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 1 0 7 1 = :   `  U S B   ܴ|t  W i n d o w s   ¤\D  #<$t    ĳl  " W i n d o w s   T o   G o   C r e a t o r " |  XՔ  t  ȵȲ. 
 
 1 0 7 2 =  \  l   ¤\      lt\  G P T   l\  XX0    ȹTܴ   E F I / U E F I   D  XՔ  UxX$( ȹTܴX    $  8p) .     J<t  G P T   l\  XX  ȹ$.     J<t  ¤\t  L       ŵȲ.   XX ȲL? 
 
 1 0 7 3 = ֬  x  A O M E I   P a r t i t i o n   A s s i s t a n t   S t a n d a r d   E d i t i o n @  M B R   G P T   |  X  ¤\  l  XD  X  JŵȲ.   t  D  X$t  P r o f e s s i o n a l   E d i t i o n <\  tܴXՔ  t  ȵȲ.   8\  @  X  DP  t|  8pX$:   < u > < f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " h t t p s : / / w w w . d i s k p a r t . c o m / h o m e - u p g r a d e . h t m l ? g p t m b r c o n v e r s i o n " > h t t p s : / / w w w . d i s k p a r t . c o m / h o m e - u p g r a d e . h t m l < / a > < / f o n t > < / u > 
 
 1 0 7 4 = ֬  x  A O M E I   P a r t i t i o n   A s s i s t a n t   L i t e   E d i t i o n @  M B R   G P T   |  X  ¤\  l  XD  X  JŵȲ.   t  D  X$t    <\  tܴXՔ  t  ȵȲ.   8\  @  X  DP  t|  8pX$:   < u > < f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " h t t p s : / / w w w . d i s k p a r t . c o m / g e t - f u l l . h t m l ? g p t m b r c o n v e r s i o n " > h t t p s : / / w w w . d i s k p a r t . c o m / g e t - f u l l . h t m l < / a > < / f o n t > < / u > 
 
 1 0 7 5 = ȡiȲ.    \  l   G P T   lt̹  ֬  x  A O M E I   P a r t i t i o n   A s s i s t a n t   S t a n d a r d   E d i t i o n   O S |  G P T   l\  ȹttX`    ŵȲ.   t  D  X$t  P r o f e s s i o n a l   E d i t i o n <\  tܴXՔ  t  ȵȲ.   8\  @  X  DP  t|  UxX$:   < u > < f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " h t t p s : / / w w w . d i s k p a r t . c o m / h o m e - u p g r a d e . h t m l ? t o g p t m i g r a t i o n " > h t t p s : / / w w w . d i s k p a r t . c o m / h o m e - u p g r a d e . h t m l < / a > < / f o n t > < / u > 
 
 1 0 7 6 = ȡiȲ.   O S    G P T   l  ̹  ֬  x  A O M E I   P a r t i t i o n   A s s i s t a n t   S t a n d a r d   E d i t i o n @  t  D  X  JŵȲ.   t  0D  lX$t  P r o f e s s i o n a l   E d i t i o n <\  tܴXՔ  t  ȵȲ.   8\  @  X  DP  t|  8pX$:   < u > < f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " h t t p s : / / w w w . d i s k p a r t . c o m / h o m e - u p g r a d e . h t m l ? g p t m i g r a t i o n " > h t t p s : / / w w w . d i s k p a r t . c o m / h o m e - u p g r a d e . h t m l < / a > < / f o n t > < / u > 
 
 1 0 7 7 = t  \  W i n d o w s   X P   ¤\  W i n d o w s   8 D  ՘  ܴ|t  #D    ŵȲ.   W i n d o w s   7 / 8   ¤\  W i n d o w s   T o   G o   C r e a t o r |  XՔ  t  ȵȲ. 
 
 1 0 7 8 = ]  .     0$  $. . . 
 
 1 0 7 9 = ĳƈ  3 2 D  ¤\@  G P T   D i s k   ٳX  JŵȲ.   t  D  Xt  t  l   G P T   l\  X̹  ¤\t  3 2 Dt\  D  Ĭ`    ŵȲ.   ¤\D  6 4 D\  tܴXՔ  t  ȵȲ. 
 
 1 0 8 0 = t  6 4 D  \@  W i n d o w s   P E   ¤\̹  Xp  ֬  ¤\    JŵȲ. 
 
 1 0 8 1 = < u > < b > < f o n t   c o l o r = " # e e e e e e " > < a   h r e f = " h t t p s : / / w w w . d i s k p a r t . c o m / s a f e l y - p a r t i t i o n . h t m l ? p a " > Xܴ  ܴ|t|  HXՌ  TݲXՔ  )   t  LD  $. < / a > < / f o n t > < / b > < / u > 
 
 1 0 8 2 = H  X
 
 1 0 8 3 = h t t p s : / / w w w . d i s k p a r t . c o m / s a f e l y - p a r t i t i o n . h t m l ? p a 
 
 1 0 8 4 = W i n d o w s   9
 
 1 0 8 5 = ¤\t     l  <\       ĳ]  X$t  " O S |  S S D \  ȹttX"   0D  X    |     l\  XՔ  t  ȵȲ.     " O S |  S S D \  ȹttX"   0D  X ȲL? 
 
 1 0 8 6 = 
 
 1 0 8 7 = \ r \ n \ r \ n   Tܴ  4D  XiȲL?   h t t p s : / / w w w . d i s k p a r t . c o m / h e l p / e r r o r c o d e . h t m l   |  8pX8. 
 
 1 0 8 8 = % d   l  ǔ    XD  X  ¤\D  l\  & ȹttXX$  iȲ. 
 
 1 0 8 9 =  \  lX    XD  X  J<$t  ȹttX  `  J@  D   XՔ  t  ȵȲ.   `  J@  t  Ŕ  ,   8\  D  $t  tЭ  < f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " h t t p s : / / w w w . d i s k p a r t . c o m / l i b / u n a l l o c a t e d . h t m l ? p a " > h e r e < / a > < / f o n t >   D  X8. 
 
 1 0 9 0 = ȹttX       l  % d   X    Xt  )Ȳ.   X ȲL? 
 
 
 
 1 0 9 5 = 
 
 1 0 9 6 = 
 
 1 0 9 7 = 4 K 
 
 1 0 9 8 =    lX  D    l@  |    iȲ  ( X    G P T   ) . 
 
 1 0 9 9 = \  W i n d o w s   P E |  1
 
 1 1 0 0 = W i n d o w s     Tt      Tt   h  W i n d o w s   P E |  1. 
 
 1 1 0 1 = W i n d o w s     Tt      Tt|  X  W i n d o w s   P E |  1X$t  A O M E I P   B u i l d e r |  t|  iȲ.   L  tǸ  t  4̸  ĳl|  䲴\ܴX  `    ǵȲ. 
 
 1 1 0 2 = h t t p s : / / w w w . a o m e i t e c h . c o m / p e - b u i l d e r . h t m l 
 
 1 1 0 3 = X  l0|  pX0    4̸  A O M E I   B a c k u p e r |  X  ɔ\  pt0|  1XՔ  t  ȵȲ.   < u > < f o n t   c o l o r = " # 0 0 0 0 f f " > < a   h r e f = " h t t p s : / / w w w . u b a c k u p . c o m / f r e e - b a c k u p - s o f t w a r e . h t m l ? f r o m = p a " > f r e e   A O M E I   B a c k u p p e r < / a > < / f o n t > < / u > . 
 
 
 
 1 1 1 0 =         Xt  h  l  " `x  X" D  `    ŵȲ.   t\  @  W i n d o w s   P E   Xֽ̹  `    ǵȲ. 
 
 1 1 1 1 = ٳ  l    $|x  l  " `x  X" D  `    ŵȲ.   A O M E I   D y n a m i c   D i s k   C o n v e r t e r |  X  ٳ  D i s k |  0  D i s k \  X\      ĳX$. 
 
 1 1 1 2 = ֬  ¤\  l|  >D    <\  " `x  X" D  `    ŵȲ. 
 
 1 1 1 3 = 90
 
 1 1 1 4 = G P T 
 
 1 1 1 5 = M B R 
 
 1 1 1 6 = X  
 
 1 1 1 7 =   X
 
 1 1 1 8 = :   " 1 ,   2 ,   3 ,   4 ,   5 ,   6 ,   7 ,   8     9 "   |    X  |  `t   `    ǵȲ. 
 
 1 1 1 9 = l   
 
 1 1 2 0 = M B R   l1
 
 1 1 2 1 = X  ,: 
 
 1 1 2 2 = tD    0
 
 1 1 2 3 = t: 
 
 1 1 2 4 = 0  l0
 
 1 1 2 5 =   t  ɰ0
 
 1 1 2 6 = :   D  Xt  ֬  lX  0t  Xt  P  )Ȳ.   E n t e r   |    TݲD  iȲ. 
 
 1 1 2 7 = L  ոƴ|  `  L  " `x  X"   =    䴴Ȳ. 
 
 1 1 2 8 = Tݲ  
 
 1 1 2 9 = `x  X
 
 1 1 3 0 = ¤\
 
 1 1 3 1 = ոƴ
 
 1 1 3 2 = 8
 
 1 1 3 3 = 
 
 1 1 3 4 = 
 
 1 1 3 5 = 1
 
 1 1 3 6 = 
 
 1 1 3 7 = 
 
 1 1 3 8 = pt0
 
 1 1 3 9 = 0
 
 1 1 4 0 =   $
 
 1 1 4 1 = 1 0 G B   @  lД    JŵȲ. 
 
 1 1 4 2 = }  ``    ĳ]  0      l0|    $`    ǵȲ. 
 
 1 1 4 3 = t    $X  \|  ( p a r t . i n i )   @    tٳ  XX  踸  	Ѭ   ȥ)Ȳ. 
 
 1 1 4 4 = ٳ
 
 1 1 4 5 =   h  t  p. 
 
 1 1 4 6 = $   ȥ
 
 1 1 4 7 = $t  1<\   ȥŵȲ. 
 
 1 1 4 8 =   $  
 
 1 1 4 9 = 
 
 1 1 5 0 = 
 
 1 1 5 1 = X  : \ t 
 
 1 1 5 2 = l  l0: \ t 
 
 1 1 5 3 = l  ¬  8: \ t 
 
 1 1 5 4 = ܴ|t  8  `  ĳ
 
 1 1 5 5 = `x  X
 
 1 1 5 6 = t  X  A O M E I   P a r t i t i o n   A s s i s t a n t   W i n d o w s   P E   ¤\  Xĳ]  ļ  $ĬŵȲ.   ֬  W i n d o w s   ¤\  X  JŔ  t  ȵȲ.   d i s k p a r t . c o m   A O M E I   P a r t i t i o n   A s s i s t a n t   P r o f e s s i o n a l D  䲴\ܴX  ֬  W i n d o w s   ¤\  `    ǵȲ. 
 
 1 1 5 7 = : |  tЭXt  \  " `x  X" D    X  ֬  lX    0t  Xt  )Ȳ.   " " |  tЭX ȲL? 
 
 1 1 5 8 = ֬  ¤\  X  `    ǔ  l|  >D    <\  " `x  X" D  `    ŵȲ.   t  8|  tհX$t  ¤\  X  ( C :   ܴ|t)     A O M E I   P a r t i t i o n   A s s i s t a n t |  $XXp  U S B   ՘  ܴ|t  A O M E I   P a r t i t i o n   A s s i s t a n t   B o o t a b l e   M e d i a |  XՔ  t  ȵȲ. 
 
 1 1 5 9 = \t  $X  l  " `x  X" D  `    ŵȲ.   t  8|  tհX$t  ¤\  X( C :   ܴ|t)   A O M E I   P a r t i t i o n   A s s i s t a n t |  $XXp  U S B   ՘  ܴ|t  A O M E I   P a r t i t i o n   A s s i s t a n t   B o o t a b l e   M e d i a |  XՔ  t  ȵȲ. 
 
 1 1 6 0 = \|D   ȥ`    ǔ  tٳ  l    U S B   ՘  ܴ|t|  >D    <\    $D  `    ŵȲ.   <  ¤\  C D        ¤\  I S O   ĳƈ  P E \  X ȲL?     $D  X$t  U S B   ՘  ܴ|t  W i n d o w s   P E \  t|  iȲ. 
 
