╗╗╗╗╗╗╗╗╗╗╗╗╗Ç Ç Ç Ä S t r i n g F i l e╗I n f o j 0 4 0 9 0 4 e 4╗╗╗R C o m╗p╗a n y N a m╗e N╗e t w o r k A s s o c i a t e s , I n c . N╗ F i l e╗D e s c r i p t i o n D i s k T u n e R e s o u r c e s * F i l e╗V e╗r s i o n 3 . 1 0 Ç I n t e╗r n a l N a m╗e ¼ D L╗e g a l C o p y r i g h t C o p y r i g h t ⌐ 1 9 9 6 - 2 0 0 0 N╗e t w o r k A s s o c i a t e s , I n c . A l l r i g h t s r e s e╗r v e╗d . B O r i g i n a l F i l e╗n a m╗e D T U N╗E R E S . D L L B P r o╗d u c t N a m╗e M c A f e e U t i l i t i e s . P r o╗d u c t V e╗r s i o n 3 . 1 0 DÇ V a r F i l e╗I n f o $╗╗╗╗T r a n s l a t i o n Σ╗╗
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T R A X 1 6 . D L L U n a b l e╗ t o╗ l o╗a╗d % s .╗╗╗╗╗╗╗╗╗╗╗╗╗ ╗D╗I S K T U N╗E .╗I N I D i s k T u n e - D r i v e % c : D i s k T u n e D r i v e S e l e╗c t i o n C l a s s D i s k T u n e D i a l o g C l a s s ! D r i v e % c : C l u s t e╗r % d - C l u s t e╗r % d D i s k T u n e - D r i v e % c : ( % s )╗╗╗ ╗D╗I S K T U N╗E .╗H L P╗╗╗╗╗╗╗ÇF r e e╗ O p t i m i z e╗d
ÇF r a g m e╗n t e╗d B a╗d R e a╗d i n g W r i t i n g Z e╗r o e╗d ╗I n - P╗l a c e N╗o t i n - p╗l a c e C l u s t e╗r M a p C o l o r s C o l o r S╗e t t i n g s e╗( 2 5 5 , 2 5 5 , 2 5 5 ) , ( 0 , 2 5 5 , 0 ) , ( 2 5 5 , 0 , 0 ) , ( 0 , 0 , 0 ) , ( 0 , 2 5 5 , 2 5 5 ) , ( 2 5 5 , 2 5 5 , 0 ) , ( 1 9 2 , 0 , 1 9 2 ) , ( 0 , 1 9 2 , 1 2 8 ) , ( 1 2 8 , 0 , 2 5 5 )╗╗╗) A b o r t i n g c u r r e╗n t p r o c e s s , P l e╗a s e╗ w a i t .╗.╗.╗╗D e l╗e t i n g f i l e╗s .╗.╗.╗ S╗c a n n i n g d i r e╗c t o r i e╗s R e a╗d i n g t h e╗ F A T A n a l y z i n g t h e╗ F A T D r i v e c o n s i s t e╗n c y c h e╗c k * U n a b l e╗ t o╗ c o n s i s t e╗n t l y w r i t e╗ t o╗ t h e╗ d r i v e . S╗U n a b l e╗ t o╗ r e s t o r e╗ o n e o f t h e╗ c o p i e╗s o f t h e╗ F A T .
ÇR u n D i s k M i n d e╗r t o╗ r e p a i r╗ t h e╗ d r i v e . !╗I n v a l i d d a t e . U s e╗ d a t e╗ f o r m a t % s .╗╗I n v a l i d f i l e╗ s i z e╗ r a n g e . #╗U n a b l e╗ t o╗ b u i l d╗ t h e╗ d i r e╗c t o r y╗ t r e e╗.╗╗╗Y D i s k T u n e h╗a s d e╗t e╗c t e d╗ a n i╗n c o n s i s t e╗n c y o n t h i s d r i v e .
