F o n t N a m e = 
 
 F o n t S i z e = 
 
 0 0 0 1 = T o   ( % c : )   t r  n     c n g   % d 
 
 0 0 0 2 = H   t h n g 
 
 0 0 0 3 = S a o   c h  p 
 
 0 0 0 4 = S a o   c h  p   c a   % c 
 
 0 0 0 5 = D i   c h u y n   H   i u   h  n h   t i     c n g   % d 
 
 0 0 0 6 = S a o   c h  p   ( % c : )   t i     c n g   % d 
 
 0 0 0 7 = S a o   c h  p     c n g   % d   t i     c n g   % d 
 
 0 0 0 8 = X  a   ( % c : )   t r o n g     c n g   % d 
 
 0 0 0 9 = n h   d n g   ( % c : )   a s   % s 
 
 0 0 1 0 = t   t  n   ( % c : )   t i   % s 
 
 0 0 1 1 = i   k    t   ( % c : )   t i   ( % c : ) 
 
 0 0 1 2 = n   P h  n   v  n g   % s ( % c : ) 
 
 0 0 1 3 = B   n   P h  n   v  n g   % s ( % c : ) 
 
 0 0 1 4 = t   k h i   n g   ( % c : )   t r o n g     c n g   % d 
 
 0 0 1 5 = S p   x p   P h  n   v  n g   % c :   t i   % d 
 
 0 0 1 6 = i   k  c h   t h c   ( % c : )   t r o n g     c n g   % d 
 
 0 0 1 7 = D i   c h u y n   ( % c : )   t r o n g     c n g   % d 
 
 0 0 1 8 = D i   c h u y n   v    i   k  c h   t h c   ( % c : )   t r o n g     c n g   % d 
 
 0 0 1 9 = i   ( % c : )   t i   N T F S   t r o n g     c n g   % d 
 
 0 0 2 0 = i   ( % c : )   t i   C h  n h 
 
 0 0 2 1 = i   ( % c : )   t i   L o g i c 
 
 0 0 2 2 = X  a   t t   c   P h  n   v  n g   t r o n g     c n g   % d 
 
 0 0 2 3 = X  a   s c h   d u n g   l n g   c h a   p h  n   b   t r o n g     c n g   % d 
 
 0 0 2 4 = X  a   s c h   t t   c   d   l i u   t r o n g     c n g   % d 
 
 0 0 2 5 = X  a   s c h   t t   c   d   l i u   t r o n g   ( % c : ) 
 
 0 0 2 6 = i   k i u   ( % c : )   t i   0 x % 0 2 X 
 
 0 0 2 7 = i   s   S e r i a l   ( % c : ) 
 
 0 0 2 8 = T o   M B R   t r o n g     c n g   % d 
 
 0 0 2 9 = K h i   t o     c n g   % d 
 
 0 0 3 0 = i     c n g   % d   t i   M B R 
 
 0 0 3 1 = i     c n g   % d   t i   G P T 
 
 0 0 3 2 = T i n   t r  n h   h i n   t i :   % s / % s 
 
 0 0 3 3 = S   l n g   x  a :   % d ;     a n g   x  a :   % s / % s 
 
 0 0 3 4 = a n g   d i   c h u y n   d   l i u :   % s / % s 
 
 0 0 3 5 = H o  n   t t   c h n g   t r  n h ,   x i n   c h . . . 
 
 0 0 3 6 = a n g   c p   n h t   h   t h n g ,   x i n   c h . . . 
 
 0 0 3 7 =   c n g : \ t \ t \ t 
 
 0 0 3 8 = T  n     )a : \ t \ t 
 
 0 0 3 9 = H   t h n g : \ t \ t 
 
 0 0 4 0 = T  n   P h  n   v  n g : \ t \ t 
 
 0 0 4 1 = D u n g   l n g : \ t \ t 
 
 0 0 4 2 = T o   P h  n   v  n g 
 
 0 0 4 3 = N g u n   l      c n g   s : \ t 
 
 0 0 4 4 =  c h   l      c n g   s : \ t \ t 
 
 0 0 4 5 = D i   c h u y n   H   i u   h  n h   t i   S S D   h o c   H D D 
 
 0 0 4 6 = S a o   c h  p   P h  n   v  n g 
 
 0 0 4 7 = K  c h   t h c   C l u s t e r : \ t \ t 
 
 0 0 4 8 = n h   d n g   P h  n   v  n g 
 
 0 0 4 9 = X  a   P h  n   v  n g 
 
 0 0 5 0 = T  n   P h  n   v  n g   m i : \ t \ t 
 
 0 0 5 1 = i   t  n   P h  n   v  n g 
 
 0 0 5 2 = i   k    t     )a 
 
 0 0 5 3 = n   P h  n   v  n g 
 
 0 0 5 4 = B   n   P h  n   v  n g 
 
 0 0 5 5 = t   P h  n   v  n g   k h i   n g 
 
 0 0 5 6 = S p   x p : \ t \ t \ t 
 
 0 0 5 7 = S p   x p   P h  n   v  n g 
 
 0 0 5 8 = S e c t o r   b t   u : \ t \ t 
 
 0 0 5 9 = i   k  c h   t h c   P h  n   v  n g 
 
 0 0 6 0 = D i   c h u y n   P h  n   v  n g 
 
 0 0 6 1 = D i   c h u y n   v    i   k  c h   t h c   P h  n   v  n g 
 
 0 0 6 2 = K i u   P h  n   v  n g : \ t \ t 
 
 0 0 6 3 = i   t i   P h  n   v  n g   N T F S 
 
 0 0 6 4 = i   t i   P h  n   v  n g   C h  n h 
 
 0 0 6 5 = i   t i   P h  n   v  n g   L o g i c 
 
 0 0 6 6 = X  a   t t   c   d   l i u : \ t \ t 
 
 0 0 6 7 = X  a   t t   c   P h  n   v  n g 
 
 0 0 6 8 = S   n g   t r u y n : \ t \ t 
 
 0 0 6 9 = X  a   d   l i u 
 
 0 0 7 0 = X  a     c n g 
 
 0 0 7 1 = X  a   P h  n   v  n g 
 
 0 0 7 2 = 
 
 0 0 7 3 = 
 
 0 0 7 4 = S a o   c h  p     c n g : \ t \ t 
 
 0 0 7 5 = P h n g   t h c   S a o   c h  p : \ t \ t 
 
 0 0 7 6 = S a o   c h  p     c n g 
 
 0 0 7 7 = C h  n h   - >   L o g i c 
 
 0 0 7 8 = L o g i c   - >   C h  n h 
 
 0 0 7 9 = i   t : \ t \ t \ t \ t 
 
 0 0 8 0 = D u n g   l n g   P h  n   v  n g   c i: \ t 
 
 0 0 8 1 = D u n g   l n g   P h  n   v  n g   m i : \ t 
 
 0 0 8 2 = T h u   n h   v    t o   P h  n   v  n g 
 
 0 0 8 3 = C t   P h  n   v  n g 
 
 0 0 8 4 = N i   P h  n   v  n g 
 
 0 0 8 5 = i   k i u   I D   P h  n   v  n g 
 
 0 0 8 6 = S   S e r i a l   c i: \ t \ t \ t 
 
 0 0 8 7 = S   S e r i a l   m i : \ t \ t \ t 
 
 0 0 8 8 = i   s   S e r i a l 
 
 0 0 8 9 = T o   M B R 
 
 0 0 9 0 = K i u : \ t \ t \ t 
 
 0 0 9 1 = K h i   t o     c n g 
 
 0 0 9 2 = i   M B R   t i   G P T 
 
 0 0 9 3 = i   G P T   t i   M B R 
 
 0 0 9 4 = C  
 
 0 0 9 5 = K h  n g 
 
 0 0 9 6 = D u n g   l n g   p h  n   b 
 
 0 0 9 7 = 
 
 0 0 9 8 = P h  n   b   d u n g   l n g   t r n g   t   1   p h  n   v  n g   t i   p h  n   v  n g   k h  c . 
 
 0 0 9 9 = t   ( % c : )   t i : 
 
 0 1 0 0 = P h  n   v  n g   h i n   t i   ( % c : )   l  :   % s ;     P h  n   v  n g   ( % c : )   s a u   k h i   p h  n   b   l  :   % s 
 
 0 1 0 1 = u   t i  n   h  y   b m   " T h c   h i n "     b t   u   t i n   t r  n h . 
 
 0 1 0 2 = C h n g   t r  n h   a n g   c h   . . . 
 
 0 1 0 3 = C h n g   t r  n h      s n   s  n g .   H  y   x  c   n h n   c h n g   t r  n h   d i    y . 
 
 0 1 0 4 = H  y   b m   < b > " X  c   n h n " < / b >     b t   u . 
 
 0 1 0 5 = C h n g   t r  n h   % d   /   % d \ n 
 
 0 1 0 6 =     ( Y  u   c u   k h i   n g   l i ) 
 
 0 1 0 7 = < b > P h i  n   b n   d  n g   t h < / b >   k h  n g   t h   t i p   t c . 
 
 0 1 0 8 = C    p h i   b n   m u n   b t   u   ? 
 
 0 1 0 9 = L u    :   C h n g   t r  n h   s   c h y   t r o n g   c h     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 e O S ,   n  n   c n   t h i t   p h i   k h i   n g   l i   m  y   t  n h     h o  n   t t   c h n g   t r  n h   n  y   t r o n g   c h     P r e O S . \ n \ n B n   c    m u n   k h i   n g   l i   m  y   t  n h   ? 
 
 0 1 1 0 = T p   t i n   a m p a . e x e   h o c   a m p a . s y s   b   m t ,   h  y   c  i   t   l i   p h n   m m   h o c   l i  n   h   s u p p o r t @ a o m e i t e c h . c o m     c   g i  p   . 
 