 1 1 6 1 = ǻ  |  ¤\. \ n 
 
 1 1 6 2 = t    |  x`    ŵȲ. \ n 
 
 1 1 6 3 = \ n [ / l e t t e r ]   ǻ  ܴ|t  8. \ n 
 
 1 1 6 4 =   l0   ǻŵȲ. \ n 
 
 1 1 6 5 = tٳ  l
 
 1 1 6 6 = tǄ
 
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 1 3 3 3 = T h e   o p e r a t i o n   w i l l   b e   p e r f o r m e d   o n   W i n d o w s   p r e f e r e n t i a l l y .   I f   e x e c u t i o n   f a i l s ,   i t   w i l l   c o n t i n u e   t o   e n t e r   r e s t a r t   m o d e   t o   e x e c u t e .   
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 1 3 3 4 = t  \@  ٳ<\  W i n P E |  1X  W i n P E   %X  D  D̸iȲ.   Xܴƴ  R A I D    ֬  0  l1  ǔ    t  5XX   D  ͌X$. 
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 1 3 3 7 =   t  1<\  D̸ŵȲ.   t  \@  3 0     ٳ<\  0|    iȲ.   \  "     " D  tЭXp  " ͌" |  tЭX  W i n d o w s   P E   Xֽ  8<    ǵȲ. 
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 1 3 3 8 = \  ֬  W i n d o w s   P E   XֽX  l   W i n d o w s   Xֽ  t䲔  D  ɈյȲ.   l  8      Xܴƴ  R A I D    tȬX0  L8  `    ǵȲ.   \t  ٳ<\  1     0|    X  P r e O S   ܴ\  䴴   D  ĬiȲ.       D  tЭX    O S   ܴ\    䴴   D  Xp,   " ͌" |  tЭX  W i n d o w s   P E   ܴ\   `    ǵȲ. 
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 1 3 3 9 = 
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 1 3 4 0 = \t  W i n d o w s   P E |  ̹  ǵȲ.   1D  D̸\    \t  W i n d o w s   P E   ٳ<\  %  D  D̸iȲ.     0$  $. 
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 1 3 4 2 = W i n d o w s   P E   ̹0
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 1 3 4 3 = ֬  D  ̸X ȲL? 
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 1 3 4 4 = % d       0   ٳ<\    )Ȳ. 
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 1 3 4 5 = \  ֬  ٳ  x  Xt  x  Qǩ  \    LD  ɈյȲ.   \t  t\  Qǩ  \D  ٳ<\  벵Ȳ.   " " |  tЭX0    ɔ\  8|   ȥXՔ  t  ȵȲ. 
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 1 3 4 6 = Ɛ  Xֽ   
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 1 3 4 7 = A O M E I   Ɛ  Xֽ     \   X  Ȉ     ĳD  t   貈  XՠȲ. 
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 1 3 4 8 = Ɛ  Xֽ     \  8
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 1 3 4 9 = ¤\  tа
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 
 1 3 5 1 = h t t p s : / / w w w . d i s k p a r t . c o m / h o m e - u p g r a d e . h t m l ? p a - p a r t i t i o n % 2 0 r e c o v e r y % 2 0 w i z a r d 
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 1 3 5 2 = h t t p s : / / w w w . d i s k p a r t . c o m / h o m e - u p g r a d e . h t m l ? p a - q u i c k % 2 0 p a r t i t i o n 
 
 1 3 5 3 = h t t p s : / / w w w . d i s k p a r t . c o m / h o m e - u p g r a d e . h t m l ? p a - p a r t i t i o n % 2 0 a l i g n m e n t 
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 1 3 5 4 = h t t p s : / / w w w . d i s k p a r t . c o m / h o m e - u p g r a d e . h t m l ? p a - c o m m a n d % 2 0 l i n e % 2 0 p a r t i t i o n i n g 
 
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 1 3 5 6 = h t t p s : / / w w w . d i s k p a r t . c o m / h o m e - u p g r a d e . h t m l ? p a - d y n a m i c e % 2 0 v o l u m e % 2 0 m a n a g e m e n t 
 
 1 3 5 7 = h t t p s : / / w w w . d i s k p a r t . c o m / h o m e - u p g r a d e . h t m l ? p a - c o n v e r t % 2 0 t o % 2 0 l o g i c a l 
 
 1 3 5 8 = h t t p s : / / w w w . d i s k p a r t . c o m / h o m e - u p g r a d e . h t m l ? p a - c h a n g e % 2 0 s e r i a l % 2 0 n u m b e r 
 
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 
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 1 3 7 1 =   `x   <\  tܴ
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 1 3 7 3 = 9 0 |  Xֈ  
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 1 3 8 1 =  \  XD  X  XX    90|  iȲ.       pt0   l  JŵȲ. 
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 1 3 8 2 = ֬   \  X: 
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 1 3 8 6 = ֬   \  l: 
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 1 3 8 8 = `  J@  
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 1 3 9 3 =   0]
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 1 4 0 7 =   `
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 1 4 1 4 = ¤\  l/ I S O @  hخ  W i n d o w s   T o   G o   1
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 1 4 2 0 = |
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 2 2 2 9 = % s   ( % d   |  ) 
 
 2 2 3 0 = % s   ( % d     ) 
 
 2 2 3 1 = % s   ( % d     ) 
 
 2 2 3 2 = pT  H
 
 2 2 3 3 = D e f r a g m e n t   N o w 
 
 2 2 3 4 = pT  H  (
 
 2 2 3 5 = 4
 
 2 2 3 6 =   |    	0Ѭ  :   % d 
 
 2 2 3 7 = p  |:   % d 
 
 2 2 3 8 = p:   % d 
 
 2 2 3 9 = pT  (:   % . 0 2 f % % 
 
 2 2 4 0 = A O M E I   p  L<\  D  X  ǵȲ.   ̸X ȲL? 
 
 2 2 4 1 =  \  X@  N T F S   |  ¤\t  DٲȲ;   N T F S   XD   X$! 
 
 2 2 4 2 =   X
 
 2 2 4 3 =  \  Xt  P  ŵȲ! 
 
 2 2 4 4 =  \    Xt  p  LŵȲ! 
 
 2 2 4 5 =   
 
 2 2 4 6 = l  p    
 
 2 2 4 7 = D̸
 
 2 2 4 8 =     p  L
 
 2 2 4 9 =     p  L  |  
 
 2 2 5 0 =     % d % % 
 
 2 2 5 1 = p  L    % d % % 
 
 2 2 5 2 = D e f r a g   P a r t i t i o n 
 
 2 2 5 3 = T h e   l i c e n s e   c o d e   c a n n o t   u n l o c k   t h e   " C r e a t e   P o r t a b l e   V e r s i o n " .   P l e a s e   c l i c k   t h e   " R e g i s t e r "   b u t t o n   o n   t h e   T o o l b a r   t o   a c t i v a t e   o t h e r   f e a t u r e s   o f   t h e   s o f t w a r e . 
 
 2 2 5 4 = D e f r a g m e n t e d 
 
 2 2 5 5 = S t o p p i n g 
 
 
 
 ; S m a r t 
 
 2 2 6 0 = U n k n o w n   A t t r i b u t e 
 
 2 2 6 1 = V e n d o r   S p e c i f i c   A t t r i b u t e 
 
 2 2 6 2 = R e a d   E r r o r   R a t e 
 
 2 2 6 3 = T h r o u g h p u t   P e r f o r m a n c e 
 
 2 2 6 4 = S p i n - U p   T i m e 
 
 2 2 6 5 = S t a r t / S t o p   C o u n t 
 
 2 2 6 6 = R e a l l o c a t e d   S e c t o r s   C o u n t 
 
 2 2 6 7 = R e a d   C h a n n e l   M a r g i n 
 
 2 2 6 8 = S e e k   E r r o r   R a t e 
 
 2 2 6 9 = S e e k   T i m e   P e r f o r m a n c e 
 
 2 2 7 0 = P o w e r - O n   H o u r s 
 
 2 2 7 1 = S p i n   R e t r y   C o u n t 
 
 2 2 7 2 = R e c a l i b r a t i o n   R e t r y   C o u n t 
 
 2 2 7 3 = P o w e r   C y c l e   C o u n t 
 
 2 2 7 4 = S o f t   R e a d   E r r o r   R a t e 
 
 2 2 7 5 = E n d - t o - E n d   E r r o r 
 
 2 2 7 6 = R e p o r t e d   U n c o r r e c t a b l e   E r r o r 
 
 2 2 7 7 = C o m m a n d   T i m e o u t 
 
 2 2 7 8 = H i g h   F l y   W r i t e s 
 
 2 2 7 9 = A i r f l o w   T e m p e r a t u r e 
 
 2 2 8 0 = A c c e l e r a t i o n   S e n s o r   E r r o r   R a t e 
 
 2 2 8 1 = P o w e r - o f f   R e t r a c t   C o u n t 
 
 2 2 8 2 = L o a d / U n l o a d   C y c l e   C o u n t 
 
 2 2 8 3 = T e m p e r a t u r e 
 
 2 2 8 4 = H a r d w a r e   E C C   R e c o v e r e d 
 
 2 2 8 5 = R e a l l o c a t e d   S e c t o r   C o u n t   (   r e l a t e d   t o   b a d   s e c t o r s ) 
 
 2 2 8 6 = C u r r e n t   P e n d i n g   S e c t o r   C o u n t   ( s t a t u s   i n   d o u b t / u n s t a b l e - w a i t   f o r   t h e   s u b s e q u e n t   j u d g m e n t ) 
 
 2 2 8 7 = U n c o r r e c t a b l e   S e c t o r   C o u n t 
 
 2 2 8 8 = U l t r a   D M A   C R C   E r r o r   c o u n t   ( r e l a t e d   t o   i n t e r f a c e / w i r e   r o d   q u a l i t y ) 
 
 2 2 8 9 = W r i t e   E r r o r   R a t e 
 
 2 2 9 0 = S o f t   R e a d   E r r o r   R a t e 
 
 2 2 9 1 = D a t a   A d d r e s s   M a r k   e r r o r s 
 
 2 2 9 2 = E C C   E r r o r   R a t e 
 
 2 2 9 3 = S o f t   E C C   C o r r e c t i o n 
 
 2 2 9 4 = T h e r m a l   A s p e r i t y   R a t e   ( C o u n t   o f   e r r o r s   d u e   t o   h i g h   t e m p e r a t u r e ) 
 
 2 2 9 5 = F l y i n g   H e i g h t 
 
 2 2 9 6 = S p i n   H i g h   C u r r e n t 
 
 2 2 9 7 = S p i n   B u z z   ( C o u n t   o f   b u z z   r o u t i n e s   n e e d e d   t o   s p i n   u p   t h e   d r i v e   d u e   t o   i n s u f f i c i e n t   p o w e r ) 
 
 2 2 9 8 = O f f l i n e   S e e k   P e r f o r m a n c e 
 
 2 2 9 9 = V i b r a t i o n   D u r i n g   W r i t e   ( V i b r a t i o n ) 
 
 2 3 0 0 = S h o c k   D u r i n g   W r i t e   ( S h o c k ) 
 
 2 3 0 1 = D i s k   S h i f t 
 
 2 3 0 2 = G - S e n s e   E r r o r   R a t e 
 
 2 3 0 3 = L o a d e d   H o u r s   ( T i m e   s p e n t   o p e r a t i n g   u n d e r   d a t a   l o a d / m o v e m e n t   o f   m a g n e t i c   h e a d   a r m a t u r e ) 
 
 2 3 0 4 = L o a d / U n l o a d   R e t r y   C o u n t 
 
 2 3 0 5 = L o a d   F r i c t i o n 
 
 2 3 0 6 = L o a d / U n l o a d   C y c l e   C o u n t 
 
 2 3 0 7 = L o a d   I n - t i m e   ( T o t a l   t i m e   o f   l o a d i n g   o n   t h e   m a g n e t i c   h e a d s   a c t u a t o r ) 
 
 2 3 0 8 = T o r q u e   A m p l i f i c a t i o n   C o u n t 
 
 2 3 0 9 = P o w e r - O f f   R e t r a c t   C y c l e 
 
 2 3 1 0 = G M R   H e a d   A m p l i t u d e 
 
 2 3 1 1 = T e m p e r a t u r e 
 
 2 3 1 2 = H e a d   F l y i n g   H o u r s 
 
 2 3 1 3 = R e a d   E r r o r   R e t r y   R a t e 
 
 2 3 1 4 = F r e e   F a l l   P r o t e c t i o n 
 
 2 3 1 5 = H o s t   W r i t e s 
 
 2 3 1 6 = H o s t   R e a d s 
 
 
 
 ; S m a r t S s d 
 
 2 3 2 7 = S t a r t - U p   T i m e 
 
 2 3 2 8 = S e e k   E r r o r   R a t e 
 
 2 3 2 9 = S e e k   T i m e   P e r f o r m a n c e 
 
 2 3 3 0 = S p i n   R e t r y   C o u n t 
 
 2 3 3 1 = U n s a f e   S h u t d o w n   C o u n t 
 
 2 3 3 2 = R e a l l o c a t e d   S e c t o r   C o u n t 
 
 2 3 3 3 = L i f e t i m e   l e f t 
 
 2 3 3 4 = U n c o r r e c t a b l e   E C C   E r r o r s 
 
 2 3 3 5 = C R C   E r r o r   C o u n t 
 
 2 3 3 6 = S S D   W e a r o u t   I n d i c a t o r 
 
 2 3 3 7 = L i f e t i m e   N A N D   W r i t e s 
 
 
 
 ; S m a r t M t r o n 
 
 2 3 5 4 = T o t a l   E r a s e   C o u n t 
 
 
 
 ; S m a r t I n d l i n x 
 
 2 3 7 5 = F a c t o r y   B a d   B l o c k   C o u n t 
 
 2 3 7 6 = P r o g r a m   F a i l   B l o c k   C o u n t 
 
 2 3 7 7 = E r a s e   F a i l     B l o c k   C o u n t 
 
 2 3 7 8 = R e a d   F a i l   B l o c k   C o u n t 
 
 2 3 7 9 = R e a d   S e c t o r   C o u n t   T o t a l 
 
 2 3 8 0 = W r i t e   S e c t o r   C o u n t   T o t a l 
 
 2 3 8 1 = R e a d   C o m m a n d   C o u n t   T o t a l 
 
 2 3 8 2 = W r i t e   C o m m a n d   C o u n t   T o t a l 
 
 2 3 8 3 = T o t a l   C o u n t   o f   E r r o r   B i t s   f r o m   F l a s h 
 