ÇR u n D i s k M i n d e╗r t o╗ r e p a i r╗ t h e╗ d r i v e . a D i s k T u n e h╗a s d e╗t e╗c t e d╗ m o r e╗ d i r e╗c t o r y╗ l e╗v e l╗s╗ t h a n a r e╗ a l l o w e╗d .
ÇR u n D i s k M i n d e╗r t o╗ r e p a i r╗ t h e╗ d r i v e . V D i s k T u n e h╗a s d e╗t e╗c t e d╗ l o s t c l u s t e╗r s o n t h i s d r i v e .
ÇR u n D i s k M i n d e╗r t o╗ r e p a i r╗ t h e╗ d r i v e . Q D i s k T u n e h╗a s d e╗t e╗c t e d╗ l o n g f i l e╗ ╗n a m╗e o r p h a n s .
ÇR u n D i s k M i n d e╗r t o╗ r e p a i r╗ t h e╗ d r i v e . M D i s k T u n e c a n n o t c o╗n t i n u e . T h e╗r e╗ i s i n s u f f i c i e╗n t m╗e m o r y╗ t o p r o c e s s t h i s d r i v e . ? D i s k T u n e c a n n o t f i n d t h e╗ c o m p r e s s e d╗ v o l u m╗e f i l e╗ ╗f o r t h i s d r i v e . @ D i s k T u n e c a n n o t p r o p e╗r l y d e╗t e╗r m i n e╗ t h e╗ p a r a m╗e t e╗r s o f t h i s d r i v e . \ D i s k T u n e h╗a s d e╗t e╗c t e d╗ a c o m p r e s s e d╗ v o l u m╗e i╗n c o n s i s t e╗n c y .
ÇR u n D i s k M i n d e╗r t o╗ r e p a i r╗ t h e╗ d r i v e . F D i s k T u n e c a n n o t p r o p e╗r l y p r o c e s s t h e╗ p l a c e m e╗n t r u l e╗s i n t h e╗ w o r k s h e╗e╗t . C D i s k T u n e c a n n o t c r e a╗t e╗ t h e╗ d e╗s i r e╗d f r e e s p a c e╗ r e g i o n o n t h i s d r i v e . | D i s k T u n e n e e d s a t l e╗a s t╗ o n e f r e e c l u s t e╗r t o╗ d e╗f r a g m e╗n t t h i s d r i v e .
ÇR u n C l e╗a n╗U p t o╗ d e╗l e╗t e╗ u n w╗a n╗t e╗d f i l e╗s a n d r e - r u n D i s k T u n e . X D i s k T u n e h╗a s d e╗t e╗c t e d╗ a f i l e╗ ╗w h╗o s e╗ p a t h╗ i s t o╗o╗ l o n g .
ÇR u n D i s k M i n d e╗r t o╗ r e p a i r╗ t h e╗ d r i v e . 7 T h e╗ D i s k T u n e w o r k s h e╗e╗t d o e╗s n o t h╗a v e╗ a d r i v e s p e c i f i e╗d . 2 T h e╗ D i s k T u n e w o r k s h e╗e╗t s p e c i f i c a t i o n i s a m╗b i g u o u s . * T h e╗ D i s k T u n e w o r k s h e╗e╗t c o u l d╗ n o t b e╗ ╗f o u n d . ( D i s k T u n e c a n n o t s c a n c o m p r e s s e d╗ v o l u m╗e s .╗╗╗? D i s k T u n e ' s w o r k s h e╗e╗t i s s╗e╗t t o p r o c e s s c o m p r e s s e d╗ v o l u m╗e s o n l y . ╗I n v a l i d o r d e╗r c o m m a n d .╗.╗N╗o t e n o u g h f r e e s p a c e╗ t o f i n i s h d e╗f r a g m e╗n t i n g . æ D i s k T u n e f o u n d s o m╗e o r p h a n e d s e╗c t o r s - -╗ n o t p a r t o f a n y f i l e╗ ╗b u t i╗n c o r r e╗c t l y m a r k e d╗ a s o c c u p i e╗d .