 0 1 1 1 = L i   c p   n h t   t p   t i n   c u   h  n h   c h o   P r e O S   ! 
 
 0 1 1 2 = L i   c p   n h t   r e g i s t r y   c h o   P r e O S   ! \ n N u   m  y   t  n h   c    c h y   p h n   m m   v i r u s   h o c   t n g   l a ,   h  y    n g   c h  n g   v    t h   l i . 
 
 0 1 1 3 = L i   k h i   n g   l i   m  y   t  n h ,   h  y   k h i   n g   l i   b n g   t a y   ! 
 
 0 1 1 4 = < b > T h i   g i a n   d   k i n : < / b >   T h c   h i n   c h n g   t r  n h   n  y   c    t h   m t   k h o n g   < b > % s < / b >   h o c   h n . 
 
 0 1 1 5 = M u a 
 
 0 1 1 6 = < b > N o t e : < / b >   T h e   c u r r e n t   p r o d u c t   i s   a   D e m o   v e r s i o n   w h i c h   o n l y   a l l o w s   y o u   t o   p r e v i e w   a l l   f u n c t i o n s   a n d   s i m u l a t e   a l l   o p e r a t i o n s .   \ n \ n T o   e x e c u t e   c u r r e n t   o p e r a t i o n s ,   y o u   n e e d   t o   < 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 i t i o n . c o m / p u r c h a s e . h t m l ? p a " > b u y   f u l l   v e r s i o n < / a > < / f o n t > < / u >   a n d   u s e   t h e   r e c e i v e d   l i c e n s e   c o d e   t o   a c t i v a t e   t h e   p r o d u c t .   P l e a s e   d o   n o t   h e s i t a t e   t o   c o n t a c t   < u > < f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " m a i l t o : s a l e s @ a o m e i t e c h . c o m " > s a l e s @ a o m e i t e c h . c o m < / a > < / f o n t > < / u >   i f   y o u   h a v e   a n y   p r o b l e m s .   T h a n k s !   \ n \ n \ n E n t e r   y o u r   l i c e n s e   c o d e   b e l o w   a n d   c l i c k   " R e g i s t e r "   b u t t o n   t o   a c t i v a t e   t h e   p r o d u c t .   Y o u   a r e   a b l e   t o   c o n t i n u e   w i t h   t h e   " P e n d i n g   O p e r a t i o n s "   a f t e r   t h e   p r o d u c t   h a s   b e e n   a c t i v a t e d . 
 
 0 1 1 7 = s a l e s @ a o m e i t e c h . c o m 
 
 0 1 1 8 = S n   p h m   h i n   t i   l    p h i  n   b n   d  n g   t h .   B n   c n   m u a   m t   p h i  n   b n   y       c    t h  m   c h c   n n g . \ n \ n N u   b n   h  i   l  n g   v i   s n   p h m ,   b m   v  o   " M u a "     m u a ,   h o c   l i  n   h   < f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " m a i l t o : % s " > % s < / a > < / f o n t >   n u   b n   c    t h c   m c . \ n \ n \ n < b > G i i   h n   d  n g   t h : < / b >   t t   c   c h n g   t r  n h   t r o n g   p h  n   v  n g   c    d u n g   l n g   l n   h n   1 0 0 M B   l    k h  n g   t h   t h c   h i n ,   c in g   n h   b n   k h  n g   t h   i u   c h n h   d u n g   l n g   m t   p h  n   v  n g   l n   h n   1 0 0 M B . 
 
 0 1 1 9 = M u a 
 
 0 1 2 0 = H y   b 
 
 0 1 2 1 = T r   g i  p 
 
 0 1 2 2 = n g    
 
 0 1 2 3 = X  c   n h n 
 
 0 1 2 4 = i   k    t     )a 
 
 0 1 2 5 = 
 
 0 1 2 6 = K    t   m i : 
 
 0 1 2 7 = i   k    t     )a   l o g i c . 
 
 0 1 2 8 = W i n d o w s   c h   n h n   d i n   c   P h  n   v  n g   c h  n h   u   t i  n   t r  n   t h i t   b   g n   n g o  i ,   n u   k h  n g   c    p h  n   v  n g   c h  n h ,   p h  n   v  n g   l o g i c   u   t i  n   s   c   n h n   d i n .   N h n g   n u   p h  n   v  n g      c h n   k h  n g   p h i   l    u   t i  n ,   W i n d o w s   k h  n g   c h o   p h  p   b n   g  n   m t   k    t   c h o   p h  n   v  n g   n  y . 
 
 0 1 2 9 = K h  n g 
 
 0 1 3 0 = K i u   I D   P h  n   v  n g   h i n   t i : 
 
 0 1 3 1 = K i u   I D   P h  n   v  n g   m i : 
 
 0 1 3 2 = i   k i u   P h  n   v  n g . 
 
 0 1 3 3 = S   S e r i a l   m i   ( b n g   m    h e x ) : 
 
 0 1 3 4 = i   s   S e r i a l   c a   P h  n   v  n g . 
 
 0 1 3 5 = K i m   t r a   P h  n   v  n g 
 
 0 1 3 6 = K i m   t r a   l i   P h  n   v  n g   b n g   c h k d s k . e x e 
 
 0 1 3 7 = K i m   t r a   s e c t o r   x u   t r o n g   P h  n   v  n g 
 
 0 1 3 8 = C h n   P h n g   t h c   k i m   t r a 
 
 0 1 3 9 = T  y   c h n 
 
 0 1 4 0 = K i m   t r a   c p   n h t 
 
 0 1 4 1 = a n g   k i m   t r a   p h i  n   b n . . . 
 
 0 1 4 2 = h t t p s : / / w w w . d i s k - P a r t i t i o n . c o m / u p g r a d e . i n i 
 
 0 1 4 3 = L i   k t   n i   t i   m  y   c h ,   h  y   k i m   t r a   l i   k t   n i   m n g   c a   b n . 
 
 0 1 4 4 = T h  n g   t i n 
 
 0 1 4 5 = h t t p s : / / w w w . d i s k - P a r t i t i o n . c o m / 
 
 0 1 4 6 = P h i  n   b n   m i   ( % d . % d )      c  ,   b n   c    m u n   x e m   t h  n g   t i n   ? \ n \ n % s 
 
 0 1 4 7 = P h i  n   b n   a n g   d  n g   l    m i   n h t . 
 
 0 1 4 8 = X  a   t t   c   P h  n   v  n g 
 
 0 1 4 9 = X  a   t t   c   P h  n   v  n g   v    x  a   s c h   t t   c   d   l i u   t r o n g     c n g 
 
 0 1 5 0 =   c n g   n  y   c h a   P h  n   v  n g   h   t h n g .   N u   P h  n   v  n g   h   t h n g   n  y   b   x  a , \ n m  y   t  n h   c a   b n   k h  n g   t h   k h i   n g     l n   k   t i p   ! \ n \ n B n   c    m u n   x  a   t t   c   P h  n   v  n g   t r o n g     c n g   n  y   ? 
 
 0 1 5 1 = L  m   t r n g   t t   c   s e c t o r   c a     c n g      c h n 
 
 0 1 5 2 = N u   p h  n   v  n g   b   v  i   l i ,   h  y   s a   l i   b n g   " c h k d s k . e x e   / F "   t r c   k h i   c h u y n   i   p h  n   v  n g   n  y .   
 
 0 1 5 3 = a n g   i   t p   t i n   h   t h n g   c a   p h  n   v  n g      c h n . 
 
 0 1 5 4 = C n   k h i   n g   l i   m  y   t  n h     i     )a   t i   N T F S . \ n B n   c    m u n   b t   u   ? 
 
 0 1 5 5 = 
 
 0 1 5 6 = 
 
 0 1 5 7 = T i n   t r  n h   c h u y n   i   k h  n g   t h   c h y   b i   v      )a   a n g   c   d  n g   b i   t i n   t r  n h   k h  c . \ n C h u y n   i   c    t h   c h y   n u   g i i   p h  n g     )a   n  y   u   t i  n ,   n h n g   n    s   v    h i u   h  a   c  c   c h n g   t r  n h   a n g   c h y . \ n B n   c    m u n   g i i   p h  n g   n h a n h     )a   n  y   ? 
 
 0 1 5 8 = i   M B R / G P T 
 
 0 1 5 9 = i     c n g   g i a   M B R   v    G P T . 
 
 0 1 6 0 = C h n g   t r  n h   p h  t   h i n   c    m t   t p   t i n   h   t h n g   ( p a g e f i l e . s y s )   t r o n g   % c : ,   h  y   d i   c h u y n   n    s a n g   t h   m c   t m   v    t h   l i . 
 
 0 1 6 1 = X i n   l i ,   c h n g   t r  n h   k h  n g   h   t r   c h u y n   i     c n g   n g   t i     c n g   % s .     n g h   b n   i     c n g   n g   b n g     c n g   t h n g   v    t h   l i . 
 
 0 1 6 2 = S a u   k h i   i   m t     c n g   h   t h n g ,   h   i u   h  n h   c a   b n   s   k h  n g   k h i   n g ,   n  n   s   k h  n g   h   t r   c h u y n   i     c n g   h   t h n g   g i a   G P T   v    M B R     c n g . 
 
 0 1 6 3 =   c n g   l n   h n   2 T B   v    c    n h i u   p h  n   v  n g   t r o n g     c n g   n  y ,   n  n   k h  n g   t h   i   t i   M B R .   S a u   k h i   x  a   t t   c   p h  n   v  n g   t r o n g     c n g ,   t i n   t r  n h   c h u y n   i   s   c   t h c   h i n . 
 
 0 1 6 4 = T h e   p a r t i t i o n   l a y o u t   o f   c u r r e n t   d i s k   c a n n o t   m e e t   t h e   r e q u i r e m e n t   o f   c o n v e r s i o n ,   p l e a s e   r e f e r   t o   F A Q   f o r   m o r e   h e l p . 
 