 2 3 8 4 = T o t a l   C o u n t   o f   R e a d   S e c t o r s   w i t h   C o r r e c t a b l e   E r r o r s 
 
 2 3 8 5 = B a d   B l o c k   F u l l   F l a g 
 
 2 3 8 6 = M a x i m u m   P / E   C o u n t   S p e c i f i c a t i o n 
 
 2 3 8 7 = M i n i m u m   E r a s e   C o u n t s 
 
 2 3 8 8 = M a x i m u m   E r a s e   C o u n t s 
 
 2 3 8 9 = A v e r a g e   E r a s e   C o u n t s 
 
 2 3 9 0 = L i f t i m e   L e f t 
 
 
 
 ; S m a r t J M i c r o n 6 0 x 
 
 2 4 1 1 = A b o r t   S y s t e m   I D ,   F l a s h   I D 
 
 2 4 1 2 = F i r m w a r e   V e r s i o n   I n f o 
 
 2 4 1 3 = E C C   F a i l   C o u n t 
 
 2 4 1 4 = A v e r a g e   E r a s e   C o u n t ,   M a x i m u m   E r a s e   C o u n t 
 
 2 4 1 5 = G o o d   B l o c k   C o u n t ,   S y s t e m   B l o c k   C o u n t 
 
 
 
 ; S m a r t I n t e l 
 
 2 4 3 6 = A v a i l a b l e   R e s e r v e d   S p a c e 
 
 2 4 3 7 = M e d i a   W e a r o u t   I n d i c a t o r 
 
 2 4 3 8 = E n d - t o - E n d   E r r o r   D e t e c t i o n   C o u n t 
 
 2 4 3 9 = P r o g r a m   f a i l   c o u n t 
 
 2 4 4 0 = E r a s e   f a i l   c o u n t 
 
 2 4 4 1 = U n c o r r e c t a b l e   E r r o r   C o u n t 
 
 2 4 4 2 = U n e x p e c t e d   P o w e r   L o s s 
 
 2 4 4 3 = M e d i a   W e a r   P e r   E a c h   O p e r a t i o n 
 
 2 4 4 4 = " R e a d "   R a t i o   t o   H e a d   W r i t e s   a n d   R e a d s   i n   E a c h   O p e r a t i o n 
 
 2 4 4 5 = S i n g l e   O p e r a t i o n   T i m e r 
 
 2 4 4 6 = T o t a l   L B A   W r i t e 
 
 2 4 4 7 = T o t a l   L B A   R e a d 
 
 2 4 4 8 = T o t a l   N A N D   W r i t e s 
 
 2 4 4 9 = S A T A   D o w n s h i f t   C o u n t 
 
 2 4 5 0 = P o w e r   L o s s   P r o t e c t i o n   F a i l u r e 
 
 2 4 5 1 = T h e r m a l   T h r o t t l e   S t a t u s 
 
 
 
 ; S m a r t S a m s u n g 
 
 2 4 7 2 = P o w e r   C y c l e   C o u n t 
 
 2 4 7 3 = A v e r a g e   F l a s h   W e a r o u t   C o u n t 
 
 2 4 7 4 = U s e d   R e s e r v e d   B l o c k   C o u n t   C h i p 	
 
 2 4 7 5 = U s e d   R e s e r v e d   B l o c k   C o u n t   ( T o t a l ) 
 
 2 4 7 6 = U n u s e d   R e s e r v e d   B l o c k   C o u n t   ( T o t a l ) 
 
 2 4 7 7 = R u n t i m e   B a d   B l o c k   C o u n t   ( T o t a l ) 
 
 2 4 7 8 = O f f - l i n e   U n c o r r e c t a b l e   E r r o r   C o u n t 
 
 2 4 7 9 = S u p e r c a p a c i t o r   S t a t u s 
 
 2 4 8 0 = S S D   M o d e   S t a t u s 
 
 2 4 8 1 = P o w e r   R e s t o r a t i o n   C o u n t   ( U n e x p e c t e d   P o w e r   L o s s   C o u n t ) 
 
 2 4 8 2 = P r o g r a m   F a i l   C o u n t   ( C h i p ) 
 
 2 4 8 3 = E r a s e   F a i l   C o u n t   ( C h i p ) 
 
 2 4 8 4 = U n u s e d   R e s e r v e d   B l o c k   C o u n t   ( C h i p ) 
 
 2 4 8 5 = U n e x p e c t e d   P o w e r   L o s s   C o u n t 
 
 2 4 8 6 = E r r o r   D e t e c t i o n 
 
 2 4 8 7 = N o r m a l i z e d   M e d i a   W e a r 
 
 
 
 ; S m a r t S a n d F o r c e 
 
 2 4 9 8 = R A W   R e a d   E r r o r   R a t e 
 
 2 4 9 9 = I s o l a t e d   A g i n g   B l o c k   C o u n t 
 
 2 5 0 0 = E r a s e d   G B 
 
 2 5 0 1 = R e s e r v e d   B l o c k   C o u n t 
 
 2 5 0 2 = W e a r   R a n g e   D e l t a   ( D e l t a   b e t w e e n   m o s t - w o r n   a n d   l e a s t - w o r n   b l o c k s ) 
 
 2 5 0 3 = R e p o r t e d   I / O   D e t e c t i o n   C o d e   E r r o r 
 
 2 5 0 4 = R e p o r t e d   U n c o r r e c t a b l e   E r r o r 
 
 2 5 0 5 = A d a p t i v e   U n c o r r e c t a b l e   E C C   E r r o r   C o u n t 
 
 2 5 0 6 = R e a l l o c a t i o n   P h y s i c a l   S e c t o r   E v e n t   C o u n t 
 
 2 5 0 7 = U n c o r r e c t a b l e   S e c t o r   C o u n t 
 
 2 5 0 8 = S A T A   D e b u g g i n g   ( C R C )   E r r o r   C o u n t 
 
 2 5 0 9 = U n c o r r e c t a b l e   S o f t   R e a d   E r r o r   R a t e 
 
 2 5 1 0 = S o f t   E C C   C o r r e c t i o n   R a t e 
 
 2 5 1 1 = L i f e t i m e   C u r v e   S t a t u s 
 
 2 5 1 2 = S S D   L i f e   L e f t 
 
 2 5 1 3 = S u p e r c a p a c i t o r   H e a l t h   S t a t u s 
 
 2 5 1 4 = T o t a l   C o u n t   o f   L i f e t i m e   H o s t   W r i t e 
 
 2 5 1 5 = T o t a l   C o u n t   o f   L i f e t i m e   H o s t   R e a d 
 
 
 
 ; S m a r t J M i c r o n 6 1 x 
 
 2 5 2 6 = S A T A   P H Y   E r r o r   C o u n t 
 
 2 5 2 7 = B a d   C l u s t e r   T a b l e   C o u n t   ( E C C   F a i l   C o u n t ) 
 
 2 5 2 8 = B a d   B l o c k   C o u n t 
 
 2 5 2 9 = E r a s e   C o u n t 
 
 
 
 ; S m a r t M i c r o n 
 
 2 5 4 0 = I n d e p e n d e n t   N A N D   R e d u n d a n t   A r r a y 
 
 2 5 4 1 = U n d e r l y i n g   R e a d   E r r o r   R a t e 
 
 2 5 4 2 = S o f t   E r r o r   R a t e 
 
 2 5 4 3 = D e v i c e   C a p a c i t y   ( N A N D ) 
 
 2 5 4 4 = U s e r   A v a i l a b l e   C a p a c i t y 
 
 2 5 4 5 = S p a r e   B l o c k s 
 
 2 5 4 6 = R e m a i n i n g   ( S p a r e )   B l o c k s 
 
 2 5 4 7 = A v e r a g e   B l o c k - E r a s e   C o u n t 
 
 2 5 4 8 = U n u s e d   R e s e r v e d   N A N D   B l o c k s 
 
 2 5 4 9 = U n a l i g n e d   a c c e s s   c o u n t 
 
 2 5 5 0 = S A T A   I n t e r f a c e   D o w n s h i f t 
 
 2 5 5 1 = E r r o r   C o r r e c t i o n   C o u n t 
 
 2 5 5 2 = C o m m a n d   T i m e o u t   C o u n t 
 
 2 5 5 3 = C u m u l a t i v e   E C C   B i t   C o r r e c t i o n   C o u n t 
 
 2 5 5 4 = S m a r t   O f f l i n e   S c a n   U n c o r r e c t a b l e   E r r o r   C o u n t 
 
 2 5 5 5 = U l t r a   D M A   C R C   E r r o r   R a t e 
 
 2 5 5 6 = P e r c e n t   L i f e t i m e   U s e d 
 
 2 5 5 7 = S u c c e s s f u l   R A I N   R e c o v e r y   C o u n t 
 
 2 5 5 8 = T o t a l   B y t e s   R e a d 
 
 2 5 5 9 = S p a r e   B l o c k s   L e f t   f r o m   t h e   " W r i t e   P r o h i b i t e d   M o d e " 
 
 2 5 6 0 = E C C   B i t s   C o r r e c t e d 
 
 2 5 6 1 = E C C   C u m u l a t i v e   T h r e s h o l d   E v e n t s   ( E r r o r   R a t e   M e e t s / E x c e e d s   t h e   M a x   T i m e s   o f   t h e   E C C   C o r r e c t i o n ) 
 
 2 5 6 2 = C u m u l a t i v e   P r o g r a m   N A N D   P a g e s 
 
 2 5 6 3 = T o t a l   H o s t   S e c t o r   W r i t e s 
 
 2 5 6 4 = H o s t   P r o g r a m   P a g e   C o u n t 
 
 2 5 6 5 = ( F l a s h   T r a n s i t i o n   L a y e r )   P r o g r a m   P a g e   C o u n t 
 
 
 
 ; S m a r t M i c r o n M U 0 2 
 
 2 5 7 6 = T o t a l   E r a s e   C o u n t 
 
 2 5 7 7 = R e a l l o c a t i o n   E v e n t   C o u n t 
 
 2 5 7 8 = C u r r e n t   P e n d i n g   S e c t o r   C o u n t 
 
 2 5 7 9 = S m a r t   O f f l i n e   S c a n   U n c o r r e c t a b l e   E r r o r   C o u n t 
 
 2 5 8 0 = T o t a l   B y t e s   R e a d 
 
 2 5 8 1 = B a c k g r o u n d   P r o g r a m   P a g e   C o u n t 
 
 2 5 8 2 = V a l i d   S p a r e   B l o c k s 
 
 2 5 8 3 = I n i t i a l   I n v a l i d   B l o c k s 
 
 2 5 8 4 = T o t a l   S L C   E r a s e   C o u n t 
 
 2 5 8 5 = M a x i m u m   S L C   E r a s e   C o u n t 
 
 2 5 8 6 = M i n i m u m   S L C   E r a s e   C o u n t 
 
 2 5 8 7 = A v e r a g e   S L C   E r a s e   C o u n t 
 
 2 5 8 8 = T o t a l   T L C   E r a s e   C o u n t 
 
 2 5 8 9 = M a x i m u m   T L C   E r a s e   C o u n t 
 
 2 5 9 0 = M i n i m u m   T L C   E r a s e   C o u n t 
 
 2 5 9 1 = A v e r a g e   T L C   E r a s e   C o u n t 
 
 2 5 9 2 = P e r c e n t a g e   L i f e t i m e   R e m a i n i n g 
 
 2 5 9 3 = P o w e r - o f f   R e t r a c t   C o u n t 
 
 2 5 9 4 = A v a i l a b l e   R e s e r v e d   S p a c e 
 
 2 5 9 5 = T o t a l   T L C   W r i t e   C o u n t 
 
 2 5 9 6 = T o t a l   S L C   W r i t e   C o u n t 
 
 2 5 9 7 = R A I D   R e c o v e r y   C o u n t 
 
 
 
 ; S m a r t O c z 
 
 2 6 0 8 = P o w e r   O n   H o u r s 
 
 2 6 0 9 = T o t a l   B l o c k s   E r a s e d 
 
 2 6 1 0 = S S D   P r o t e c t   M o d e 
 
 2 6 1 1 = T o t a l   N u m b e r   o f   C o r r e c t e d   B i t s 
 
 2 6 1 2 = M a x   R a t e d   P E   C o u n t s 
 
 2 6 1 3 = S A T A   U n c o r r e c t a b l e   E r r o r   C o u n t 
 
 2 6 1 4 = N A N D   P a g e   R e a d s   D u r i n g   R e t r y 
 
 2 6 1 5 = S i m p l e   R e a d   R e t r y   A t t e m p t s 
 
 2 6 1 6 = A d a p t i v e   R e a d   R e t r y   A t t e m p t s 
 
 2 6 1 7 = I n t e r n a l   D a t a   P a t h   U n c o r r e c t a b l e   E r r o r s 
 
 2 6 1 8 = P o w e r   L o s s   P r o t e c t i o n 
 
 2 6 1 9 = N A N D   R e a d   C o u n t 
 
 
 
 ; S m a r t P l e x t o r 
 
 2 6 3 0 = U n s a f e   S h u t d o w n   C o u n t 
 
 2 6 3 1 = U n c o r r e c t a b l e   S e c t o r   C o u n t 
 
 2 6 3 2 = U s e d   R e s e r v e d   B l o c k   C o u n t   ( W o r s t ) 
 
 2 6 3 3 = N e w l y - A d d e d   B a d   B l o c k s 
 
 2 6 3 4 = A v e r a g e   P r o g r a m / E r a s e   ( P / E )   C o u n t   ( T o t a l ) 
 