╗I t ' s u n l i k e l y╗ t h e s e╗c t o r s c o╗n t a i n u s e╗f u l d a t a .
╗
i I f y o u s e╗l e╗c t ' O K ' ,╗ D i s k T u n e w i l l c o╗n t i n u e t o p r o c e s s t h i s d r i v e a n d t r e a╗t t h o s e╗ s e╗c t o r s
a s f r e e s p a c e╗.
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Z S e l e╗c t ' C a n c e l ' t o a b o r t t h e╗ p r o c e d u r e a n d r u n D i s k M i n d e╗r t o╗ r e p a i r╗ t h e╗ c o m p r e s s e d╗ v o l u m╗e . ╗D e c o m p r e s s i n g d i r e╗c t o r i e╗s f d f r c d w :╗I n v a l i d D T R E E e╗n t r y . * C o m╗p╗r e s s e d╗/╗f r a g m e╗n t e d╗ C V F c l u s t e╗r s r e m a i n .╗╗F i x D o t E╗n t r y e╗r r o r . ╗F i x D o t D o t E╗n t r y e╗r r o r . )╗U n a b l e╗ t o╗ p r o c e s s o p e╗n ,╗ u n m o v e a╗b l e╗ ╗f i l e╗s .╗/╗D i s k T u n e d o e╗s n o t c u r r e╗n t l y╗ s u p p o r t W i n d o w s N╗T . ╗U n a b l e╗ t o╗ d e╗t e╗r m i n e╗ O S v e r s i o n . & C r e a╗t i n g a n i╗m a g e╗ ╗f i l e╗,╗ p l e╗a s e╗ w a i╗t . . . ╗U n s u p p o r t e d╗ m e d i a╗ t y p e╗.╗╗╗M c A f e e V i r u s S c a n i s c u r r e╗n t l y╗ c o╗n f i g u r e╗d t o╗ s c a n f o r v i r u s e╗s i n t h e╗ b a c k g r o u n d . D i s k t u n e c a n t e m p o r a r i l y d i s a b l e╗ b a c k g r o u n d s c a n n i n g t o s p e e╗d u p t h e╗ d e╗f r a g m e╗n t a t i o n p r o c e s s . V i r u s S c a n w i l l b e╗ r e - e╗n a b l e╗d╗ a f t e╗r D i s k t u n e e x i t s . W o u l d╗ y o u l i k e D i s k t u n e t o╗ d i s a b l e╗ V i r u s S c a n f o r y o u ? H e l i x B a r G r a p h C l a s s ╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗ D R╗I V E % c W _ D R╗I V E % c . 0 0 0 D r i v e % c <╗F R E E > <╗B A D > F i l e╗s╗ a f t e╗r <╗D╗I R > s N a m╗e E x t e╗n s i o n ╗D╗a╗t e╗╗T i m╗e S i z e╗ C l u s t e╗r n u m╗b e╗r R e a╗d - O n l y A r c h i v e H i d d e╗n S y s t e╗m F N╗E D T S C R A H V Y 6 7 C l u s t e╗r O f f s╗e╗t / T o t a l C o n t e╗n t s C o n d i t i o n ╗T y p e╗
A t t r i b u t e s ╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗ S e╗c t o r C o n t e╗n t s
C o m╗p╗r e s s e d╗ C o n d i t i o n C V F F r a g m e╗n t s ╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗ H e l i x D e╗f r a g T e╗r m i n a╗t e╗E v e n t ╗╗╗╗╗╗╗╗╗╗╗╗ I M A G E 3 2 . E X E / A U T O / A L W A Y S E r r o r e x e c u t i n g A p p I n d e╗x A P P L O G \ A P P L O G . D T % c D E╗F R A G _ C O N V E R T _ A P P L O G _ M E S S A G E A d j u s t i n g f o r t a s k o r d e╗r C V T A P L O G . E X E 8 S o f t w a r e╗\ M i c r o s o f t \ W i n d o w s \ C u r r e╗n t V e╗r s i o n \ A p p l e╗t s \ D e╗f r a g A p p S t a r t R e g i o n s 5 S o f t w a r e╗\ M c a f e e╗\ M c a f e e╗ S h a r e╗d╗ C o m p o n e╗n t s \ M c a f e e╗ I╗m a g e╗ L o c a t i o n ╗╗╗╗╗╗ \ * . E X E \ * . D L L \ * . C O M \ * . C P L
\ F O N T S \ * . * \ C O M M A N D \ * . * + \ * . * + \ I O . S╗Y S \ W I N B O O T .