 0 1 6 5 = C    p h i   b n   m u n   i     c n g      c h n   t   G P T   t i     c n g   M B R   ? 
 
 0 1 6 6 = H   i u   h  n h   h i n   t i   ( W i n X P   3 2 b i t   h o c   W i n 2 0 0 0 )   k h  n g   h   t r     c n g   G P T ,     n g h   b n   n  n g   c p   h   i u   h  n h   t i   p h i  n   b n   m i   n h t   ( n h   W i n 7 ,   S e r v e r   2 0 0 3 )     s   d n g     c n g   G P T . 
 
 0 1 6 7 = C    p h i   b n   m u n   i     c n g      c h n   t   M B R   t i     c n g   G P T   ? 
 
 0 1 6 8 = D u n g   l n g     c n g   k h  n g     k h i   i   t i     c n g   G P T ,   h  y   c   H n g   d n   h o c   l i  n   h   s u p p o r t @ a o m e i t e c h . c o m     c   h   t r . 
 
 0 1 6 9 = i   C h  n h / L o g i c 
 
 0 1 7 0 = i   P h  n   v  n g   g i a   C h  n h   v    L o g i c . 
 
 0 1 7 1 = P h  n   v  n g      c h n   " % s ( % c : ) "   s   c   i   t   C h  n h   s a n g   L o g i c . 
 
 0 1 7 2 = D o   d u n g   l n g   k h  n g   s   d n g   t r o n g   p h  n   v  n g   n h   h n   2 5 6 M B ,   n  n   k h  n g   t h   i   s a n g   L o g i c .   H  y   x  a   b t   t p   t i n   v    t h   l i . 
 
 0 1 7 3 = P h  n   v  n g      c h n   " % s ( % c : ) "   s   c   i   t   L o g i c   s a n g   C h  n h . 
 
 0 1 7 4 = T  n     )a : 
 
 0 1 7 5 = K    t     )a : 
 
 0 1 7 6 = K i u   P h  n   v  n g : 
 
 0 1 7 7 = K i u   t p   t i n : 
 
 0 1 7 8 = D u n g   l n g   v    v   t r  
 
 0 1 7 9 = D u n g   l n g   c h a   p h  n   b   p h  a   t r c : 
 
 0 1 8 0 = D u n g   l n g : 
 
 0 1 8 1 = D u n g   l n g   c h a   p h  n   b   p h  a   s a u : 
 
 0 1 8 2 = S p   x p   P h  n   v  n g   S S D : 
 
 0 1 8 3 = N  n g   c a o 
 
 0 1 8 4 = H  y   c h n   d u n g   l n g   v    v   t r    c h o   P h  n   v  n g   m i . 
 
 0 1 8 5 = N h p   t  n   q u    d  i   ! 
 
 0 1 8 6 = V i   t h i t   b   g n   n g o  i ,   W i n d o w s   c h   n h n   d i n   P h  n   v  n g   c h  n h ,   n u   k h  n g   p h i   p h  n   v  n g   c h  n h ,   p h  n   v  n g   l o g i c   u   t i  n   s   c   n h n   d i n .   P h  n   v  n g   s   k h  n g   c    k    t   i   d i n .   B n   c    m u n   t i p   t c   ? 
 
 0 1 8 7 = P h  n   v  n g   L o g i c 
 
 0 1 8 8 = P h  n   v  n g   C h  n h 
 
 0 1 8 9 = D u n g   l n g   c h a   p h  n   b      c h n   l    n h   h n   y  u   c u     t o   p h  n   v  n g   m i . 
 
 0 1 9 0 = D u n g   l n g   c h a   p h  n   b      c h n   k h  n g   t h   t o   p h  n   v  n g   m i   ! 
 
 0 1 9 1 = K h  n g   n h   d n g 
 
 0 1 9 2 = M c   n h 
 
 0 1 9 3 = S p   x p   P h  n   v  n g   c h o   S S D 
 
 0 1 9 4 = D u n g   l n g   m i : 
 
 0 1 9 5 = H  y   x  c   n h   d u n g   l n g     t o   P h  n   v  n g   m i . 
 
 0 1 9 6 = C h n g   t r  n h   s   p h  n   b   % s   d u n g   l n g   t   % c :     t o   P h  n   v  n g   m i ,   v    P h  n   v  n g   % c :   s   g i m   c  n   % s . 
 
 0 1 9 7 = X  a   n h a n h   P h  n   v  n g 
 
 0 1 9 8 = X  a   P h  n   v  n g      c h n   v    t t   c   d   l i u   c a   n  . 
 
 0 1 9 9 = X  a   P h  n   v  n g   v    x  a   s c h   v )n h   v i n   t t   c   d   l i u . 
 
 0 2 0 0 = N g   c n h   P h  n   v  n g 
 
 0 2 0 1 = H i n   c  c   t p   t i n   t r o n g   t h   m c   g c   c a   P h  n   v  n g . 
 
 0 2 0 2 = a n g   t i   t p   t i n ,   x i n   c h . . . 
 
 0 2 0 3 = a n g   h y   b ,   x i n   c h 
 
 0 2 0 4 = K h  n g   t  m   t h y   t p   t i n   n  o   t r o n g   p h  n   v  n g . 
 
 0 2 0 5 = X i n   l i ,   c h n g   t r  n h   h i n   t i      b   h y   b   ! \ r \ n T h  n g   t i n   m  :   % d \ r \ n 
 
 0 2 0 6 = M    t :   
 
 0 2 0 7 = \ r \ n T h  m   t h  n g   t i n :   
 
 0 2 0 8 = C p   n h t   p h  n   v  n g   t r o n g     c n g   b   l i   v    m t   c h n g   t r  n h   k h  c   a n g   s   d n g   p h  n   v  n g ,   h  y    n g   n    v    t h   l i . 
 
 0 2 0 9 =    h t   t h i   g i a n   p h  n   b   G U I D     i   k    t     )a ,   h  y   k h i   n g   l i   v    t h   l i . 
 
 0 2 1 0 = P h  n   v  n g   d   &   c h n g   t r  n h   d i    y   s   d n g .     n g h   k h i   n g   l i   m  y   t  n h . 
 
 0 2 1 1 = C h n g   t r  n h      b   h y   b . 
 
 0 2 1 2 = L i   m   r n g   p h  n   v  n g   s   d n g   W i n d o w s   C o n t r o l   C o d e ,   h  y   k h i   n g   l i   v    t h   l i . 
 
 0 2 1 3 = C  c   t p   t i n   p h  n   m n h   q u    n h i u   t r o n g     )a   c n   d n   m n h .   H o c   k h  n g     d u n g   l n g   c n   t h i t ,   h  y   x  a   b t     c    t h  m   d u n g   l n g   t r n g . 
 
 0 2 1 4 = K  c h   t h c   C l u s t e r : 
 
 0 2 1 5 = n h   d n g   P h  n   v  n g      c h n . 
 
 0 2 1 6 = n h   d n g   P h  n   v  n g   s   X  A   T T   C   d   l i u   t r o n g   p h  n   v  n g   ! 
 
 0 2 1 7 = M c   n h   ( % s ) 
 
 0 2 1 8 = 
 
 0 2 1 9 = 
 
 0 2 2 0 = 
 
 0 2 2 1 = B   n   P h  n   v  n g      c h n . 
 
 0 2 2 2 = n   P h  n   v  n g      c h n . 
 
 0 2 2 3 = C    p h i   b n   m u n   b   n   p h  n   v  n g      c h n   ? \ n \ n L U    :   N u   p h  n   v  n g   k h  n g   c    k    t     )a   s a u   k h i   b   n ,   h  y   k h i   n g   l i   m  y   t  n h . 
 
 0 2 2 4 = n   p h  n   v  n g   n  y   c    t h   l  m   k    t     )a   t h a y   i . \ n \ n B n   c    m u n   n   p h  n   v  n g   ? 
 
 0 2 2 5 = K h i   t o     c n g   t i   k i u   M B R   h o c   G P T . 
 
 0 2 2 6 = K h i   t o     c n g   n  y   t i : 
 
 0 2 2 7 = 
 
 0 2 2 8 = 
 
 0 2 2 9 = 
 
 0 2 3 0 = 
 
 0 2 3 1 = K h  a     )a 
 
 0 2 3 2 = a n g   k h  a     )a   % d ,   x i n   c h . . . 
 
 0 2 3 3 = a n g   k h  a   ( % c : ) ,   x i n   c h . . . 
 
 0 2 3 4 = N u   t h i   g i a n   k h  a     )a   t r  n   3   p h  t ,   b n   c    t h   b m   " H y   b "     h y ,   n h n g   c n   t h i t   p h i   k h i   n g   l i   m  y   t  n h     h o  n   t t   c h n g   t r  n h .   B m   " T r   g i  p "     x e m   F A Q . 
 
 0 2 3 5 = C h n     c n g : 
 
 0 2 3 6 = N i   P h  n   v  n g      c h n     t r  n   v i   P h  n   v  n g : 
 
 0 2 3 7 = N i   2   p h  n   v  n g   t h  n h   1 ,   h o c   n i   d u n g   l n g     c n g   c h a   p h  n   b   t i   1   p h  n   v  n g . 
 
 0 2 3 8 = K h i   n i   1   p h  n   v  n g   d   l i u   t i   p h  n   v  n g   h   t h n g ,   t p   t i n   h   t h n g   c a   p h  n   v  n g   h   t h n g   p h i   l    N T F S .   T p   t i n   h   t h n g   p h  n   v  n g   h i n   t i   l    F A T 3 2 ,   b n   c n   i   n    t i   N T F S     n i   p h  n   v  n g .   \ n \ n H  y   q u a y   l i   A O M E I   P a r t i t i o n   A s s i s t a n t   M a i n   C t r o n g s o l e ,   r i   b m   c h u t   p h i   v  o   p h  n   v  n g   h   t h n g   v    c h n :   " N  n g   c a o "   - >   " i   t i   N T F S "     c h u y n   i .   B n   c in g   c    t h   n h p   l n h :   " c t r o n g v e r t . e x e   Z :   / f s : N T F S "   t r o n g   C M D     c h u y n   i .   S a u   k h i   i   t i   N T F S ,   t i n   t r  n h   n i   p h  n   v  n g   s   c   t h c   h i n   h o  n   h o . 
 