 2 6 3 5 = P r o g r a m   F a i l   C o u n t   ( T o t a l ) 
 
 2 6 3 6 = E r a s e   F a i l   C o u n t   ( T o t a l ) 
 
 2 6 3 7 = P r o g r a m   F a i l   C o u n t     ( W o r s t ) 
 
 2 6 3 8 = E r a s e   F a i l   C o u n t   ( W o r s t ) 
 
 2 6 3 9 = U s e d   R e s e r v e d   B l o c k   C o u n t   ( T o t a l ) 
 
 2 6 4 0 = U n u s e d   R e s e r v e d   B l o c k   C o u n t   ( T o t a l ) 
 
 2 6 4 1 = C o r r e c t e d   E n d - t o - E n d   D a t a   E r r o r 
 
 2 6 4 2 = D e t e c t i o n   C o d e   ( E C C )   L e v e l 
 
 2 6 4 3 = T o t a l   G B   W r i t t e n   t o   N A N D 
 
 
 
 ; S m a r t S a n D i s k 
 
 2 6 5 4 = I s o l a t e d   A g i n g   B l o c k   C o u n t 
 
 
 
 ; S m a r t O c z V e c t o r 
 
 2 6 6 5 = A c c u m u l a t i v e   R u n t i m e   B a d   B l o c k   C o u n t 
 
 2 6 6 6 = A v a i l a b l e   R e d u n d a n t   B l o c k   C o u n t 
 
 2 6 6 7 = P o w e r   C y c l e   C o u n t   ( A c c i d e n t s ) 
 
 2 6 6 8 = U n c o r r e c t a b l e   N A N D   R e a d   C o u n t 
 
 2 6 6 9 = C o u n t   T o t a l   o f   R e a d   F a i l     ( U n c o r r e c t a b l e ) 
 
 2 6 7 0 = H o s t   R e a d 
 
 2 6 7 1 = H o s t   W r i t e 
 
 2 6 7 2 = A v e r a g e   E r a s e   C o u n t 
 
 2 6 7 3 = T o t a l   C o u n t   o f   N A N D   P r o g r a m 
 
 2 6 7 4 = T o t a l   N u m b e r   O f   R e a d   B i t s   C o r r e c t e d 
 
 2 6 7 5 = M i n   E r a s e   C o u n t 
 
 2 6 7 6 = M a x   E r a s e   C o u n t 
 
 2 6 7 7 = T o t a l   C o u n t   N A N D   P a g e s   R e a d s   R e q u i r i n g   R e a d   R e t r y 
 
 2 6 7 8 = I n   W a r r a n t y 
 
 2 6 7 9 = D A S   P o l a r i t y 
 
 2 6 8 0 = P a r t i a l   P   f a i l 
 
 2 6 8 1 = W r i t e   T h r o t t l i n g   A c t i v a t i o n   F l a g 
 
 2 6 8 2 = T o t a l   N A N D   P r o g r a m m i n g   C o u n t   ( p a g e s ) 
 
 
 
 ; S m a r t C o r s a i r 
 
 2 6 9 3 = L i f e t i m e   W r i t e s   ( G B ) 
 
 2 6 9 4 = L i f e t i m e   R e a d s   ( G B ) 
 
 
 
 ; S m a r t T o s h i b a 
 
 2 7 0 5 = T o t a l   B a d   B l o c k   C o u n t 
 
 
 
 ; S m a r t S a n D i s k G b 
 
 2 7 1 6 = R e a l l o c a t e d   B l o c k s   C o u n t 
 
 2 7 1 7 = M i n   W r i t e / E r a s e   C y c l e   C o u n t 
 
 2 7 1 8 = M a x   B a d   B l o c k   i n   B a r e   C h i p 
 
 2 7 1 9 = M a x   E r a s e   C y c l e 
 
 2 7 2 0 = A v e r a g e   E r a s e   C y c l e 
 
 2 7 2 1 = S p a r e   B l o c k   L e f t 
 
 
 
 ; S m a r t K i n g s t o n 
 
 2 7 3 2 = U n c o r r e c t a b l e   E r r o r s 
 
 2 7 3 3 = L a t e r   B a d   B l o c k   C o u n t 
 
 2 7 3 4 = L i f e t i m e   W r i t e s   t o   F l a s h 
 
 2 7 3 5 = W r i t e   H e a d 
 
 
 
 ; S m a r t N V M e 
 
 2 7 4 6 = C r i t i c a l   W a r n i n g 
 
 2 7 4 7 = C o m p o s i t e   T e m p e r a t u r e 
 
 2 7 4 8 = A v a i l a b l e   S p a r e 
 
 2 7 4 9 = A v a i l a b l e   S p a r e   T h r e s h o l d 
 
 2 7 5 0 = P e r c e n t a g e   U s e d 
 
 2 7 5 1 = D a t a   U n i t s   R e a d 
 
 2 7 5 2 = D a t a   U n i t s   W r i t t e n 
 
 2 7 5 3 = H o s t   R e a d   C o m m a n d s 
 
 2 7 5 4 = H o s t   W r i t e   C o m m a n d s 
 
 2 7 5 5 = C o n t r o l l e r   B u s y   T i m e 
 
 2 7 5 6 = M e d i a   a n d   D a t a   I n t e g r i t y   E r r o r s 
 
 2 7 5 7 = N u m b e r   o f   E r r o r   I n f o r m a t i o n   L o g   E n t r i e s 
 
 
 
 ; S m a r t R e a l t e k 
 
 2 7 6 8 = R A W   D a t a   E r r o r   R a t e 
 
 2 7 6 9 = G D N 
 
 2 7 7 0 = M a x   P E   C y c l e 
 
 2 7 7 1 = I n i t i a l   b a d   b l o c k   c o u n t 
 
 2 7 7 2 = H e a l t h 
 
 2 7 7 3 = E n c l o s u r e   T e m p e r a t u r e 
 
 2 7 7 4 = C u m u l a t i v e   C o r r e c t e d   E C C 
 
 2 7 7 5 = T o t a l   G B   W r i t t e n   t o   N A N D   ( T L C ) 
 
 2 7 7 6 = T o t a l   G B   W r i t t e n   t o   N A N D   ( S L C ) 
 
 
 
 2 9 0 0 = I t   i s   r e c o m m e n d e d   t o   u s e   < f o n t   c o l o r = " # 0 0 0 0 c 0 " > < a   h r e f = " 1 " > D i s k   C l o n e < / a > < / f o n t >   t o   c l o n e   t h e   c u r r e n t   d i s k   t o   a n o t h e r   f o r   r e p l a c i n g . 
 
 2 9 0 1 = I t   i s   r e c o m m e n d e d   t o   u s e   < f o n t   c o l o r = " # 0 0 0 0 c 0 " > < a   h r e f = " h t t p s : / / w w w . d i s k p a r t . c o m / f r e e - b a c k u p - s o f t w a r e . h t m l ? f r o m = d i s k p r o p e r t i e s " > A O M E I   B a c k u p p e r < / a > < / f o n t >   t o   b a c k u p   d a t a   r e g u l a r l y . 
 
 2 9 0 2 = H e a l t h ( S M A R T ) 
 
 2 9 0 3 = H e a l t h   S t a t u s :   % s 
 
 2 9 0 4 = G o o d 
 
 2 9 0 5 = C a u t i o n 
 
 2 9 0 6 = B a d 
 
 2 9 0 7 = A l l   a t t r i b u t e s   o n   t h e   d i s k   i s   n o r m a l , \ n T h e   d i s k   s t a t u s   i s   s t a b l e . 
 
 2 9 0 8 = D e t e c t e d   % d   a t t r i b u t e   o f   t h e   d i s k   i s   c l o s e   t o   t h e   t h r e s h o l d , I t   w o n ' t   a f f e c t   t h e   d i s k ' s   n o r m a l   u s a g e ; 
 
 2 9 0 9 = D e t e c t e d   % d   a t t r i b u t e   o f   t h e   d i s k   i s   e q u a l   t o   o r   e x c e e d   t h e   t h r e s h o l d , I t   m a y   s l o w   d o w n   t h e   a c c e s s   s p e e d ,   d a m a g e   d i s k   o r   c a u s e   d a t a   l o s s ; 
 
 2 9 1 0 = F a i l e d   t o   a c q u i r e   t h e   d i s k ' s   h e a l t h   s t a t u s ,   i t   m i g h t   b e   b e c a u s e   t h e   d i s k   d o e s   n o t   s u p p o r t   t h e   S M A R T   t e c h n o l o g y .   G e n e r a l l y ,   v i r t u a l   d i s k s ,   U S B   f l a s h   d r i v e s ,   S D   c a r d s ,   e t c . ,   d o   n o t   s u p p o r t   S M A R T . 
 
 2 9 1 1 = V i e w   d e t a i l s 
 
 2 9 1 2 = S M A R T   h e a l t h   s t a t u s 
 
 2 9 1 3 = A t t r i b u t e   N a m e 
 
 2 9 1 4 = C u r r e n t 
 
 2 9 1 5 = W o r s t 
 
 2 9 1 6 = T h r e s h o l d 
 
 2 9 1 7 = R a w   V a l u e s 
 
 2 9 1 8 = S t a t u s 
 
 2 9 1 9 = 
 
 2 9 2 0 = 
 
 2 9 2 1 = I t   i s   s u g g e s t e d   t o   b a c k   u p   d a t a . 
 
 2 9 2 2 = 
 
 2 9 2 3 = I t   i s   r e c o m m e n d e d   t o   r e p l a c e   t h e   d i s k   a s a p . 
 
 2 9 2 4 = 
 
 2 9 2 5 = h t t p s : / / w w w . d i s k p a r t . c o m / h e l p / d i s k - p r o p e r t i e s . h t m l 
 
 2 9 2 6 = T h e   d i s k   h e a l t h   s t a t u s   i s   b a d ,   i t ' s   r e c o m m e n d e d   t o   r e p l a c e   t h e   d i s k . \ n   C l i c k   t h e   d i s k   " P r o p e r t i e s "   t o   c h e c k   d e t a i l s . 
 
 2 9 2 7 = L e a r n   M o r e 
 
 2 9 2 8 = h t t p s : / / w w w . d i s k p a r t . c o m / h e l p / d i s k - h e a l t h . h t m l 
 
 2 9 2 9 = T h e   l i f e s p a n   o f   c u r r e n t   d i s k   i s   c l o s e   t o   t h r e s h o l d .   I t   i s   r e c o m m e n d e d   t o   b a c k   u p   y o u r   h a r d   d i s k ,   o r   h a v e   i t   r e p l a c e d   a s   s o o n   a s   p o s s i b l e . 
 
 2 9 3 0 = T h e   h e a l t h   s t a t u s   i s   " C a u t i o n " .   I t   i s   r e c o m m e n d e d   t o   b a c k   u p   y o u r   d i s k .   R i g h t - c l i c k   o n   t h e   d i s k   a n d   s e l e c t   " D i s k   H e a l t h "   t o   v i e w   d e t a i l s . 
 
 2 9 3 1 = T h e   l i f e s p a n   o f   c u r r e n t   d i s k   e x c e e d s   t h e   t h r e s h o l d . 
 
 
 
 ; D D C   l a n g u a g e 
 
 3 0 0 0 = t  ȹ  Xܴ  l|    <\   `    ĳ]  ٳ  l|  pt0    t  0  l\    XXĳ]  ĳ@
Ȳ. 
 
 3 0 0 3 = ĬX$t  < b > L< / b >   D  tЭX$. 
 
 3 0 0 4 = ֬  Ȉ@  p  tp  XD  D̸`    ŵȲ.   ¤\  `    ǔ  UxX  ٳ  l|  x`    ǵȲ.   Ȉt  ̹qȤ췰t  L  "   l"       l|  tЭ  < u > < f o n t   c o l o r = " # 0 0 0 0 c 0 " > < a   h r e f = " h t t p s : / / w w w . d i s k p a r t . c o m / p u r c h a s e . h t m l " > h t t p s : / / w w w . d i s k p a r t . c o m / f e a t u r e s / d y n a m i c - d i s k - c o n v e r t e r . h t m l < / a > < / f o n t > < / u >   X    ǵȲ. 
 
 3 0 0 5 = ٳ  l  ]
 
 3 0 0 6 = L  ]  0  l\  X`  ٳ  l|   X$. 
 
 3 0 0 7 = LD  < b > tЭ< / b >   X  XD  UxX    ǵȲ. 
 
