 9 1 5 C 3 1 8 4 D 5 B _ M U _ B R E A K P O I N T S G l o b a l \ 3 B 6 6 F D F 6 - 4 F B E - 4 5 F 5 - 8 A 8 6 - 8 9 1 5 C 3 1 8 4 D 5 B _ S M _ B R E A K P O I N T S L o c a l \ 3 B 6 6 F D F 6 - 4 F B E - 4 5 F 5 - 8 A 8 6 - 8 9 1 5 C 3 1 8 4 D 5 B _ S M _ B R E A K P O I N T S G l o b a l \ 3 B 6 6 F D F 6 - 4 F B E - 4 5 F 5 - 8 A 8 6 - 8 9 1 5 C 3 1 8 4 D 5 B _ E V E N T G l o b a l \ B P H I T _ E V E N T _ G l o b a l \ C B 6 A F 0 5 6 - 4 1 3 8 - 4 3 4 2 - B E 4 3 - B 4 B 3 7 8 4 3 F E 3 6 _ E V E N T _ G l o b a l \ C B 6 A F 0 5 6 - 4 1 3 8 - 4 3 4 2 - B E 4 3 - B 4 B 3 7 8 4 3 F E 3 6 _ M U T E X T _ G l o b a l \ C B 6 A F 0 5 6 - 4 1 3 8 - 4 3 4 2 - B E 4 3 - B 4 B 3 7 8 4 3 F E 3 6 _ S M _ L o c a l \ C B 6 A F 0 5 6 - 4 1 3 8 - 4 3 4 2 - B E 4 3 - B 4 B 3 7 8 4 3 F E 3 6 _ S M _ С 0 p Х X 0 Ю @ p 0 $C?" " " X h X " Э H " \ d " Į " < " " 0 " l " < " " 4 " " " | " " p " " x P " " " d ( " н ؽ " Ⱦ " D l " 8 " D " " " \ " " 0 $ " " " 0 " ` p @ " 0 " 0 " 8 X " @ H " 0 " 0 " <
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