 0 2 3 9 =   c n g   % d 
 
 0 2 4 0 = C h a   p h  n   b 
 
 0 2 4 1 = C h n g   t r  n h   c h   h   t r   n i   P h  n   v  n g   N T F S   v    F A T 3 2 . 
 
 0 2 4 2 = H  y   c h n   P h  n   v  n g    c h . 
 
 0 2 4 3 = H  y   c h n   2   P h  n   v  n g   c n   n i . 
 
 0 2 4 4 = u   t i  n   b m   " T h c   h i n "     t i n   h  n h   n i   p h  n   v  n g ,   v    t h   l i . 
 
 0 2 4 5 =   c n g   % d   ( G P T ) 
 
 0 2 4 6 =   c n g   % d   ( G n   n g o  i ) 
 
 0 2 4 7 = C h n g   t r  n h   k h  n g   t h   n i   1   P h  n   v  n g   N T F S   v i   P h  n   v  n g   F A T 3 2 . 
 
 0 2 4 8 = T t   c   d   l i u   t r o n g   P h  n   v  n g   ( % c : )   s   c   n i   v i   % c : \ c o p i e d - d r i v e . 
 
 0 2 4 9 = T t   c   d   l i u   t r o n g   P h  n   v  n g   ( % c : )   s   c   n i   v i   % c : \ % c - d r i v e .   
 
 0 2 5 0 = P h  n   v  n g   k h i   n g   v    P h  n   v  n g   h   t h n g   k h  n g   t h   n i   l  m   m t . 
 
 0 2 5 1 = P h  n   v  n g   k h i   n g   h o c   P h  n   v  n g   h   t h n g   k h  n g   t h   n i   v i   P h  n   v  n g   t r c . 
 
 0 2 5 2 = P h  n   v  n g   k h i   n g   h o c   P h  n   v  n g   h   t h n g   k h  n g   t h   n i   v i   P h  n   v  n g   d   l i u . 
 
 0 2 5 3 = H  y   k  o   t h a n h   t r t     d i   c h u y n   P h  n   v  n g . 
 
 0 2 5 4 = D u n g   l n g   c h a   s   d n g   k h  n g   .   D u n g   l n g   c h a   s   d n g   p h i   l n   h n   % s .   B n   c    t h   g i m   d u n g   l n g   ( % c : )     c    t h  m   d u n g   l n g   d  n g     d i   c h u y n   p h  n   v  n g ,   h o c   b n   c    t h   m u a   b n   < f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " w w w . d i s k - P a r t i t i o n . c o m / g e t - f u l l . h t m l " > < b > A O M E I   P a r t i t i o n   A s s i s t a n t   F u l l   E d i t i o n < / b > < / a > < / f o n t >     c    t h  m   c  c   t  y   c h n   n  n g   c a o . 
 
 0 2 5 5 = T  i   c n   d i   c h u y n   d i   c h u y n   p h  n   v  n g   n  y . 
 
 0 2 5 6 = C h o   p h  p   s p   x p   p h  n   v  n g     t i   u   h  a   h i u   s u t   c h o   S S D . 
 
 0 2 5 7 = N h p   d u n g   l n g   m i   v    x  c   n h   v   t r    m i   c h o   P h  n   v  n g . 
 
 0 2 5 8 = D i   c h u y n   P h  n   v  n g      c h n   t i   v   t r    m i . 
 
 0 2 5 9 = H  y   s a o   l u   d   l i u   q u a n   t r n g   t r c   k h i   d i   c h u y n   h o c   t h a y   i   d u n g   l n g   p h  n   v  n g . 
 
 0 2 6 0 = t   P h  n   v  n g   s p   x p   t i : 
 
 0 2 6 1 = T i   u   h  a   P h  n   v  n g   s p   x p   S S D   h o c   H D D . 
 
 0 2 6 2 = P h  n   v  n g   h i n   t i      c   t i   u   v    k h  n g   c n   p h i   s p   x p   l i . 
 
 0 2 6 3 = % d   s e c t o r 
 
 0 2 6 4 = T i n   t r  n h 
 
 0 2 6 5 = T n g   t i n   t r  n h 
 
 0 2 6 6 = T i n   t r  n h   h i n   t i 
 
 0 2 6 7 = T t   m  y   t  n h   s a u   k h i   h o  n   t t . 
 
 0 2 6 8 = C    p h i   b n   m u n   h y   b   ?   C h n g   t r  n h   s   b   h y   b   n u   b n   b m   " Y e s " . \ n \ n X i n   l u      k h  n g   n  n   h y   b   c h n g   t r  n h   n a   c h n g ,   v    d   l i u   c    t h   b   l i   h o c   m t   ! 
 
 0 2 6 9 = C o n g r a t u l a t i o n !   A l l   o p e r a t i o n s   h a v e   b e e n   c o m p l e t e d   s u c c e s s f u l l y . Y o u   c a n   r e v i e w   t h e   f r e e w a r e   a n d   s h a r e   y o u r   e x p e r i e n c e   a n d   h a p p i n e s s   w i t h   o t h e r s   o n   t h e   w e b s i t e   h t t p s : / / d o w n l o a d . c n e 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 - S t a n d a r d - E d i t i o n / 3 0 0 0 - 2 2 4 8 _ 4 - 7 5 1 1 8 8 7 1 . h t m l # s u b m i t O r U p d a t e A r e a   ,   t h a n k s ! 
 
 0 2 7 0 = T h u c   t  n h 
 
 0 2 7 1 = % s   (   c n g   % d ) 
 
 0 2 7 2 =       C h u n g       
 
 0 2 7 3 =       T h  n g   t i n   P h  n   v  n g 
 
 0 2 7 4 =       T h  n g   t i n   T p   t i n   h   t h n g 
 
 0 2 7 5 = B   q u a   (   n g h ) 
 
 0 2 7 6 = K h i   n g   l i 
 
 0 2 7 7 = H y   b 
 
 0 2 7 8 = C l i c k   " R e s t a r t   N o w "   t o   r e s t a r t   y o u r   c o m p u t e r   t h e n   P a r t i t i o n   A s s i s t a n t   w i l l   a u t o m a t i c a l l y   f i n i s h   t h e s e   o p e r a t i o n s   i n   a   P r e O S   M o d e . 
 
 0 2 7 9 = T h e   p r o g r a m   h a s   d e t e c t e d   s o m e   p a r t i t i o n s   a r e   b e i n g   u s e d   b y   o t h e r   a p p l i c a t i o n s .   T h e   p r o g r a m   n e e d s   t o   r e s t a r t   y o u r   c o m p u t e r   a n d   a u t o m a t i c a l l y   c o m p l e t e   t h e   o p e r a t i o n s . 
 
 0 2 8 0 = t   k i u   M B R   c h o   H   i u   h  n h   h i n   t i : 
 
 0 2 8 1 = T o   M B R     k h  i   p h c   h o c   t h  m   m    k h i   n g . 
 
 0 2 8 2 = T i   l i     c n g 
 
 0 2 8 3 = a n g   t i ,   x i n   c h . . . 
 
 0 2 8 4 = X i n   l i ,   k h  n g   t  m   t h y     c n g . \ n T t   c   c    t h   c   s   d n g   b i   c h n g   t r  n h   k h  c ,   n  n   k h  n g   t h   t r u y   c p . \ n H  y    n g   c  c   c h n g   t r  n h   v    t h   l i   ! 
 
 0 2 8 5 = t   P h  n   v  n g      c h n   l    k h i   n g . 
 
 0 2 8 6 = t   P h  n   v  n g   n  y   l    k h i   n g   c    t h   l  m   P h  n   v  n g   c h  n h   k h  c   t r o n g     c n g   n  y   t h  n h   k h  n g   k h i   n g . \ n \ n B n   c    m u n   t   p h  n   v  n g   n  y   l    k h i   n g   ? 
 
 0 2 8 7 = T  n   P h  n   v  n g : 
 
 0 2 8 8 = i   t  n   P h  n   v  n g      c h n . 
 
 0 2 8 9 = E X T 4 
 
 0 2 9 0 = N i   % c ,   * ,   % c   v  o   % c 
 
 0 2 9 1 = N i   % c ,   % c   v  o   % c 
 
 0 2 9 2 = N i   C h a   p h  n   b   v  o   % c 
 
 0 2 9 3 = G i m   ( % c : )   v    T o   ( % c : ) 
 
 0 2 9 4 = C t   ( % c : )   v    T o   ( % c : ) 
 
 0 2 9 5 = T h e   v e r s i o n   o f   y o u r   s y s t e m   i s   e q u a l   o r   h i g h e r   t h a n   1 7 0 3 .   W e   s u g g e s t   y o u   d o n ' t   r e s i z e / m o v e   s y s t e m   p a r i t i t o n ,   w h i c h   m a y   c a u s e   s y s t e m   b o o t   f a i l u r e . 
 
 0 2 9 6 = 
 
 0 2 9 7 = 
 
 0 2 9 8 = 
 
 0 2 9 9 = 
 
 0 3 0 0 = 
 
 0 3 0 1 = M u a   p h i  n   b n   y   
 
 0 3 0 2 = P h i  n   b n   r  t   g n   k h  n g   h   t r   y     t  n h   n n g ,   b n   c    t h   v i n g   t h m   < 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 i t i o n . c o m / g e t - f u l l . h t m l " > h t t p s : / / w w w . d i s k - P a r t i t i o n . c o m < / a > < / f o n t >     m u a   m t   p h i  n   b n   y   . 
 