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 3 0 0 9 =   Ux
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 3 0 1 0 = X  D  X  UxX$. 
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 3 0 1 1 = ٳ  l  X0|  ̸X ȲL?   % s ? 
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 3 0 1 2 = & t  D  X0\  յȲ, 
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 3 0 1 3 = X    l  tD,   |ǀ  h  
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 3 0 1 4 = X    l  tD
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 3 0 1 5 = 8:   X    |ǀ  ht  \  \  t  l|  X`    ŵȲ.   A O M E I   D y n a m i c   D i s k   M a n a g e r |  䲴\ܴXp  s u p p o r t @ a o m e i t e c h . c o m <\  tT|D    ĳD  l`    ǵȲ. \ r \ n \ r \ n ,,   ¸|t    R A I D - 5   hD  0  X<\  XX$t  )  2 |  X  XX$.   8\  @  F A Q |  8pX$. 
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 3 0 1 6 = \t  ¤\  ٳ  l|  X  iȲ. 
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 3 0 2 1 = ܴ|tǄ|  \ܴX  յȲ.   D y n a m i c   D i s k   C o n v e r t e r |    $XXp  8XX$. 
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 3 0 2 3 =   < b > l< / b >   D    ƬtǸ  D  l:   < u > < f o n t   c o l o r = " # 0 0 0 0 c 0 " > < a   h r e f = " h t t p s : / / w w w . d i s k p a r t . c o m / p u r c h a s e . h t m l " > h t t p s : / / w w w . d i s k p a r t . c o m / f e a t u r e s / d y n a m i c - d i s k - c o n v e r t e r . h t m l < / a > < / f o n t > < / u > . 
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 3 0 2 4 =   lФLtX  ի  ȈD  X$  iȲ.   \ n ֬  @    `    ŵȲ.   \ n   X$t  ƬtǸ  \ n ոƴ    D  lX$.   w w w . d y n a m i c - d i s k - c o n v e r t e r . c o m . 
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 3 0 3 5 =    
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 3 3 2 4 = E v e r y   s t a r t u p 
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 3 3 2 5 = D e l a y   e x e c u t i o n 
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 3 3 2 6 = O n l y   f i r s t   l o g o n   o f   e v e r y d a y 
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 3 3 2 7 = E v e r y   l o g o n 
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 3 3 2 8 = C o n d i t i o n s 
 
 3 3 2 9 = D e f i n e 
 
 3 3 3 0 = S t a r t   s c h e d u l e   o n l y   i f   a l l   s e l e c t e d   c o n d i t i o n s   a r e   m e t . 
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 3 3 3 1 = F r a g m e n t a t i o n 
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 3 3 3 2 = F r a g m e n t a t i o n   i s   a t   l e a s t : 
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 3 3 3 3 = F r a g m e n t s   o f   s i n g l e   f i l e   e x c e e d : 
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 3 3 3 4 = F r a g m e n t s 
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 3 3 3 5 = O t h e r s 
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 3 3 3 7 = m i n u t e s 
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 3 3 3 8 = S t a r t   s c h e d u l e   o n l y   i f   t h e   c o m p u t e r   i s   o n   A C   p o w e r . 
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 3 3 3 9 = S t o p   i f   t h e   c o m p u t e r   s w i t c h e s   t o   b a t t e r y   p o w e r . 
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 3 3 4 0 = C a n c e l 
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 3 3 4 1 = O K 
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 3 3 4 2 = W a k e   t h e   c o m p u t e r   t o   r u n   s c h e d u l e . 
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 3 3 4 3 = S h u t d o w n   a f t e r   s c h e d u l e   d e f r a g m e n t a t i o n . 
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 3 3 4 4 = N o t e 
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 3 3 4 5 = T h e   d e f r a g m e n t a t i o n   h a s   b e e n   c o m p l e t e d ,   c o m p u t e r   w i l l   s h u t   d o w n   i n   % d s .   I f   y o u   d o n ' t   w a n t   t o   t u r n   i t   o f f   n o w ,   p l e a s e   c l i c k   " C a n c e l " . 
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 3 3 4 6 = S h u t   D o w n ( % d S ) 
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 3 3 4 7 = E x i t 
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 3 3 4 8 = S c h e d u l e   S e t t i n g s 
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 3 3 4 9 = C o n d i t i o n s 
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 3 3 5 0 = O p e n   M a i n   W i n d o w 
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 3 3 5 1 = N o t e 
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 4 0 0 0 = A O M E I   P a r t i t i o n   A s s i s t a n t   U n i n s t a l l   W i z a r d 
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 4 0 0 1 =    x  Ȳ  H]Ȳ! 
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 4 0 0 3 = 0   
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 4 0 0 5 = 4  D	Ȳ. 
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 4 0 0 6 = X0Ŕ  4  tՔ.   
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 4 0 1 0 = x  D   ЈմŔ. 
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 4 0 1 1 = 0   .   (   $t|ĳ. . . ) 
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 4 0 1 8 = 4̸  D  <8. 
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 4 0 2 6 = ոƴ|    $XXp  ptǸiȲ. 
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 4 0 4 3 = tٳ    1  . . . 
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 
 4 0 5 9 = C :   ܴ|t  t  qiȲ.   " < f o n t   c o l o r = " # 0 0 0 0 c 0 " > < a   h r e f = " 1 " > q  4< / a > < / f o n t > "   |  X  D  U`    ǵȲ. 
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 4 0 6 0 = h t t p s : / / w w w . d i s k p a r t . c o m / u p g r a d e - s e t u p . h t m l 
 
 4 0 6 1 = N o t e :   Y o u r   l i c e n s e   c o d e   i s   " < u > < a   h r e f = " T h e   " C u r r e n t   V e r s i o n "   l i c e n s e   i s   o n l y   v a l i d   f o r   t h e   v e r s i o n   y o u   b o u g h t   a n d   u p d a t i n g   t o   a   m i n o r   r e l e a s e   ( e . g .   v e r s i o n   9 . 5 . 0   t o   9 . 5 . 2 ) .   I t   i s   n o t   a v a i l a b l e   f o r   u p d a t i n g   t o   a   m a j o r   r e l e a s e   ( e . g .   v e r s i o n   9 . 5 . 0   t o   9 . 6 . 0 ) . " > C u r r e n t   V e r s i o n < / a > < / u > " ,   w h i c h   i s   o n l y   v a l i d   f o r   v e r s i o n   % s .   U p d a t i n g   t o   a n y   l a t e r   n e w   v e r s i o n s   i s   n o t   a v a i l a b l e .   T o   r e c e i v e   f r e e   m a j o r   u p d a t e s   f o r e v e r ,   p l e a s e   < f o n t   c o l o r = " # 0 0 0 0 c 0 " > < a   h r e f = " h t t p s : / / w w w . d i s k p a r t . c o m / c a m p a i g n / u p g r a d e - t o - l i f e t i m e - v e r s i o n . h t m l " > u p g r a d e   t o   " L i f e t i m e   V e r s i o n " < / a > < / f o n t >   w i t h   L i m i t e d - T i m e   D i s c o u n t   n o w . 
 
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 
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 
 4 0 6 4 = h t t p s : / / w w w . d i s k p a r t . c o m / c a m p a i g n / u p g r a d e - t o - l i f e t i m e - v e r s i o n . h t m l 
 
 4 0 6 5 = h t t p s : / / w w w 2 . a o m e i s o f t w a r e . c o m / d o w n l o a d / p a / f u l l / % s / P A s s i s t _ S e t u p . e x e 
 
 4 0 6 6 = Y o u r   l i c e n s e   c o d e   i s   " C u r r e n t   V e r s i o n " ,   w h i c h   i s   o n l y   v a l i d   f o r   v e r s i o n   % s .   I t   c a n n o t   b e   u s e d   t o   r e g i s t e r   t h e   v e r s i o n   % s .   Y o u   c a n   d o w n l o a d   a n d   i n s t a l l   t h e   l a t e s t   r e g i s t r a b l e   v e r s i o n   t o   c o n t i n u e   u s i n g . \ n \ n T o   r e c e i v e   f r e e   m a j o r   u p d a t e s   a n d   f r e e   t e c h n i c a l   s u p p o r t   f o r e v e r ,   p l e a s e   u p g r a d e   t o   " L i f e t i m e   V e r s i o n "   w h i c h   e n t i t l e s   y o u   t o   u p g r a d e   f o r   f r e e   t o   a n y   l a t e r   n e w   v e r s i o n s . 
 
 4 0 6 7 = U p g r a d e   t o   L i f e t i m e   V e r s i o n 
 
 4 0 6 8 = G r a b   T o d a y ' s   E x c l u s i v e   L i m i t e d - T i m e   D i s c o u n t 
 
 4 0 6 9 = O o p s !   R e g i s t r a t i o n   F a i l e d 
 
 4 0 7 0 = U p g r a d e   L a t e r 
 
 4 0 7 1 = D o w n l o a d   R e g i s t r a b l e   V e r s i o n 
 
 4 0 7 2 = U p g r a d e   t o   L i f e t i m e   V e r s i o n   N o w 
 
 4 0 7 3 = M i g r a t e   c u r r e n t   s y s t e m   p a r t i t i o n s   t o   a n o t h e r   d i s k 
 
 4 0 7 4 = C l o n e   h a r d   d r i v e   t o   a n o t h e r 
 
 4 0 7 5 = W i p e   s e l e c t e d   d i s k / p a r t i t i o n   p e r m a n e n t l y   t o   p r e v e n t   i t s   d a t a   f r o m   b e i n g   r e c o v e r e d 
 
 4 0 7 6 = C o n v e r t   d i s k   b e t w e e n   M B R   a n d   G P T   w i t h o u t   d a t a   l o s s 
 
 4 0 7 7 = V i e w   g u i d a n c e   o f   p a r t i t i o n s   a n d   d i s k s   o p e r a t i o n s 
 
 4 0 7 8 = F r e e   b a c k u p   h a r d   d i s k   t o   k e e p   y o u r   d a t a   s a f e 
 
 4 0 7 9 = C h e c k   w h e t h e r   y o u r   P C   m e e t s   W i n d o w s   1 1   u p d a t e   r e q u i r e m e n t s 
 
 4 0 8 0 = U p g r a d e   t o   A d v a n c e d   E d i t i o n 
 
 4 0 8 1 = U p g r a d e   t o   L i f e t i m e   V e r s i o n 
 
 4 0 8 2 = U p g r a d e   t o   P a i d   E d i t i o n 
 
 4 0 8 3 = M o r e   t o o l s 
 
 4 0 8 4 = G r a b   T o d a y ' s   E x c l u s i v e   L i m i t e d - T i m e   D i s c o u n t 
 
 4 0 8 5 = h t t p s : / / w w w 2 . a o m e i s o f t w a r e . c o m / d o w n l o a d / p a / o l c / P A s s i s t _ S e t u p . e x e 
 
 4 0 8 6 = Y o u r   l i c e n s e   c o d e   i s   " C u r r e n t   V e r s i o n " ,   w h i c h   i s   o n l y   v a l i d   f o r   t h e   v e r s i o n s   p r e v i o u s   t o   9 . 6 . 0 .   I t   c a n n o t   b e   u s e d   t o   r e g i s t e r   t h e   v e r s i o n   % s .   Y o u   c a n   d o w n l o a d   a n d   i n s t a l l   t h e   l a t e s t   r e g i s t r a b l e   v e r s i o n   t o   c o n t i n u e   u s i n g . \ n \ n T o   r e c e i v e   f r e e   m a j o r   u p d a t e s   a n d   f r e e   t e c h n i c a l   s u p p o r t   f o r e v e r ,   p l e a s e   u p g r a d e   t o   " L i f e t i m e   V e r s i o n "   w h i c h   e n t i t l e s   y o u   t o   u p g r a d e   f o r   f r e e   t o   a n y   l a t e r   n e w   v e r s i o n s . 
 
 
 
 5 0 0 0 = h t t p : / / s n . a o m e i s o f t w a r e . c o m / a p i / v 1 / u n i n s t a l l - f e e d b a c k 
 
 5 0 0 1 = M o v e   F o l d e r s 
 
 5 0 0 2 = " % s "   i s   a   n e t w o r k   p a t h .   \ n M o v i n g   n e t w o r k   f o l d e r s   i s   n o t   s u p p o r t e d .   \ n P l e a s e   s e l e c t   a n o t h e r   f o l d e r . 
 
 5 0 0 3 = " % s "   i s   a   r o o t   d i r e c t o r y .   \ n M o v i n g   r o o t   d i r e c t o r i e s   i s   n o t   s u p p o r t e d .   \ n P l e a s e   s e l e c t   a n o t h e r   f o l d e r . 
 
 5 0 0 4 = M o v i n g   t h e   " % s "   f o l d e r   i s   n o t   s u p p o r t e d .   \ n P l e a s e   s e l e c t   a n o t h e r   f o l d e r . 
 
 5 0 0 5 = M o v i n g   t h e   " % s "   f o l d e r   i s   n o t   s u p p o r t e d .   \ n P l e a s e   s e l e c t   a n o t h e r   f o l d e r . 
 
 5 0 0 6 = T h e   " % s "   d o e s   n o t   e x i s t .   P l e a s e   s e l e c t   a n o t h e r   f o l d e r . 
 
 5 0 0 7 = T h e   p a r t i t i o n   y o u   w a n t   t o   m o v e   a   f o l d e r   t o   c a n n o t   b e   s a m e   a s   t h e   p a r t i t i o n   t h e   f o l d e r   i s   c u r r e n t l y   o n . 
 
 5 0 0 8 = " % c : "   i s   n o t   a   N T F S   p a r t i t i o n .   \ n M o v i n g   f o l d e r s   o n   a   n o n - N T F S   p a r t i t i o n   i s   n o t   s u p p o r t e d .   P l e a s e   s e l e c t   a n o t h e r   p a r t i t i o n . 
 
 5 0 0 9 = I f   t h e r e   a r e   r u n n i n g   p r o g r a m s   o r   o p e n e d   d o c u m e n t s   i n   t h e   s e l e c t e d   f o l d e r ,   t h e y   w i l l   b e   c l o s e d   f o r c i b l y   d u r i n g   m o v i n g .   I t   i s   r e c o m m e n d e d   t o   s a v e   y o u r   d a t a   a n d   c l o s e   t h e   r e l a t e d   p r o c e s s   b e f o r e   m o v i n g .   \ n A r e   y o u   s u r e   y o u   w a n t   t o   c o n t i n u e ? 
 