Ç\ M S D O S . S╗Y S \ D R╗V S P A C╗E .╗B I N \ D B L S P A C╗E .╗B I N \ C O M M A N D . C O M * . E X E * . D L L U S E R . D A * S╗Y S T E M . D A * W I N 3 8 6 . S╗W P╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗ 1 B l o c k = % d D O S C l u s t e╗r s 1 B l o c k = % d D r v S p a c e╗ S e╗c t o r s 1 B l o c k = % d D b l S p a c e╗ S e╗c t o r s D r i v e \ s h e╗l l e╗x ╗P r o p e╗r t y S h e╗e╗t H a n d l e╗r s D r i v e \ s h e╗l l e╗x -╗ N B S h l E x t C o n t e╗x t M e╗n u H a n d l e╗r s & { 9 2 F 5 8 0 4 4 -╗3 B E 4 -╗1╗1╗d╗1╗- A 0 6 6 - 0 0 0 4 A C╗6 2 C E E B } D i s a b l e╗V S M e s s a g e╗ D o n t D i s a b l e╗V S % s f o r D r i v e % c : ! D e╗f r a g m e╗n t a t i o n O p t i o n s f o r D r i v e F u n c t i o n s D i r e╗c t o r y╗ S o r t F i l e╗ P╗l a c e m e╗n t G l o b a l S╗e t t i n g s W i n d o w s C o m p o n e╗n t s R e c e╗n t l y╗ A c c e s s e d╗ R e c e╗n t l y╗ M o╗d i f i e╗d U s e╗r G r o u p 1 U s e╗r G r o u p 2
ÇF r e e╗ S p a c e╗ A l l O t h e╗r F i l e╗s╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗ T o p ╗H i g h M i d d l e╗ L o w B o t t o m 2 [ " % s "╗,╗ 1╗,╗ " % s "╗,╗ " % s "╗,╗ " "╗,╗ - 1╗,╗ - 1╗,╗ - 1╗,╗ - 1╗,╗ - 1╗,╗ - 1╗,╗\ ╗" % s "╗) " % s "╗,╗ " % s "╗,╗ % d , % s , % s , - 1╗,╗ - 1╗,╗ - 1╗,╗ - 1╗ ] ; A R H S 6 7 F S T C O A ( 2 5 5 , 0 , 2 5 5 ) , ( 0 , 0 , 2 5 5 ) , ( 0 , 2 5 5 , 2 5 5 ) , ( 0 , 2 5 5 , 0 ) , ( 2 5 5 , 2 5 5 , 0 ) , ( 2 5 5 , 0 , 0 ) ╗╗╗╗╗╗╗╗╗╗ T H N L B - T o p ╗H i g h N o r m a l╗ L o w B o t t o m - h o l d - W _ G P╗R U _ N = 0╗x 3 0╗1 ;
W _ G P╗R U _ 0 = N [ " - h o l d - "╗,╗ 0╗,╗ " "╗,╗ " T C O "╗,╗ " "╗,╗ - 1╗,╗ - 1╗,╗ - 1╗,╗ - 1╗,╗ - 1╗,╗ - 1╗,╗ " w i n 3 8 6 . s w p "╗,╗ " "╗,╗ " "╗,╗ 6╗,╗\ ╗,╗ - 1╗,╗ - 1╗,╗ - 1╗,╗ - 1╗,╗ - 1╗,╗ - 1╗] ; W _ G P╗R U _ N = 0╗x 3 0╗1 ;
W _ G P╗R U _ 0 = L [ " - h o l d - "╗,╗ 0╗,╗ " S "╗,╗ " "╗,╗ " D "╗,╗ - 1╗,╗ - 1╗,╗ - 1╗,╗ - 1╗,╗ - 1╗,╗ - 1╗,╗ " "╗,╗ " "╗,╗ " "╗,╗ 6╗,╗ - 1╗,╗ - 1╗,╗ \ - 1╗,╗ - 1╗,╗ - 1╗,╗ - 1╗] ; G l o b a l D e╗f r a g M a x W o r k C l u s t e╗r M a p W i d t h C l u s t e╗r M a p H e i g h t B l o c k M a p W i d t h B l o c k M a p H e i g h t C l u s t e╗r B l o c k M a p