 0 3 0 3 = N u   b n   c    t h c   m c ,   h  y   g i   m t   e m a i l   t i :   < f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " m a i l t o : s u p p o r t @ a o m e i t e c h . c o m " > s u p p o r t @ a o m e i t e c h . c o m < / a > < / f o n t >   h o c   < f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " m a i l t o : s a l e s @ a o m e i t e c h . c o m " > s a l e s @ a o m e i t e c h . c o m < / a > < / f o n t > 
 
 0 3 0 4 = C h n g   t r  n h   k h  n g   t h   t i p   t c ,   h  y   b m   " M u a   p h i  n   b n   y   " . 
 
 0 3 0 5 = h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / g e t - f u l l . h t m l ? p a 
 
 0 3 0 6 = D u n g   l n g   g c   c  n : 
 
 0 3 0 7 = S   l n   g h i    : 
 
 0 3 0 8 = X  a   s c h   d u n g   l n g   c h a   p h  n   b      c h n   b n g   c  c h   g h i      l  n   m t   s   l n   ( 1   = >   1 0 0   l n ) . 
 
 0 3 0 9 = H  y   n h p   m t   s   g i a   1   v    1 0 0 . 
 
 0 3 1 0 = X  c   n h   s   l n   x  a   s c h     c n g : 
 
 0 3 1 1 = X  a   t t   c   P h  n   v  n g   v    x  a   t t   c   d   l i u   t r o n g     c n g      c h n   b n g   c  c h   g h i      l  n   n    m t   s   l n   ( 1   = >   1 0 0   l n ) . 
 
 0 3 1 2 = X  a   P h  n   v  n g   v    x  a   t t   c   d   l i u   t r o n g   p h  n   v  n g . 
 
 0 3 1 3 =   c n g   n  y   c h a   P h  n   v  n g   h   t h n g .   N u   P h  n   v  n g   h   t h n g   n  y   b   x  a ,   m  y   t  n h   s   k h  n g   t h   k h i   n g     l n   k   t i p   ! \ n \ n B n   c    m u n   x  a   t t   c   P h  n   v  n g   t r o n g     c n g   n  y   ? 
 
 0 3 1 4 = X  c   n h   s   l n   x  a   s c h   p h  n   v  n g : 
 
 0 3 1 5 = M   T r   g i  p   b   l i   ! 
 
 0 3 1 6 = h t t p s : / / w w w . d i s k - P a r t i t i o n . c o m / p u r c h a s e . h t m l ? p a 
 
 0 3 1 7 = C h e n g D u   A O M E I   T e c h   C o . ,   L t d . 
 
 0 3 1 8 = 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   E d i t i o n 
 
 0 3 1 9 = A O M E I   P a r t i t i o n   A s s i s t a n t   S e r v e r   E d i t i o n 
 
 0 3 2 0 = A O M E I   P a r t i t i o n   A s s i s t a n t   c h   c    t h   c h y   v i   W i n d o w s   N T / 2 0 0 0 / X P / 2 0 0 3 / V i s t a / 2 0 0 8   v    W i n d o w s   7   ! 
 
 0 3 2 1 = A O M E I   P a r t i t i o n   A s s i s t a n t   a n g   c h y   ! 
 
 0 3 2 2 = A O M E I   P a r t i t i o n   A s s i s t a n t   c h   c    t h   c h y   v i   q u y n   q u n   t r   ! 
 
 0 3 2 3 = T i   d r i v e r   b   l i ,   h  y   c  i   t   l i   c h n g   t r  n h . 
 
 0 3 2 4 = P h n   m m   k h  n g   t h   c h y   t r o n g   c h     ' s a f e   m o d e '   c a   W i n d o w s . 
 
 0 3 2 5 = P h i  n   b n   h i n   t i   k h  n g   t h   c h y   t r o n g   m  y   c h .   N u   b n   m u n   d  n g   n    t r o n g   m  y   c h ,   h  y   m u a   s n   p h m   t r  n   w e b s i t e   w w w . d i s k - P a r t i t i o n . c o m . 
 
 0 3 2 6 =   g i a o   d i n   x u t   h i n   y   ,     n g h   b n   c h n h   D P I   t i   9 6   ( 1 0 0 % ) . 
 
 0 3 2 7 = A O M E I   P a r t i t i o n   A s s i s t a n t 
 
 0 3 2 8 = 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 l i m i t e d   E d i t i o n 
 
 0 3 2 9 = 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 
 
 0 3 3 0 = A O M E I   P a r t i t i o n   A s s i s t a n t   T e c h n i c i a n   E d i t i o n 
 
 0 3 3 1 = 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 e m o   E d i t i o n 
 
 0 3 3 2 = A O M E I   P a r t i t i o n   A s s i s t a n t   S e r v e r   D e m o   E d i t i o n 
 
 0 3 3 3 = 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   E d i t i o n   ( D E M O ) 
 
 0 3 3 4 = A O M E I   P a r t i t i o n   A s s i s t a n t   S e r v e r   E d i t i o n   ( D E M O ) 
 
 0 3 3 5 = A O M E I   P a r t i t i o n   A s s i s t a n t   D e m o   E d i t i o n 
 
 0 3 3 6 = 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 
 
 0 3 3 7 = C o p y r i g h t   ( C )   2 0 0 9 - 2 0 1 8   A O M E I   T e c h n o l o g y   C o . ,   L t d .   A l l   R i g h t s   R e s e r v e d . 
 
 0 3 3 8 =   b i t   t h  n g   t i n   s n   p h m   m i   n h t ,   h  y   v i n g   t h m   t r a n g   c h : < 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 i t i o n . c o m " > w w w . d i s k - P a r t i t i o n . c o m < / a > < / f o n t > < / u > 
 
 0 3 3 9 = A O M E I   P a r t i t i o n   A s s i s t a n t   a n g   c h y   t r o n g   p h  n   v  n g      c  i   t   c h n g   t r  n h ,   n  n   b n   c n   b m   " K h i   n g   l i "     t h c   h i n   c h n g   t r  n h   t r o n g   c h     P r e O S .   N u   b n   k h  n g   m u n   k h i   n g   l i   m  y   t  n h ,     n g h   b n   c  i   t   l i   A O M E I   P a r t i t i o n   A s s i s t a n t     P h  n   v  n g   h   t h n g   ( n h   C : \ P r o g r a m   F i l e s )   v    t h   l i . 
 
 0 3 4 0 = T i   l i   s   h y   b   c h n g   t r  n h   a n g   c h   ! \ n B n   c    m u n   t h c   h i n   ? 
 
 0 3 4 1 = h t t p s : / / w w w . a o m e i t e c h . c o m 
 
 0 3 4 2 = h t t p s : / / w w w . a o m e i t e c h . c o m / n e w s l e t t e r . h t m l 
 
 0 3 4 3 = T r c   t i  n   h  y   b m   " T h c   h i n "   t r o n g   t h a n h   c  n g   c     t h c   h i n   c h n g   t r  n h   t r c    ,   r i   A O M E I   P a r t i t i o n   A s s i s t a n t   s   c h o   p h  p   b n   t i p   t c   c h n g   t r  n h   h i n   t i . 
 
 0 3 4 4 =    y   k h  n g   t h   t o   P h  n   v  n g   m i ,   b i   v      c n g   d u n g   l n g   t r  n   2 T B   k h  n g   c   s   d n g   c h o     c n g   M B R .     n g h   b n   i     c n g   k i u   G P T ,   r i   b n   c    t h   s   d n g   d u n g   l n g   n  y . 
 
 0 3 4 5 = B i   v    c    4   P h  n   v  n g   c h  n h   t r o n g     c n g   n  y ,   n u   b n   m u n   t o   t h  m   p h  n   v  n g ,   t r c   t i  n   b n   c n   i   c h  n g   t i   p h  n   v  n g   l o g i c .   P h i  n   b n   r  t   g n   k h  n g   h   t r   i   c h  n h   t i   l o g i c ,   b n   c    t h   n  n g   c p   l  n   p h i  n   b n   y       c h u y n   i . 
 
 0 3 4 6 = m a i l t o : ? s u b j e c t =   n g h :   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 d y = X i n   c h  o ,   A O M E I   P a r t i t i o n   A s s i s t a n t ,   m t   p h n   m m   p h  n   v  n g   m i n   p h  ,   c    t h   x   l    p h  n   v  n g     c n g   v i   c  c   c h c   n n g :   i   k  c h   t h c / d i   c h u y n   p h  n   v  n g ,   c t / n i   p h  n   v  n g ,   t o / x  a / n h   d n g   p h  n   v  n g ,   v . v . . .   B n   c    t h   d  n g   t h .   T i :   h t t p s : / / w w w . d i s k - P a r t i t i o n . c o m / f r e e - P a r t i t i o n - m a n a g e r . h t m l . 
 
 0 3 4 7 = L i   c h y   T h u t   s )  M   r n g   P h  n   v  n g ,   h  y   t i   n    t   t h   m c   c  i   t   c h n g   t r  n h . 
 
 0 3 4 8 = L i   t i   T r   g i  p .   h  y   l i  n   h   h t t p s : / / w w w . d i s k - P a r t i t i o n . c o m / t u t o r i a l s . h t m l     c   g i  p   . 
 
 0 3 4 9 = L i   t i   H n g   d n   ( P D F ) ,   h  y   b m   F 1   k e y     m   t  i   l i u   T r   g i  p . 
 