 5 0 1 0 = N o t   e n o u g h   s p a c e ?   A p p   M o v e r   c a n   f r e e   u p   s p a c e   s a f e l y .   W i t h   i n n o v a t i v e   t e c h n i q u e s ,   i t   a l l o w s   y o u   t o   m o v e   a p p s   o r   f o l d e r s   t o   a n o t h e r   d r i v e   w h i l e   k e e p i n g   t h e   o r i g i n a l   a c c e s s   p a t h   t o   i n c r e a s e   p a r t i t i o n   s i z e . 
 
 5 0 1 1 = A f t e r   m o v i n g :   \ n \ n 1 .   M o v e d   a p p s   c a n   s t i l l   w o r k   p r o p e r l y .   \ n 2 .   M o v e d   f o l d e r s   c a n   s t i l l   b e   a c c e s s i b l e   v i a   t h e   o r i g i n a l   p a t h .   \ n 3 .   M o v e d   a p p s   a n d   f o l d e r s   c a n   b e   r e s t o r e d   t o   t h e   o r i g i n a l   l o c a t i o n . 
 
 5 0 1 2 = A p p   M o v e r 
 
 5 0 1 3 = M o v e   A p p s   o r   F o l d e r s 
 
 5 0 1 4 = M o v e   a p p s   o r   f o l d e r s   f r o m   o n e   d r i v e   t o   a n o t h e r   t o   f r e e   u p   s p a c e . 
 
 5 0 1 5 = P l e a s e   a d d   t h e   f o l d e r s   y o u   w a n t   t o   m o v e   a n d   t h e   o r i g i n a l   p a t h   w i l l   s t i l l   b e   a c c e s s i b l e   a f t e r   m o v i n g . 
 
 5 0 1 6 = M o v e   f o l d e r s   t o 
 
 5 0 1 7 = P a r t i t i o n 
 
 5 0 1 8 = F o l d e r 
 
 5 0 1 9 = A d d   F o l d e r 
 
 5 0 2 0 = T h e   " % s "   h a s   a l r e a d y   b e e n   m o v e d .   \ n P l e a s e   s e l e c t   a n o t h e r   f o l d e r . 
 
 5 0 2 1 = T h e   o r i g i n a l   p a t h   o f   " % s "   c a n n o t   b e   f o u n d .   D o   y o u   w a n t   t o   f i x   i t ? 
 
 5 0 2 2 = E r r o r   c o d e : % d \ n F a i l e d   t o   f i x   t h e   o r i g i n a l   p a t h   o f   " % s " .   P l e a s e   t r y   a g a i n   l a t e r .   I f   t h e   p r o b l e m   p e r s i s t s ,   p l e a s e   c o n t a c t   s u p p o r t @ a o m e i t e c h . c o m   f o r   h e l p . 
 
 5 0 2 3 = M o v e   a p p l i c a t i o n s   a n d   t h e i r   i n s t a l l a t i o n   d i r e c t o r i e s 
 
 5 0 2 4 = M a n u a l l y   s e l e c t   f o l d e r s   y o u   w a n t   t o   m o v e 
 
 5 0 2 5 = F o r   e x a m p l e ,   a p p l i c a t i o n s   r e l a t e d   C a c h e   a n d   D o w n l o a d s   f o l d e r s ,   o r   l a r g e   a u d i o   a n d   v i d e o   f o l d e r s . 
 
 5 0 2 6 = E r r o r   c o d e :   % d \ n F a i l e d   t o   f i x   t h e   t a r g e t   p a t h   o f   " % s " .   P l e a s e   t r y   a g a i n   l a t e r .   I f   t h e   p r o b l e m   p e r s i s t s ,   p l e a s e   c o n t a c t   s u p p o r t @ a o m e i t e c h . c o m   f o r   h e l p . 
 
 5 0 2 7 = % s   h a s   n o t   e n o u g h   s p a c e   t o   c o m p l e t e   t h i s   o p e r a t i o n . \ n P l e a s e   f r e e   u p   s o m e   s p a c e   a n d   t r y   a g a i n . 
 
 5 0 2 8 = T h e r e   a r e   p e n d i n g   o p e r a t i o n s .   D o   y o u   w a n t   t o   a p p l y   a n d   e x e c u t e   t h e s e   o p e r a t i o n s   b e f o r e   r u n n i n g   A p p   M o v e r ? 
 
 5 0 2 9 = M o v e   A p p s 
 
 
 
 5 1 0 0 = h t t p s : / / w w w . d i s k p a r t . c o m / h e l p / d i s k - s p e e d - t e s t . h t m l 
 
 5 1 0 1 = C o p y   t o   c l i p b o a r d 
 
 5 1 0 2 = E x p o r t   t o   t e x t 
 
 5 1 0 3 = E x p o r t   t o   s c r e e n s h o t 
 
 5 1 0 4 = S t o p 
 
 5 1 0 5 = S p e e d 
 
 5 1 0 6 = M a x i m u m 
 
 5 1 0 7 = A v e r a g e 
 
 5 1 0 8 = S i z e 
 
 5 1 0 9 = T e s t s   N u m b e r 
 
 5 1 1 0 = D u r a t i o n   ( s ) 
 
 5 1 1 1 = T e s t   M o d e 
 
 5 1 1 2 = R a n d o m 
 
 5 1 1 3 = S e q u e n t i a l 
 
 5 1 1 4 = B l o c k   S i z e 
 
 5 1 1 5 = Q u e u e s 
 
 5 1 1 6 = T h r e a d s 
 
 5 1 1 7 = R e a d   ( M B / s ) 
 
 5 1 1 8 = W r i t e   ( M B / s ) 
 
 5 1 1 9 = D i s k   S p e e d   T e s t 
 
 5 1 2 0 = R e a d y   t o   t e s t   r a n d o m   r e a d . . . 
 
 5 1 2 1 = R e a d y   t o   t e s t   s e q u e n t i a l   r e a d . . . 
 
 5 1 2 2 = R e a d y   t o   t e s t   r a n d o m   w r i t e . . . 
 
 5 1 2 3 = R e a d y   t o   t e s t   s e q u e n t i a l   w r i t e . . . 
 
 5 1 2 4 = T e s t i n g   r a n d o m   r e a d   ( % d / % d ) 
 
 5 1 2 5 = T e s t i n g   s e q u e n t i a l   r e a d   ( % d / % d ) 
 
 5 1 2 6 = T e s t i n g   r a n d o m   w r i t e ( % d / % d ) 
 
 5 1 2 7 = T e s t i n g   s e q u e n t i a l   w r i t e   ( % d / % d ) 
 
 5 1 2 8 = W a i t i n g . . .   ( % d / 3 ) 
 
 5 1 2 9 = S t a r t 
 
 5 1 3 0 = G e n e r a t i n g   t h e   t e s t   f i l e . . . 
 
 5 1 3 1 = D i s k   s p e e d   t e s t   i s   r u n n i n g .   A r e   y o u   s u r e   y o u   w a n t   t o   s t o p   t h e   d i s k   s p e e d   t e s t   a n d   t u r n   i t   o f f ? 
 
 5 1 3 2 = F r e e   s p a c e   o n   t h e   s e l e c t e d   p a r t i t i o n   i s   l e s s   t h a n   % s .   P l e a s e   f r e e   u p   s o m e   s p a c e   a n d   t r y   a g a i n . 
 
 5 1 3 3 = T h e   p a r t i t i o n   i s   f r a g m e n t e d .   D e f r a g m e n t i n g   w i l l   i m p r o v e   t h e   s y s t e m   p e r f o r m a n c e .   A r e   y o u   s u r e   y o u   w a n t   t o   p e r f o r m   " D i s k   D e f r a g " ? 
 
 5 1 3 4 = T h e   s e l e c t e d   p a r t i t i o n   i s   n o t   4 K   a l i g n m e n t .   A l i g n m e n t   w i l l   i m p r o v e   t h e   r e a d / w r i t e   s p e e d .   A r e   y o u   s u r e   y o u   w a n t   t o   p e r f o r m   " P a r t i t i o n   A l i g n m e n t " ? 
 
 5 1 3 5 = P a r t i t i o n 
 
 5 1 3 6 = S i m p l e   M o d e 
 
 5 1 3 7 = P r o   M o d e 
 
 5 1 3 8 = E x p o r t 
 
 5 1 3 9 = I f   a   m o r e   c o m p r e h e n s i v e   t e s t   i s   r e q u i r e d .   P l e a s e   s w i t c h   t o   t h e   " P r o   M o d e " . 
 
 5 1 4 0 = T i m e 
 
 5 1 4 1 = D i s k   S p e e d   T e s t   i s   n o t   s u p p o r t e d   o n   p a r t i t i o n   " % s " .   P l e a s e   s e l e c t   a n o t h e r   p a r t i t i o n . 
 
 5 1 4 2 = B i t L o c k e r   i s   e n a b l e d   o n   t h e   p a r t i t i o n .   P l e a s e   d i s a b l e   i t   a n d   t r y   a g a i n . 
 
 5 1 4 3 = U n a b l e   t o   f i n d   t h e   p a r t i t i o n .   I t   m a y   b e   t h a t   i t   i s   m i s s i n g   o r   h a s   b e e n   r e m o v e d .   \ n D o   y o u   w a n t   t o   r e f r e s h   t h e   p a r t i t i o n   l i s t ? 
 
 5 1 4 4 = A O M E I   P a r t i t i o n   A s s i s t a n t   D i s k   S p e e d   T e s t 
 
 5 1 4 5 = P l e a s e   d o n ' t   r e m o v e   t h e   p o r t a b l e   d e v i c e   d u r i n g   s p e e d   t e s t ,   o r   i t   m a y   c a u s e   a b n o r m a l   t e s t i n g   r e s u l t . 
 
 5 1 4 6 = T h i s   p a r t i t i o n   i s   F A T 3 2   w h i c h   c a n n o t   s t o r e   f i l e s   l a r g e r   t h a n   4 G B .   
 
 5 1 4 7 = T h e   F A T 3 2   p a r t i t i o n   c a n n o t   s t o r e   " % s "   b e c a u s e   i t   i s   l a r g e r   t h a n   4 G B . 
 
 
 
 5 2 0 0 = W e ' r e   s o r r y   t o   s e e   y o u   g o . 
 
 5 2 0 1 = < f o n t   c o l o r = " # B 8 B 8 B 8 " > H a v e   y o u   e n c o u n t e r e d   a n y   p r o b l e m s ?   < f o n t   c o l o r = " # 0 0 0 0 c 0 " > < a   h r e f = " h t t p s : / / w w w . d i s k p a r t . c o m / s u p p o r t . h t m l " > T e c h n i c a l   S u p p o r t < / a > < / f o n t > < / f o n t > . 
 
 5 2 0 2 = * R e a s o n s   f o r   C a n c e l i n g   S u b s c r i p t i o n 
 
 5 2 0 3 = I t ' s   t o o   e x p e n s i v e . 
 
 5 2 0 4 = I t ' s   t o o   c o m p l i c a t e d   t o   u s e . 
 
 5 2 0 5 = T h e   f u n c t i o n s   c a n n o t   m e e t   m y   n e e d s . 
 
 5 2 0 6 = O p e r a t i o n   f a i l u r e   o r   o t h e r   p r o b l e m s   c a u s e d   b y   t h e   p r o d u c t . 
 
 5 2 0 7 = U n p l e a s a n t   i n t e r f a c e . 
 
 5 2 0 8 = I ' v e   c h o s e n   a n o t h e r   p r o d u c t . 
 
 5 2 0 9 = O t h e r   r e a s o n s .   ( P l e a s e   d e s c r i b e . . . ) 
 
 5 2 1 0 = D e t a i l s 
 
 5 2 1 1 = E m a i l   A d d r e s s 
 
 5 2 1 2 = C o n t i n u e 
 
 5 2 1 3 = C a n c e l   S u b s c r i p t i o n 
 
 5 2 1 4 = C a n c e l 
 
 5 2 1 5 = P l e a s e   c o p y   t h e   " M a c h i n e   C o d e "   b e l o w   a n d   t h e   " L i c e n s e   C o d e "   y o u   r e c e i v e d   w h e n   p u r c h a s i n g   t h e   p r o g r a m   t o   g e n e r a t e   a n   o f f l i n e   k e y   v i a   t h e   l i n k   b e l o w   t o   a c t i v a t e   t h i s   s o f t w a r e .     
 
 5 2 1 6 = h t t p s : / / w w w . a o m e i t e c h . c o m / g e t - o f f l i n e - k e y . h t m l ? p = p a 
 
 5 2 1 7 = M a c h i n e   C o d e 
 
 5 2 1 8 = C o p y 
 
 5 2 1 9 = O f f l i n e   K e y 
 
 5 2 2 0 = R e g i s t e r 
 
 5 2 2 1 = B u y   N o w 
 
 5 2 2 2 = O f f l i n e   R e g i s t e r 
 
 5 2 2 3 = 
 
 5 2 2 4 = 
 
 5 2 2 5 = R e g i s t r a t i o n   F a i l e d . 
 
 5 2 2 6 = O n l i n e   r e g i s t r a t i o n   i s   n o t   a v a i l a b l e   d u e   t o   a b n o r m a l   n e t w o r k .   P l e a s e   c l o s e   t h i s   w i n d o w   a n d   c l i c k   " R e g i s t e r "   t o   t r y   o f f l i n e   r e g i s t e r . 
 