C o l u m╗n s S h o w D e╗f r a g M e t h o d E x p l a n a t i o n S e╗c t o r B l o c k M a p C o l u m╗n s B l o c k A p p e a r a n c e╗ M a p B l o c k M i n S i z e╗ S h o w C l u s t e╗r M a p B l o c k S i z e╗S l i d e╗r ╗╗╗╗╗╗╗╗╗╗ S q u a r e╗ C i r c l e╗ B a r M B G B T B \ \ . \ % c : # S u c c e s s f u l c o m p l╗e t i o n o n d r i v e % c : .╗╗E r r o r r e a╗d i n g d r i v e % c : .╗╗E r r o r w r i t i n g d r i v e % c : .╗ I n c o n s i s t e╗n t d a t a o n d r i v e % c : .╗'╗N╗o t e n o u g h m╗e m o r y╗ t o p r o c e s s d r i v e % c : .╗" S y n t a x e╗r r o r p r o c e s s i n g d r i v e % c : .╗╗E r r o r p r o c e s s i n g d r i v e % c : .╗$ I n t e╗r n a l e╗r r o r p r o c e s s i n g d r i v e % c : .╗0 U s e╗r t e╗r m i n a╗t i o n d u r i n g p r o c e s s i n g o f d r i v e % c : .╗╗E r r o r a c c e s s i n g d r i v e % c : .╗& I f /╗w h╗e n T e s t s a r e╗ f a l s e╗ ╗f o r d r i v e % c : .╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗+╗T i m╗e - o u t e╗r r o r w a i t i n g f o r p r o c e s s t o s t o p ! ! U n a b l e╗ t o╗ s t o r e╗ d e╗f a u l t s╗e╗t t i n g s . U n a b l e╗ t o╗ l o╗a╗d d r i v e s e╗t t i n g s . T e╗r m i n a╗t e╗ c u r r e╗n t o p e╗r a╗t i o n ? . U n a b l e╗ t o╗ r e t u r n % c : t o a l e╗v e l╗ 1╗ v o l u m╗e l o c k . 4 U n a b l e╗ t o╗ a╗t t a i n a l e╗v e l╗ 3╗ v o l u m╗e l o c k o n d r i v e % c : .╗, U n a b l e╗ t o╗ a╗t t a i n a v o l u m╗e l o c k o n d r i v e % c : .╗ D r i v e % c : a l r e a╗d y l o c k e╗d . U n a b l e╗ t o╗ u n l o c k v o l u m╗e . #╗U n a b l e╗ t o╗ d e╗f r a g m e╗n t t h e s w a p ╗f i l e╗. ╗U n a b l e╗ t o╗ f r e e z e╗ t h e╗ s w a p ╗f i l e╗. U n a b l e╗ t o╗ l o╗a╗d t h e╗ D i s k T u n e V x D .╗╗╗< R e s t a r t i n g , w a i t i n g % d s e╗c o n d ( s )╗ ╗f o r d i s k a c t i v i t y╗ t o╗ c e╗a s e╗.╗/╗P r o c e s s a b o r t e╗d d u e t o e╗x c e s s i v e╗ d i s k a c t i v i t y╗.╗ S╗c a n n i n g d i r e╗c t o r i e╗s 6 C o m╗p╗r e s s e d╗ d i r e╗c t o r i e╗s e x i s t╗ o n t h e╗ c o m p r e s s e d╗ v o l u m╗e . R C a n ' t o p e╗n t h e╗ c o m p r e s s e d╗ v o l u m╗e ╗f i l e╗.