 0 3 5 0 = h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / h o m e - u p g r a d e . h t m l ? p a 
 
 0 3 5 1 = i   t i   M B R 
 
 0 3 5 2 = i   t i   G P T 
 
 0 3 5 3 = i   t i   L o g i c 
 
 0 3 5 4 = i   t i   C h  n h 
 
 0 3 5 5 = i   t i   L o g i c 
 
 0 3 5 6 = i   t i   C h  n h 
 
 0 3 5 7 = B   n   P h  n   v  n g 
 
 0 3 5 8 = i   t i     c n g   M B R 
 
 0 3 5 9 = i   t i     c n g   G P T 
 
 0 3 6 0 = M t   v  i   p h  n   v  n g   b   t r  n   t r o n g     c n g   h i n   t i .   B n   c n   s a   l i ,   n u   k h  n g   p h  n   v  n g   k h  n g   t h   t h a y   i   d u n g   l n g .   B n   c    m u n   s a   l i   ? 
 
 0 3 6 1 = P h  n   v  n g   b   t r  n      s a   l i   x o n g .   C n   k h i   n g   l i   m  y   t  n h     h o  n   t t ,   h  y   b m   " n g    "     k h i   n g   l i . 
 
 0 3 6 2 = 
 
 0 3 6 3 = X i n   l i ,   v i c   n  y   k h  n g   t h   s a   l i   h o c   k h  n g   c h  n h   x  c   ! 
 
 0 3 6 4 = n   P h  n   v  n g 
 
 0 3 6 5 = B n   c    c h n g   t r  n h   a n g   c h   !   B n   c    m u n   t h c   h i n   n    t r c   k h i   t h o  t   ? 
 
 0 3 6 6 = h t t p s : / / w w w . d i s k - P a r t i t i o n . c o m / t u t o r i a l s . h t m l 
 
 0 3 6 7 = X  a     c n g      c h n   v    c h n   c  c h   x  a   d   l i u . 
 
 0 3 6 8 = K i m   t r a   c p   n h t   k h i   k h i   n g . 
 
 0 3 6 9 = K i m   t r a   s e c t o r   x u 
 
 0 3 7 0 = B t   u 
 
 0 3 7 1 = Q u  t   n h a n h 
 
 0 3 7 2 = B  n h   t h n g 
 
 0 3 7 3 = H   h n g 
 
 0 3 7 4 = S   s e c t o r   x u : 
 
 0 3 7 5 = T   l : 
 
 0 3 7 6 =    q u a : 
 
 0 3 7 7 = C  n   l i : 
 
 0 3 7 8 = H  y   b m   " B t   u "     k i m   t r a   ! 
 
 0 3 7 9 = K i m   t r a     c n g 
 
 0 3 8 0 = S e c t o r   x u   t  m   t h y : \ n 
 
 0 3 8 1 = S e c t o r   x u   :   % I 6 4 d \ n 
 
 0 3 8 2 = a n g   k i m   t r a . . . \ n 
 
 0 3 8 3 = a n g   t  n h   t o  n . . . 
 
 0 3 8 4 = H o  n   t t   k i m   t r a . \ n 
 
 0 3 8 5 =    h y   b   k i m   t r a .   ( B m   " H y   b "      n g   h p   t h o i   n  y . ) \ n 
 
 0 3 8 6 = w i n c h k . e x e   b   l i ,   c h n g   t r  n h   k h  n g   t  m   t h y   t r o n g \ n % s . 
 
 0 3 8 7 = a n g   k i m   t r a     ( % c : ) ,   x i n   c h . . . \ n - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - \ n 
 
 0 3 8 8 = B   l i   k h i   k i m   t r a   p h  n   v  n g . \ n     n g h   b n   t h   d  n g   c h k d s k . e x e   t r o n g   c h     d  n g   l n h     k i m   t r a   p h  n   v  n g   n  y . 
 
 0 3 8 9 = D i   c h u y n   v    i   d u n g   l n g 
 
 0 3 9 0 = P h  n   v  n g 
 
 0 3 9 1 = H   t h n g 
 
 0 3 9 2 = D u n g   l n g 
 
 0 3 9 3 = C  n   t r n g 
 
 0 3 9 4 = K i u 
 
 0 3 9 5 =    d  n g 
 
 0 3 9 6 = T r n g   t h  i 
 
 0 3 9 7 = T  n 
 
 0 3 9 8 =   c n g 
 
 0 3 9 9 = D u n g   l n g 
 
 0 4 0 0 = K i u 
 
 0 4 0 1 = A O M E I   P a r t i t i o n   A s s i s t a n t   k h  n g   h   t r     c n g   n g   t r o n g   W i n P E ,   n h n g   b n   c    t h   d  n g   n    v i   W i n   k h  n g   p h i   W i n P E ,   n h   l    W i n d o w s   7 . 
 
 0 4 0 2 = P h i  n   b n   r  t   g n   k h  n g   h   t r     c n g   G P T .   B n   c    t h   m u a   m t   p h i  n   b n   y       c   h   t r     c n g   G P T   n  y . 
 
 0 4 0 3 =   c n g   n ,   h  y   c h u y n   n    t h  n h     c n g   k h  n g   n   b n g   W i n d o w s   d i s k   M a n a g e m e n t . 
 
 0 4 0 4 =   c n g   k h  n g   n 
 
 0 4 0 5 =   c n g   n 
 
 0 4 0 6 = T h  n g   t i n     c n g   % d 
 
 0 4 0 7 = T n g   d u n g   l n g :   % s 
 
 0 4 0 8 = D n g     :   % I 6 4 d ,   % d ,   % d 
 
 0 4 0 9 =    d  n g :   % s 
 
 0 4 1 0 = K i u     c n g :   % s 
 
 0 4 1 1 = K i u   P h  n   v  n g 
 
 0 4 1 2 = C h a   p h  n   b 
 
 0 4 1 3 = C h a   n h   d n g 
 
 0 4 1 4 = e x F A T 
 
 0 4 1 5 = E X T 2 
 
 0 4 1 6 = E X T 3 
 
 0 4 1 7 = K h  c 
 
 0 4 1 8 = F A T 1 2 
 
 0 4 1 9 = F A T 1 6 
 
 0 4 2 0 = F A T 3 2 
 
 0 4 2 1 = N T F S 
 
 0 4 2 2 = K h  n g   r  
 
 0 4 2 3 = D u n g   l n g :   % s 
 
 0 4 2 4 =   c n g   % d   ( % s ) 
 
 0 4 2 5 = C h c   n n g 
 
 0 4 2 6 = i   d u n g   l n g / d i   c h u y n 
 
 0 4 2 7 = P h  n   b   d u n g   l n g   t r n g 
 
 0 4 2 8 = i   t i   C h  n h 
 
 0 4 2 9 = K h  c 
 
 0 4 3 0 = C h n g   t r  n h 
 
 0 4 3 1 = i   t i   N T F S 
 
 0 4 3 4 = T h u t   s )
 
 0 4 3 5 = M   r n g   P h  n   v  n g 
 
 0 4 3 6 = S a o   c h  p     c n g 
 
 0 4 3 7 = S a o   c h  p   P h  n   v  n g 
 
 0 4 3 8 = K h  i   p h c   P h  n   v  n g 
 
 0 4 3 9 = S a o   c h  p     c n g 
 
 0 4 4 0 =   c n g   G P T 
 
 0 4 4 1 = K i u     c n g : 
 
 0 4 4 2 = B u s     c n g : 
 
 0 4 4 3 = K    h i u     c n g : 
 
 0 4 4 4 = T n g   s e c t o r   v t   l  : 
 
 0 4 4 5 = D u n g   l n g : 
 
 0 4 4 6 = C y l i n d e r s : 
 
 0 4 4 7 = H e a d s : 
 
 0 4 4 8 = s e c t o r   m i   t r a c k : 
 
 0 4 4 9 = K h  n g   g i i   h n 
 
 0 4 5 0 = S   b y t e s   m i   s e c t o r : 
 
 0 4 5 1 = S   s e c t o r   m i   c l u s t e r : 
 
 0 4 5 2 = s e c t o r   c a   t h   m c   r o o t : 
 
 0 4 5 3 = S e c t o r   d   p h  n g : 
 
 0 4 5 4 = s e c t o r   m i   F A T : 
 
 0 4 5 5 = S e c t o r   F A T   u   t i  n : 
 
 0 4 5 6 = S e c t o r   d   l i u   u   t i  n : 
 
 0 4 5 7 = T h  n g   t i n   P h  n   v  n g   t m 
 
 0 4 5 8 =    d  n g :                   % s   ( % . 2 f % % ) 
 
 0 4 5 9 = C  n   t r n g :               % s   ( % . 2 f % % ) 
 
 0 4 6 0 = T n g   s e c t o r   t p   t i n   h   t h n g : 
 
 0 4 6 1 = C l u s t e r   M F T   u   t i  n : 
 
 0 4 6 2 = S   s e c t o r   m i   t p   t i n   g h i : 
 
 0 4 6 3 = S   s e c t o r   m i   b l o c k   c h   n h : 
 
 0 4 6 4 = S   p h i  n   b n   N T F S : 
 
 0 4 6 5 = H   t h n g : 
 
 0 4 6 6 = S e c t o r   v t   l    u   t i  n : 
 
 0 4 6 7 = S e c t o r   v t   l    s a u   c  n g : 
 
 0 4 6 8 = T  n   t h i t   b : 
 
 0 4 6 9 = i m   g n : 
 
 0 4 7 0 = C h  n h 
 
 0 4 7 1 = L o g i c 
 
 0 4 7 2 = K h i   n g 
 
 0 4 7 3 = n 
 
 0 4 7 4 = H   t h n g 
 
 0 4 7 5 = K h i   n g 
 
 0 4 7 6 = B   c c     c n g    c h 
 
 0 4 7 7 = T h e o   d u n g   l n g   P h  n   v  n g   g c 
 
 0 4 7 8 = T h e o   t   l   P h  n   v  n g   g c 
 
 0 4 7 9 = T h e o   c h n h   s a   P h  n   v  n g    c h 
 
 0 4 8 0 = T  y   c h n   S a o   c h  p 
 
 0 4 8 1 = T i p   t h e o 
 
 0 4 8 2 = 
 
 0 4 8 3 = P h  n   v  n g   ( % c : )   l    q u    n h ,   h  y   b m   t  y   c h n   " C h n h   s a   P h  n   v  n g   t r o n g     c n g   n  y "   v    c h n h   d u n g   l n g   p h  n   v  n g   l n   h n   ! 
 