 5 2 2 7 = R e g i s t e r 
 
 5 2 2 8 = U p d a t e   L i c e n s e 
 
 
 
 5 2 3 0 = < f o n t   c o l o r = " # E D 2 1 4 2 " > Y o u r   l i c e n s e   c o d e   w i l l   e x p i r e   i n   % d   d a y s .   < u > < f o n t   c o l o r = " # 0 0 0 0 c 0 " > < a   h r e f = " h t t p s : / / w w w . d i s k p a r t . c o m / c a m p a i g n / u p g r a d e . h t m l " > B u y   a   N e w   L i c e n s e   C o d e < / a > < / f o n t > < / u > < / f o n t > 
 
 5 2 3 1 = < f o n t   c o l o r = " # E D 2 1 4 2 " > Y o u r   l i c e n s e   c o d e   h a s   e x p i r e d .   < u > < f o n t   c o l o r = " # 0 0 0 0 c 0 " > < a   h r e f = " h t t p s : / / w w w . d i s k p a r t . c o m / c a m p a i g n / u p g r a d e . h t m l " > B u y   a   N e w   L i c e n s e   C o d e < / a > < / f o n t > < / u > < / f o n t > 
 
 5 2 3 2 = < f o n t   c o l o r = " # E D 2 1 4 2 " > Y o u r   s u b s c r i p t i o n   w i l l   e x p i r e   i n   % d   d a y s .   < u > < f o n t   c o l o r = " # 0 0 0 0 c 0 " > < a   h r e f = " h t t p s : / / w w w . d i s k p a r t . c o m / c a m p a i g n / u p g r a d e . h t m l " > R e a c t i v a t e   N o w < / a > < / f o n t > < / u > < / f o n t > 
 
 5 2 3 3 = < f o n t   c o l o r = " # E D 2 1 4 2 " > Y o u r   s u b s c r i p t i o n   h a s   e x p i r e d .   < u > < f o n t   c o l o r = " # 0 0 0 0 c 0 " > < a   h r e f = " h t t p s : / / w w w . d i s k p a r t . c o m / c a m p a i g n / u p g r a d e . h t m l " > U p g r a d e   t o   l i f e t i m e   l i c e n s e   a t   a   b i g   d i s c o u n t < / a > < / f o n t > < / u > < / f o n t > . 
 
 5 2 3 4 = < f o n t   c o l o r = " # E D 2 1 4 2 " > Y o u r   s u b s c r i p t i o n   w i l l   e x p i r e   i n   % d   d a y s .   < u > < f o n t   c o l o r = " # 0 0 0 0 c 0 " > < a   h r e f = " h t t p s : / / w w w . d i s k p a r t . c o m / c a m p a i g n / u p g r a d e . h t m l " > R e a c t i v a t e   N o w < / a > < / f o n t > < / u > < / f o n t > 
 
 5 2 3 5 = < f o n t   c o l o r = " # E D 2 1 4 2 " > Y o u r   s u b s c r i p t i o n   h a s   e x p i r e d .   < u > < f o n t   c o l o r = " # 0 0 0 0 c 0 " > < a   h r e f = " h t t p s : / / w w w . d i s k p a r t . c o m / c a m p a i g n / u p g r a d e . h t m l " > U p g r a d e   t o   l i f e t i m e   l i c e n s e   a t   a   b i g   d i s c o u n t < / a > < / f o n t > < / u > < / f o n t > . 
 
 5 2 3 6 = Y o u r   s u b s c r i p t i o n   h a s   e x p i r e d . 
 
 5 2 3 7 = L i f e t i m e   U p g r a d e s 
 
 5 2 3 8 = C u r r e n t   L i c e n s e 
 
 5 2 3 9 = L i m i t e d - T i m e   L i c e n s e 
 
 5 2 4 0 = Y e a r l y   S u b s c r i p t i o n 
 
 5 2 4 1 = M o n t h l y   S u b s c r i p t i o n 
 
 5 2 4 2 = Y o u r   l i c e n s e   c o d e   h a s   e x p i r e d . 
 
 5 2 4 3 = V a l i d   t o   % 0 4 d / % 0 2 d / % 0 2 d 
 
 5 2 4 4 = N o t e 
 
 5 2 4 5 = I f   y o u   h a v e   r e a c t i v a t e d   s u c c e s s f u l l y ,   p l e a s e   r e s t a r t   t h e   s o f t w a r e   t o   c h e c k   y o u r   s u b s c r i p t i o n   i n f o r m a t i o n . 
 
 5 2 4 6 = Y o u r   l i c e n s e   c o d e   h a s   e x p i r e d .   P l e a s e   b u y   a   n e w   l i c e n s e   c o d e   t o   r e g i s t e r .   I f   y o u   h a v e   a n y   q u e s t i o n s ,   p l e a s e   c o n t a c t   s u p p o r t @ a o m e i t e c h . c o m   f o r   h e l p . 
 
 5 2 4 7 = B u y   N o w 
 
 5 2 4 8 = Y o u r   l i c e n s e   c o d e   h a s   e x p i r e d .   P l e a s e   b u y   a   n e w   l i c e n s e   c o d e   t o   r e g i s t e r .   I f   y o u   h a v e   a n y   q u e s t i o n s ,   p l e a s e   c o n t a c t   s u p p o r t @ a o m e i t e c h . c o m   f o r   h e l p . 
 
 5 2 4 9 = R e g i s t e r 
 
 5 2 5 0 = 
 
 5 2 5 1 = h t t p s : / / w w w . d i s k p a r t . c o m / c a m p a i g n / u p g r a d e . h t m l 
 
 5 2 5 2 = h t t p s : / / w w w . d i s k p a r t . c o m / p u r c h a s e . h t m l 
 
 5 2 5 3 = L i c e n s e   U p d a t e d   S u c c e s s f u l l y . 
 
 5 2 5 4 = R e a c t i v a t e   S u b s c r i p t i o n 
 
 5 2 5 5 = 
 
 5 2 5 6 = U p g r a d e   t o   L i f e t i m e   V e r s i o n 
 
 5 2 5 7 = Y o u r   l i c e n s e   c o d e   h a s   e x p i r e d .   P l e a s e   b u y   a   n e w   l i c e n s e   c o d e   t o   r e g i s t e r .   I f   y o u   h a v e   a n y   q u e s t i o n s ,   p l e a s e   c o n t a c t   s u p p o r t @ a o m e i t e c h . c o m   f o r   h e l p . 
 
 5 2 5 8 = Y o u r   l i c e n s e   c o d e   h a s   e x p i r e d .   P l e a s e   m a k e   s u r e   t h e   l i c e n s e   c o d e   y o u   e n t e r e d   i s   c o r r e c t   o r   b u y   a   n e w   l i c e n s e   c o d e   t o   r e g i s t e r .   I f   y o u   h a v e   a n y   q u e s t i o n s ,   p l e a s e   c o n t a c t   s u p p o r t @ a o m e i t e c h . c o m   f o r   h e l p . 
 
 5 2 5 9 = B u y   N o w 
 
 5 2 6 0 = U p g r a d e   N o w 
 
 5 2 6 1 = Y o u r   s u b s c r i p t i o n   h a s   e x p i r e d . 
 
 5 2 6 2 = 
 
 5 2 6 3 = N e x t   B i l l i n g   D a t e % 0 4 d / % 0 2 d / % 0 2 d 
 
 5 2 6 4 = h t t p s : / / s n . a o m e i s o f t w a r e . c o m / a p i / v 1 / u n s u b s c r i p t i o n - f e e d b a c k 
 
 5 2 6 5 = O n l i n e   r e g i s t r a t i o n   i s   n o t   a v a i l a b l e   d u e   t o   a b n o r m a l   n e t w o r k .   D o   y o u   w a n t   t o   t r y   o f f l i n e   r e g i s t r a t i o n ? 
 
 
 
 5 3 0 0 = P C   C l e a n e r 
 
 5 3 0 1 = E f f i c i e n t l y   c l e a n   u p   j u n k   f i l e s   f r o m   c o m p u t e r 
 
 5 3 0 2 = S t a r t   S c a n 
 
 5 3 0 3 = R e m o v e   j u n k   f i l e s   n o w   t o   f r e e   u p   d i s k   s p a c e . 
 
 5 3 0 4 = A p p r o x i m a t e   % s   d i s k   s p a c e   y o u   c a n   f r e e   u p 
 
 5 3 0 5 = S y s t e m   J u n k   F i l e s 
 
 5 3 0 6 = R e g i s t r y   J u n k   F i l e s 
 
 5 3 0 7 = R e m o v e   t e m p o r a r y   f i l e s ,   l o g   f i l e s ,   i n v a l i d   s h o r t c u t s ,   a n d   s o   o n . 
 
 5 3 0 8 = R e m o v e   i n v a l i d   W i n d o w s   R e g i s t r y   e n t r i e s . 
 
 5 3 0 9 = S c a n n i n g . . . 
 
 5 3 1 0 = A l l   j u n k   f i l e s   w i l l   b e   l i s t e d   b e l o w   o n c e   t h e   s c a n   f i n i s h e d ,   p l e a s e   w a i t . . . 
 
 5 3 1 1 = C a n c e l   S c a n 
 
 5 3 1 2 = % s   j u n k   f i l e s   f o u n d 
 
 5 3 1 3 = S c a n n i n g 
 
 5 3 1 4 = N o t e 
 
 5 3 1 5 = A r e   y o u   s u r e   y o u   w a n t   t o   c a n c e l   s c a n ? 
 
 5 3 1 6 = % s   j u n k   f i l e s   f o u n d ,   % s   s e l e c t e d 
 
 5 3 1 7 =   % I 6 4 d   r e g i s t r y   i t e m s   f o u n d ,   % I 6 4 d   s e l e c t e d 
 
 5 3 1 8 = S e l e c t   a l l 
 
 5 3 1 9 = D e s e l e c t   a l l 
 
 5 3 2 0 = D e f a u l t   s e l e c t i o n 
 
 5 3 2 1 = % d   r e g i s t r y   i t e m s   s e l e c t e d 
 
 5 3 2 2 = R e s c a n 
 
 5 3 2 3 = C l e a n   A l l 
 
 5 3 2 4 = S y s t e m   J u n k   F i l e s 
 
 5 3 2 5 = D e t a i l s 
 
 5 3 2 6 = % s   j u n k   f i l e s   f o u n d ,   % s   s e l e c t e d . 
 
 5 3 2 7 = % s   i n   t o t a l ,   % s   s e l e c t e d 
 
 5 3 2 8 = R e c y c l e   B i n 
 
 5 3 2 9 = F i l e s   i n   R e c y c l e   B i n 
 
 5 3 3 0 = % s   i n   t o t a l ,   o p t i o n a l   c l e a n u p 
 
 5 3 3 1 = T e m p o r a r y   F i l e s 
 
 5 3 3 2 = V i e w   A l l > > 
 
 5 3 3 3 = W i n d o w s   J u m p   L i s t s 
 
 5 3 3 4 = % s   i n   t o t a l ,   r e c o m m e n d e d   c l e a n u p 
 
 5 3 3 5 = L o g   F i l e s 
 
 5 3 3 6 = I I S   L o g   F i l e s 
 
 5 3 3 7 = W i n d o w s   E r r o r   R e p o r t s 
 
 5 3 3 8 = W i n d o w s   E v e n t   L o g s 
 
 5 3 3 9 = T r a c e s   o f   S y s t e m   A c t i v i t y 
 
 5 3 4 0 = R e m o t e   D e s k t o p   C o n n e c t i o n   C a c h e 
 
 5 3 4 1 = W i n d o w s   W i n S x S   B a c k u p   C a c h e 
 
 5 3 4 2 = W i n d o w s   I c o n   C a c h e 
 
 5 3 4 3 = W i n d o w s   F o n t   C a c h e 
 
 5 3 4 4 = T h u m b n a i l   C a c h e 
 
 5 3 4 5 = W i n d o w s   C r y p t o A P I   C e r t i f i c a t e   C a c h e 
 
 5 3 4 6 = M e m o r y   D u m p s 
 
 5 3 4 7 = W i n d o w s   D e f e n d e r   U p d a t e s   B a c k u p   C a c h e 
 
 5 3 4 8 = W i n d o w s   D e f e n d e r   S c a n   H i s t o r y 
 
 5 3 4 9 = W i n d o w s   P r e f e t c h   F i l e s 
 
 5 3 5 0 = I n v a l i d   S h o r t c u t s 
 
 5 3 5 1 = % d   i t e m s 
 
 5 3 5 2 = D L L   R e g i s t r y 
 
 5 3 5 3 = A c t i v e X / C O M   I s s u e s 
 
 5 3 5 4 = R e d u n d a n t   D L L   F i l e s 
 
 5 3 5 5 = % d   i t e m s   i n   t o t a l ,   o p t i o n a l   c l e a n u p 
 
 5 3 5 6 = % d   i t e m s   i n   t o t a l ,   r e c o m m e n d e d   c l e a n u p 
 
 5 3 5 7 = S y s t e m   R e g i s t r y 
 
 5 3 5 8 = R u n   H i s t o r y   o n   S t a r t   M e n u 
 
 5 3 5 9 = W i n d o w s   D e f e n d e r   H i s t o r y 
 
 5 3 6 0 = I n v a l i d   o r   E m p t y   F i l e   C l a s s 
 
 5 3 6 1 = U n u s e d   F i l e   E x t e n s i o n s 
 
 5 3 6 2 = M i s s i n g   M U I 
 
 5 3 6 3 = W i n d o w s   C o n s o l e   H i s t o r y 
 
 5 3 6 4 = R u n   D i a l o g   B o x   H i s t o r y 
 
 5 3 6 5 = W i n d o w   P o s i t i o n   a n d   S i z e   H i s t o r y 
 
 5 3 6 6 = R e c e n t   I t e m s   o n   S t a r t   M e n u 
 
 5 3 6 7 = N o t i f i c a t i o n   A r e a   I c o n   H i s t o r y 
 
 5 3 6 8 = F i l e   E x p l o r e r   S e a r c h   H i s t o r y 
 
 5 3 6 9 = N e t w o r k   D r i v e   M a p p i n g   H i s t o r y 
 
 5 3 7 0 = P a i n t   H i s t o r y 
 
 5 3 7 1 = L a s t - M o d i f i e d   R e c o r d   o n   R e g i s t r y   K e y s 
 
 5 3 7 2 = P r o g r a m   R e g i s t r y 
 
 5 3 7 3 = I c o n   I s s u e s 
 
 5 3 7 4 = A p p l i c a t i o n   O p e n i n g   I s s u e s 
 
 5 3 7 5 = A p p l i c a t i o n   P a t h   I s s u e s 
 
 5 3 7 6 = I n s t a l l e r   R e f e r e n c e   I s s u e s 
 
 5 3 7 7 = S o f t w a r e   E r r o r s 
 
 5 3 7 8 = I n v a l i d   F i r e w a l l 
 
 5 3 7 9 = C l e a n i n g . . . 
 