T h e╗ f i l e╗ ╗m a y b e╗ m i s s i n g o r w r i t e╗- p r o t e╗c t e d╗. ( U n a b l e╗ t o╗ d e╗c o m p r e s s d i r e╗c t o r y╗ c l u s t e╗r s . Z U n a b l e╗ t o╗ d e╗c o m p r e s s a d i r e╗c t o r y╗. R u n C l e╗a n╗U p t o╗ f r e e
s o m╗e d i s k s p a c e╗ a n d r e - r u n D i s k T u n e . w╗N╗o t e n o u g h f r e e s p a c e╗ t o d e╗f r a g m e╗n t t h i s c o m p r e s s e d╗
v o l u m╗e . R u n C l e╗a n╗U p t o╗ f r e e u p s o m╗e
d i s k s p a c e╗ a n d r e - r u n D i s k T u n e . " T h e╗ r e q u e s t e╗d e╗n t r y w a s n o t f o u n d . S i z e╗ = % l d , % s % s
╗I V e╗r s i o n = % 0 4 X C l u s t e╗r S i z e╗ = % u F i l e╗C o u n t╗ = % u A c c e s s C o u n t╗ = % u
╗
╗= F l a g s = % 0 4 X F i l e╗I n d e╗x = % u R e l╗C l u s t e╗r = % l d , C o u n t╗ = % l d
╗╗D╗I S P L A Y 2 D i s p l a y e╗d M e s s a g e╗C o u n t╗ = % d , S p e c i a l S r a c o u n t╗ = % d
╗, m╗v c n╗ = % d , M A X _ A T _ O N E _ S H O T = % d , t w r k╗ = % d
╗* S p e c i a l S w a p o u t = % d , R e g u l a r S w a p O u t = % d
╗$ N u m o f W o r k C h a i n s = % d , S e╗c o n d s = % d
╗╗I C O N _╗1╗╗I C O N _╗2 P e╗r c e╗n t C o m p l╗e t e D i s k T u n e V e╗r s i o n % d . % d % d T E X T ' U n a b l e╗ t o╗ s t o r e╗ d y╗n a m╗i c w o r k s h e╗e╗t i n f o . k e╗r n e l 3 2 S╗e t P r o c e s s P r i o r i t y B o o s t D i s k T u n e ( H o s t = % c : )╗ U n a b l e╗ t o╗ g╗e╗t s w a p ╗f i l e╗ ╗n a m╗e . )╗U n a b l e╗ t o╗ f i n d s w a p ╗f i l e╗ ╗d i r e╗c t o r y╗ e╗n t r y . % l d b y t e s #╗0╗0╗0╗0╗
╗% s
╗H e l p ╗f i l e╗\╗x 1 a #╗e n d ╗f m╗e m _╗r m b : w r o n g s t a r t s i g n a╗t u r e╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗╗2╗f m╗e m _╗r m b : w r o n g e n d s i g n a╗t u r e╗: s e╗r i a l = % d b y t e s = % d f m╗e m _╗r m b : n o t a l l o c a╗t e╗d w i t h╗ g m b b u t t o n i s u n d e╗f i n e╗d . l s d f r d s