 0 4 8 4 = C h n h   s a     c n g 
 
 0 4 8 5 = B n   c    t h   c h n h   s a   d u n g   l n g   p h  n   v  n g   t r o n g     c n g    c h . 
 
 0 4 8 6 = H  y   b m   " T i p   t h e o "     t i p   t c . 
 
 0 4 8 7 = T i   u   h i u   s u t   c h o   S S D   ( n u     c n g    c h   c   c h n   l    m t     )a   S S D   ,   h  y   c h n      n  y ) 
 
 0 4 8 8 = T t   c   d   l i u   t r o n g     c n g    c h      c h n   n  y   s   b   x  a   s a u   k h i   b n   s a o   c h  p   d   l i u   t i     c n g .   B n   c    c h c   c h n   m u n   x  a   t t   c   p h  n   v  n g   v    t t   c   d   l i u   t r o n g     c n g    c h   ?   B m   " Y e s "   n u   c h p   n h n   v    c h u y n   t i   t r a n g   k   t i p     s a o   c h  p . 
 
 0 4 8 9 = C h n     c n g    c h 
 
 0 4 9 0 = C h n   m t     c n g    c h     s a o   c h  p     c n g   n g u n 
 
 0 4 9 1 =   c n g    c h   s   b   x  a   k h i   s a o   c h  p ,   h  y   b m   " T i p   t h e o "     t i p   t c . 
 
 0 4 9 2 =   c n g    c h   k h  n g   t h   l      c n g   n g   h o c     c n g   n . 
 
 0 4 9 3 =   c n g   h   t h n g   h o c     c n g   k h i   n g   k h  n g   t h   s   d n g   l  m   m t     c n g    c h . 
 
 0 4 9 4 =   c n g      c h n   l      c n g   n g u n . 
 
 0 4 9 5 =   c n g      c h n   n  y   l    q u    n h .   D u n g   l n g   c h a   p h  n   b   c n   t h i t   l  :   % s . 
 
 0 4 9 6 = T h   d  n g   P h n g   t h c   S a o   c h  p   n h a n h . 
 
 0 4 9 7 = T r   l i 
 
 0 4 9 8 = H o  n   t t 
 
 0 4 9 9 = K h i   n g   c h n g   t r  n h   h   t h n g 
 
 0 5 0 0 = L  m   t h   n  o     k h i   n g   c h n g   t r  n h   h   t h n g   t     c n g    c h 
 
 0 5 0 1 = H  y   b m   " H o  n   t t "     q u a y   l i   h p   t h o i   c h  n h ,   r i   b m   " T h c   h i n "   t r o n g   t h a n h   c  n g   c     t h c   h i n   c h n g   t r  n h . 
 
 0 5 0 2 = < b > N o t e : < / b > < b r > < b r > A f t e r   c l o n e   o r   m i g r a t i o n ,   a l l   d e s t i n a t i o n   d i s k s   c a n   b o o t   u p   p e r f e c t l y .   H o w e v e r ,   j u s t   i n   f e w   c a s e s ,   c o m p u t e r   m a y   n o t   b o o t   f r o m   t h e   d e s t i n a t i o n   d i s k .   I f   y o u   e n c o u n t e r   s u c h   p r o b l e m ,   y o u   c a n   d i s c o n n e c t   t h e   s o u r c e   d i s k   f r o m   c o m p u t e r ,   o r ,   e x c h a n g e   t h e   c o n n e c t i o n   s o c k e t   o f   d e s t i n a t i o n   d i s k   a n d   s o u r c e   d i s k .   T h e n ,   b o o t   t h e   c o m p u t e r   f r o m   d e s t i n a t i o n   d i s k . 
 
 0 5 0 3 = C h n   P h n g   t h c   S a o   c h  p     c n g 
 
 0 5 0 4 = H  y   c h n   m t   P h n g   t h c   t h  c h   h p     S a o   c h  p     c n g 
 
 0 5 0 5 = T h u t   s )  s   h n g   d n   b n   c  c h   s a o   c h  p     c n g   n  y   t i     c n g   k h  c ,   h  y   b m   " T i p   t h e o "     t i p   t c . 
 
 0 5 0 6 = C h   s a o   c h  p   d u n g   l n g      s   d n g   t     c n g   n  y   t i     c n g   k h  c ,   v    h   t r   c h n h   s a   d u n g   l n g   p h  n   v  n g . 
 
 0 5 0 7 = S a o   c h  p   t t   c   s e c t o r   c a     c n g   t i     c n g   k h  c ,   k h  n g   c n   b i t   c    d   l i u   h a y   k h  n g . 
 
 0 5 0 8 = S a o   c h  p   n h a n h     c n g   (   n g h ) 
 
 0 5 0 9 = S a o   c h  p   t n g   s e c t o r 
 
 0 5 1 0 = T h u t   s )  s   g i  p   b n   s a o   c h  p   m t     c n g   t i     c n g   k h  c ,     c n g   h i n   t i   % d   c   c h n   l      c n g   n g u n ,   h  y   b m   " T i p   t h e o "     t i p   t c . 
 
 0 5 1 1 = C h n g   t r  n h   S a o   c h  p     c n g 
 
 0 5 1 2 = K h  n g   c    p h  n   v  n g   n  o   t r o n g     c n g      c h n ,   n  n   n    s   c   s a o   c h  p   v i   p h n g   t h c   t n g   s e c t o r . 
 
 0 5 1 3 = C h n     c n g   n g u n 
 
 0 5 1 4 = C h n   m t     c n g   b n   m u n   s a o   c h  p 
 
 0 5 1 5 = T t   c   P h  n   v  n g   t r o n g     c n g   n g u n   s   c   s a o   c h  p   t i   m t     c n g    c h   m    b n   s   c h n     t r a n g   k . 
 
 0 5 1 6 =   c n g   n g   h o c     c n g   n   k h  n g   t h   c h n   l  m     c n g   n g u n . 
 
 0 5 1 7 = L  m   t h   n  o     k h i   n g   H   i u   h  n h   t   S S D   h o c   H D D . 
 
 0 5 1 8 = < b > N o t e : < / b > < b r > < b r > A f t e r   c l o n e   o r   m i g r a t i o n ,   a l l   d e s t i n a t i o n   d i s k s   c a n   b o o t   u p   p e r f e c t l y .   H o w e v e r ,   j u s t   i n   f e w   c a s e s ,   c o m p u t e r   m a y   n o t   b o o t   f r o m   t h e   d e s t i n a t i o n   d i s k .   I f   y o u   e n c o u n t e r   s u c h   p r o b l e m ,   y o u   c a n   d i s c o n n e c t   t h e   s o u r c e   d i s k   f r o m   c o m p u t e r ,   o r ,   e x c h a n g e   t h e   c o n n e c t i o n   s o c k e t   o f   d e s t i n a t i o n   d i s k   a n d   s o u r c e   d i s k .   T h e n ,   b o o t   t h e   c o m p u t e r   f r o m   d e s t i n a t i o n   d i s k . 
 
 0 5 1 9 = L i   ! 
 
 0 5 2 0 = X  c   n h   d u n g   l n g   h o c   v   t r    c a   p h  n   v  n g   c   t o . 
 
 0 5 2 1 = H  y   b m   " T i p   t h e o "     b i t   c  c h   k h i   n g   t   S S D . 
 
 0 5 2 2 = H  y   b m   " H o  n   t t "     q u a y   l i   h p   t h o i   c h  n h ,   r i   b m   " T h c   h i n "   t r o n g   t h a n h   c  n g   c     t h c   h i n   c h n g   t r  n h . 
 
 0 5 2 3 = T i   u   h i u   s u t   c h o   S S D   ( n u   d u n g   l n g   c h a   p h  n   b   c   c h n   c    s n   t r o n g   m t   S S D ,   h  y   c h n      n  y ) 
 
 0 5 2 4 =   c n g    c h      c h n   l    m t     c n g   G P T ,   n h n g   c h n g   t r  n h   k h  n g   t h   d i   c h u y n   H   i u   h  n h   t i   m t     c n g   G P T .   B n   c    t h   c h n   l i   m t     c n g   k h  n g   p h i   l o i   G P T ,   h o c   i     c n g   G P T   t h  n h     c n g   M B R   v    t h   l i . 
 
 0 5 2 5 = C h n   d u n g   l n g     c n g 
 
 0 5 2 6 = C h n   m t   d u n g   l n g   c h a   p h  n   b   t r o n g   S S D   h o c   H D D . 
 
 0 5 2 7 = C h n   d u n g   l n g    c h 
 
 0 5 2 8 = C h n   d u n g   l n g   c h a   p h  n   b   l    n i   b n   m u n   t o   p h  n   v  n g 
 
 0 5 2 9 =   c n g      c h n   l    m t     c n g   n g .   C h n g   t r  n h   k h  n g   h   t r   s a o   c h  p   h o c   d i   c h u y n   p h  n   v  n g   t i     c n g   n g .     n g h   b n   i     c n g   n g   b n g     c n g   t h n g   v    t h   l i . 
 
 0 5 3 0 = H  y   c h n   m t   d u n g   l n g   c h a   p h  n   b ,   n u   k h  n g   c  ,   b n   c    t h   t h u   n h   h o c   x  a   p h  n   v  n g   k h  c     t o   d u n g   l n g   c h a   p h  n   b . 
 