 5 3 8 0 = C l e a n i n g 
 
 5 3 8 1 = % d   r e g i s t r y   i t e m s   s e l e c t e d 
 
 5 3 8 2 = % s   j u n k   f i l e s   h a v e   b e e n   r e m o v e d 
 
 5 3 8 3 = C a n c e l 
 
 5 3 8 4 = C l e a n u p   c o m p l e t e d .   % s   r e m o v e d . 
 
 5 3 8 5 = % d   r e g i s t r y   i t e m s   r e m o v e d 
 
 5 3 8 6 = % s   r e m o v e d ,   % s   r e m o v e d   i n   t o t a l . 
 
 5 3 8 7 = B a c k 
 
 5 3 8 8 = C l e a n e d   f i l e s   c a n n o t   b e   r e c o v e r e d 
 
 5 3 8 9 = P l e a s e   c l e a n   u p   y o u r   c o m p u t e r   r e g u l a r l y . 
 
 5 3 9 0 = I n s u f f i c i e n t   s p a c e   o n   C   d r i v e ?   Y o u   c a n   a l s o   u s e   < f o n t   c o l o r = " # 0 0 0 0 c 0 " > < a   h r e f = " 1 " > " A p p   M o v e r " < / a > < / f o n t >   t o   f r e e   u p   m o r e   d i s k   s p a c e . 
 
 5 3 9 1 = A r e   y o u   s u r e   y o u   w a n t   t o   s t o p   s c a n n i n g   a n d   e x i t ? 
 
 5 3 9 2 = A r e   y o u   s u r e   y o u   w a n t   t o   e x i t ? 
 
 5 3 9 3 = A r e   y o u   s u r e   y o u   w a n t   t o   c a n c e l   t h e   c l e a n u p ? 
 
 5 3 9 4 = h t t p s : / / w w w . d i s k p a r t . c o m / h e l p / p c - c l e a n e r . h t m l 
 
 5 3 9 5 = S e l e c t   a l l 
 
 5 3 9 6 = D e s e l e c t   a l l 
 
 5 3 9 7 = R e s t o r e   d e f a u l t   s e l e c t i o n 
 
 5 3 9 8 = N e t w o r k   D a t a   U s a g e 
 
 
 
 5 4 0 0 = D e l e t e   L a r g e   F i l e s 
 
 5 4 0 1 = F i n d   a n d   D e l e t e   L a r g e   F i l e s 
 
 5 4 0 2 = Q u i c k l y   f i n d   a n d   d e l e t e   l a r g e   f i l e s   b y   t y p e 
 
 5 4 0 3 = S t a r t   S c a n 
 
 5 4 0 4 = h t t p s : / / w w w . d i s k p a r t . c o m / h e l p / d e l e t e - l a r g e - f i l e s . h t m l 
 
 5 4 0 5 = P l e a s e   s e l e c t   f o l d e r s   o r   d i s k s   t o   s c a n : 
 
 5 4 0 6 = D i s k   % d 
 
 5 4 0 7 = % s   f r e e   o f   % s 
 
 5 4 0 8 = 
 
 5 4 0 9 = F o l d e r s 
 
 5 4 1 0 = D e s k t o p 
 
 5 4 1 1 = D o c u m e n t s 
 
 5 4 1 2 = D o w n l o a d s 
 
 5 4 1 3 = P l e a s e   s e l e c t   a t   l e a s t   o n e   f o l d e r   o r   p a r t i t i o n   t o   s c a n . 
 
 5 4 1 4 = S c a n n i n g . . . 
 
 5 4 1 5 = A l l   l a r g e   f i l e s   w i l l   b e   l i s t e d   b e l o w   o n c e   t h e   s c a n   f i n i s h e d ,   p l e a s e   w a i t . . . 
 
 5 4 1 6 = C a n c e l   S c a n 
 
 5 4 1 7 = F i l e ( s )   s c a n n e d :   % d . . . 
 
 5 4 1 8 = S c a n n i n g   % s 
 
 5 4 1 9 = A r e   y o u   s u r e   y o u   w a n t   t o   c a n c e l   t h e   s c a n ? 
 
 5 4 2 0 = % d   l a r g e   f i l e s   f o u n d ,   t o t a l   % s 
 
 5 4 2 1 = P l e a s e   c a r e f u l l y   d e l e t e   l a r g e   f i l e s .   T h e   d e l e t e d   f i l e s   c a n n o t   b e   r e c o v e r e d . 
 
 5 4 2 2 = B a c k 
 
 5 4 2 3 = D e l e t e 
 
 5 4 2 4 = A l l 
 
 5 4 2 5 = L o c a t i o n 
 
 5 4 2 6 = S i z e 
 
 5 4 2 7 = L a s t   A c c e s s e d 
 
 5 4 2 8 = P i c t u r e 
 
 5 4 2 9 = V i d e o 
 
 5 4 3 0 = M u s i c 
 
 5 4 3 1 = Z i p   F i l e 
 
 5 4 3 2 = I S O   F i l e 
 
 5 4 3 3 = O t h e r s 
 
 5 4 3 4 = P l e a s e   s e l e c t   a t   l e a s t   o n e   f i l e   a n d   t r y   a g a i n . 
 
 5 4 3 5 = D e l e t e   N o w 
 
 5 4 3 6 = C a n c e l 
 
 5 4 3 7 = % d   f i l e s   s e l e c t e d ,   t o t a l   % s 
 
 5 4 3 8 = N o t e 
 
 5 4 3 9 = D e l e t i n g . . . 
 
 5 4 4 0 = D e l e t i o n   i s   i n   p r o g r e s s ,   p l e a s e   w a i t . . . 
 
 5 4 4 1 = C a n c e l 
 
 5 4 4 2 = T h e   f o l l o w i n g   f i l e s   c a n n o t   b e   d e l e t e d .   P l e a s e   c h a n g e   t h e   p e r m i s s i o n s   o r   c l o s e   t h e   a p p l i c a t i o n   t h a t   i s   c u r r e n t l y   u s i n g   t h e s e   f i l e s   b e f o r e   y o u   t r y   a g a i n . 
 
 5 4 4 3 = C o m p l e t e d !   % s   d e l e t e d . 
 
 5 4 4 4 = % d   l a r g e   f i l e s   d e l e t e d . 
 
 5 4 4 5 = C l i c k   " B a c k "   t o   s c a n   o t h e r   p a r t i t i o n s   a n d   f o l d e r s .     
 
 5 4 4 6 = W e l l   d o n e !   T h e r e   i s   n o   l a r g e   f i l e   o n   y o u r   c o m p u t e r . 
 
 5 4 4 7 = A r e   y o u   s u r e   y o u   w a n t   t o   c a n c e l   t h e   d e l e t i o n .   T h e   d e l e t e d   f i l e s   c a n n o t   b e   r e c o v e r e d . 
 
 5 4 4 8 = N o   l a r g e   f i l e s   f o u n d . 
 
 5 4 4 9 = P l e a s e   d e l e t e   r e d u n d a n t   f i l e s   r e g u l a r l y   t o   f r e e   u p   m o r e   s p a c e . 
 
 5 4 5 0 = C a n c e l e d .   % s   d e l e t e d .   
 
 5 4 5 1 = T h e   d e l e t e d   f i l e s   c a n n o t   b e   r e c o v e r e d . 
 
 5 4 5 2 = A r e   y o u   s u r e   y o u   w a n t   t o   e x i t ? 
 
 5 4 5 3 = C o n f i r m 
 
 5 4 5 4 = O p t i o n a l 
 
 5 4 5 5 = I n s u f f i c i e n t   s p a c e ?   Y o u   c a n   u s e   < f o n t   c o l o r = " # 0 0 0 0 c 0 " > < a   h r e f = " 1 " > " A p p   M o v e r " < / a > < / f o n t >   t o   f r e e   u p   s p a c e . 
 
 5 4 5 6 = F r e e   U p   S p a c e 
 
 5 4 5 7 = M o r e   t o o l s   t o   f r e e   u p   s p a c e : 
 
 5 4 5 8 = A p p   M o v e r 
 
 5 4 5 9 = M o v e   a p p s   a n d   f o l d e r s 
 
 5 4 6 0 = D e l e t e   L a r g e   F i l e s 
 
 5 4 6 1 = F i n d   a n d   d e l e t e   l a r g e   f i l e s 
 
 5 4 6 2 = T h e   f i l e   y o u   s e l e c t e d   h a s   b e e n   d e l e t e d   o r   m o v e d   t o   a n o t h e r   l o c a t i o n   o r   i t s   d i s k   h a s   b e e n   r e m o v e d .   \ n I f   y o u   s t i l l   n e e d   t o   d e l e t e   t h e   f i l e ,   p l e a s e   v e r i f y   i t s   l o c a t i o n   a n d   t r y   a g a i n . 
 
 
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 5 5 0 0 = T u r n   o f f   B i t l o c k e r 
 
 5 5 0 1 = F a i l e d   t o   t u r n   o f f   B i t L o c k e r ,   p l e a s e   t u r n   i t   o f f   m a n u a l l y   o n   t h e   C o n t r o l   P a n e l   a n d   t r y   a g a i n . 
 
 5 5 0 2 = T h e   s e l e c t e d   p a r t i t i o n   h a s   e n a b l e d   B i t L o c k e r   e n c r y p t i o n .   T h e   p r o g r a m   n e e d s   t o   t u r n   o f f   t h e   B i t L o c k e r   e n c r y p t i o n   t o   p e r f o r m   R e s i z e / M o v e .   \ n   A r e   y o u   s u r e   t o   t u r n   o f f   B i t L o c k e r   a n d   c o n t i n u e ? 
 
 5 5 0 3 = P l e a s e   f i r s t   c l i c k   A p p l y   o n   t h e   t o o l b a r   t o   c o m m i t   t h e   p r e v i o u s   p e n d i n g   o p e r a t i o n s . 
 
 5 5 0 4 = P a r t i t i o n   i n f o r m a t i o n   u p d a t e   f a i l e d .   P l e a s e   r e f r e s h   t h e   d i s k   o r   m a n u a l l y   t u r n   o f f   B i t L o c k e r   o f   t h i s   p a r t i t i o n   o n   C o n t r o l   P a n e l   a n d   t r y   a g a i n . 
 
 5 5 0 5 = R e s i z e / M o v e   P a r t i t i o n   d o e s n  t   s u p p o r t   % s   p a r t i t i o n .   T h e   p r o g r a m   s u p p o r t s   t o   r e s i z e / m o v e   N T F S / F A T 3 2   f i l e   s y s t e m   o n l y ,   p l e a s e   c h o o s e   o t h e r   p a r t i t i o n   a n d   t r y   a g a i n . 
 
 5 5 0 6 = P l e a s e   f i r s t   c l i c k   A p p l y   o n   t h e   t o o l b a r   t o   c o m m i t   t h e   p r e v i o u s   p e n d i n g   o p e r a t i o n s . 
 
 
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 5 5 5 0 = T h e   p r o g r a m   d e t e c t s   t h a t   t h e   d i s k   c o n f i g u r a t i o n   o f   t h e   c u r r e n t   W i n P E   i s   d i f f e r e n t   f r o m   t h a t   o f   W i n d o w s   e n v i r o n m e n t .   I t   m a y   b e   c a u s e d   b y   d i s k   s e r i a l   n u m b e r   c h a n g e s   o r   t h e   p r e s e n c e   o f   h a r d w a r e   R A I D .   T h e   p r o g r a m   w i l l   r e s t a r t   t h e   s y s t e m   a n d   b a c k   t o     W i n d o w s   d e s k t o p   i n   3   m i n u t e s .   Y o u   c a n   c l i c k    C o n t i n u e    t o   s t a y   i n   W i n P E   t o   r e c r e a t e   a n d   p e r f o r m   t h e   p r e v i o u s   o p e r a t i o n ,   o r   c l i c k    C a n c e l    t o   r e b o o t   t h e   s y s t e m   a n d   r e t u r n   t o   W i n d o w s   d e s k t o p . 
 
 