 0 5 3 1 = C    4   P h  n   v  n g   c h  n h   t r o n g     c n g ,   n  n   k h  n g   t h   t o   t h  m   p h  n   v  n g   m i      y . 
 
 0 5 3 2 = P h  n   v  n g   c h  n h   t r o n g     c n g   b   g i i   h n ,   h  y   i   m t   P h  n   v  n g   c h  n h   t i   P h  n   v  n g   l o g i c   b n g   P a r t i t i o n   A s s i s t a n t ,   v    r i   t h c   h i n   d i   c h u y n . 
 
 0 5 3 3 = D u n g   l n g   c h a   p h  n   b      c h n   k h  n g   .   D u n g   l n g   c h a   p h  n   b   p h i   l n   h n :   % s .   
 
 0 5 3 4 = X i n   l i ,   c h n g   t r  n h   k h  n g   h   t r   d i   c h u y n   H   i u   h  n h   t     c n g   t i   S S D   h o c   H D D .     n g h   b n   i     c n g   n g   b n g     c n g   t h n g   v    t h   l i . 
 
 0 5 3 5 = X i n   l i ,   c h n g   t r  n h   k h  n g   h   t r   d i   c h u y n   H   i u   h  n h   t     c n g   G P T   t i   S S D   h o c   H D D . 
 
 0 5 3 6 = K h  n g     d u n g   l n g   t r n g   t r o n g   p h  n   v  n g   H   i u   h  n h .     h o  n   t t   d i   c h u y n ,   b n   c n   g i i   p h  n g   t h  m   8 0 0 M B   d u n g   l n g   t r o n g   P h  n   v  n g   H   i u   h  n h   n  y .   
 
 0 5 3 7 = D i   c h u y n   c h n g   t r  n h   h   t h n g   h i n   t i   t i   S S D   h o c   H D D . 
 
 0 5 3 8 = T h u t   s )  s   g i  p   b n   d i   c h u y n   H   i u   h  n h   h i n   t i   t i   S S D   h o c   H D D .   H  y   b m   " T i p   t h e o "     t i p   t c . 
 
 0 5 3 9 = C h n   P h n g   t h c   S a o   c h  p   P h  n   v  n g 
 
 0 5 4 0 = H  y   c h n   m t   P h n g   t h c   t h  c h   h p     S a o   c h  p   P h  n   v  n g 
 
 0 5 4 1 = T h u t   s )  s   g i  p   b n   s a o   c h  p   m t   P h  n   v  n g .   H  y   b m   " T i p   t h e o "     t i p   t c . 
 
 0 5 4 2 = C h   s a o   c h  p   d u n g   l n g      s   d n g   c a   p h  n   v  n g ,   v    h   t r   i   k  c h   t h c   p h  n   v  n g   t r o n g   k h i   s a o   c h  p . 
 
 0 5 4 3 = S a o   c h  p   t t   c   s e c t o r   c a   P h  n   v  n g ,   k   c   d u n g   l n g   t r n g   c h a   s   d n g . 
 
 0 5 4 4 = S a o   c h  p   n h a n h   P h  n   v  n g   (   n g h ) 
 
 0 5 4 5 = ' T r   g i  p "   s   h n g   d n   b n   s a o   c h  p   m t   P h  n   v  n g .                                                                                                                                                                         P h  n   v  n g   h i n   t i   ( % c : )   c   c h n   l    P h  n   v  n g   n g u n ,   b m   " T i p   t h e o "     t i p   t c . 
 
 0 5 4 6 = S a o   c h  p   P h  n   v  n g 
 
 0 5 4 7 = P h  n   v  n g      c h n   k h  n g   t h   s a o   c h  p   v i   p h n g   t h c   t n g   s e c t o r . 
 
 0 5 4 8 = C h n   P h  n   v  n g   n g u n 
 
 0 5 4 9 = H  y   c h n   m t   P h  n   v  n g   b n   m u n   s a o   c h  p 
 
 0 5 5 0 = H  y   c h n   m t   P h  n   v  n g   n g u n . 
 
 0 5 5 1 = P h  n   v  n g   h i n   t i   ( % c : )   c   c h n   l    P h  n   v  n g   n g u n ,   h  y   b m   " T i p   t h e o "     t i p   t c . 
 
 0 5 5 2 =   c n g   n   k h  n g   t h   k h  i   p h c .   H  y   d  n g   W i n d o w s   P a r t i t i o n   m a n a g e m e n t     c h u y n   i   n    t i   k h  n g   n ,   r i   t h   l i . 
 
 0 5 5 3 = C h  o   m n g   t i   T h u t   s )  K h  i   p h c   P h  n   v  n g 
 
 0 5 5 4 = C h n   m t     c n g   b n   m u n   k h  i   p h c . 
 
 0 5 5 5 = C    4   P h  n   v  n g   c h  n h   t r o n g     c n g   n  y ,   n  n   p h  n   v  n g   t r o n g     c n g   n  y   k h  n g   t h   k h  i   p h c .   B n   c    t h   i   m t   t r o n g   s      t i   p h  n   v  n g   l o g i c   v    t h   l i . 
 
 0 5 5 6 = T m   d n g 
 
 0 5 5 7 = N g   c n h   t p   t i n   t r o n g   P h  n   v  n g 
 
 0 5 5 8 = C h n g   t r  n h   a n g   q u  t ,   x i n   c h . . . 
 
 0 5 5 9 = C h n   P h  n   v  n g   b   m t 
 
 0 5 6 0 = H  y   c h n   P h  n   v  n g   b n   m u n   k h  i   p h c   t   h p   d a n h   s  c h   d i . 
 
 0 5 6 1 = P h  n   v  n g      c h n   t r  n g   v i   p h  n   v  n g      c  ,   h  y   c h n   l i . 
 
 0 5 6 2 = D    t  m   h o  n   t t ,   h  y   c h n   p h  n   v  n g   b n   m u n   k h  i   p h c ,   v    b m   " T h c   h i n " . 
 
 0 5 6 3 = K h  n g   t  m   t h y   p h  n   v  n g   n  o .   B n   c    t h   c h n   p h n g   t h c   k h  c     d    t  m . 
 
 0 5 6 4 = T i p   t c 
 
 0 5 6 5 = a n g   t m   d n g .   B n   c    t h   b m   " T i p   t c "     c h y   t i p ,   h o c   b m    p   v  o   p h  n   v  n g     m   n g   c n h   t p   t i n . 
 
 0 5 6 6 = P h  n   v  n g   k h  n g   t h   m   n g   c n h .   C h n g   t r  n h   c h   h   t r   n g   c n h   c h o   p h  n   v  n g   N T F S   v    F A T 3 2 . 
 
 0 5 6 7 = C h n g   t r  n h   a n g   l u   P h  n   v  n g   t i     c n g   v t   l  . 
 
 0 5 6 8 = C h n g   t r  n h   c n   k h i   n g   l i   m  y   t  n h   b  y   g i     h o  n   t t   k h  i   p h c .   H  y   b m   " n g    "     k h i   n g   l i . 
 
 0 5 6 9 = T u y t   v i   ! \ n \ n P h  n   v  n g      c   k h  i   p h c   x o n g .   B n   c    t h   t  m   p h  n   v  n g   n  y   b n g   W i n d o w s   E x p l o r e r .   N u   k h  n g   t h y ,   h  y   c h   n h   m t   k    t     )a   h o c   k h i   n g   l i   m  y   t  n h . 
 
 0 5 7 0 = C h n   m t   P h n g   t h c   d    t  m 
 
 0 5 7 1 = B n   c    t h   c h n   k i u   D    t  m   n h a n h   h o c   D    t  m   y   . 
 
 0 5 7 2 = D    t  m   n h a n h   (   n g h ) 
 
 0 5 7 3 = P h n g   t h c   n  y   s   d    t  m   n h a n h   P h  n   v  n g      x  a   h o c   b   m t .   N u   k h  n g   t  m   t h y   p h  n   v  n g   v i   p h n g   t h c   n  y ,   b n   c    t h   t h   d  n g   D    t  m   y   . 
 
 0 5 7 4 = D    t  m   y   
 
 0 5 7 5 = P h n g   t h c   n  y   s   q u  t   t n g   s e c t o r   c a     c n g      c h n ,   n  n   m t   n h i u   t h i   g i a n .   B n   c    t h   c h n   p h n g   t h c   n  y   n u   D    t  m   n h a n h   b   l i .   
 
 0 5 7 6 = T h c   h i n 
 
 0 5 7 7 = H y   b 
 
 0 5 7 8 = Q u a y   l i 
 
 0 5 7 9 = L  m   l i 
 
 0 5 8 0 = T i   l i 
 
 0 5 8 1 = H n g   d n 
 
 0 5 8 2 = M u a 
 
 0 5 8 3 = M u a 
 
 0 5 8 4 = T h  n g   t i n   P h  n   v  n g 
 
 0 5 8 5 = M    h  a 
 
 0 5 8 6 = Q u a y   l i         C t r l + Z 
 
 0 5 8 7 = L  m   l i             C t r l + Y 
 
 0 5 8 8 = T h c   h i n       C t r l + E n t e r 
 
 0 5 8 9 = H y   b           C t r l + D 
 
 0 5 9 0 = T i   l i                 F 5 
 
 0 5 9 1 = 
 
 0 5 9 2 = T h o  t 
 
 0 5 9 3 = T h a o   t  c 
 
 0 5 9 4 =   c n g 
 
 0 5 9 5 = S a o   c h  p     c n g 
 
 0 5 9 6 = K h i   t o     c n g 
 
 0 5 9 7 = X  a   s c h     c n g 
 
 0 5 9 8 = K i m   t r a     c n g 
 
 0 5 9 9 = T o   M B R 
 
 0 6 0 0 = X  a   t t   c   P h  n   v  n g 
 
 0 6 0 1 = i   M B R / G P T 
 
 0 6 0 2 = T h u c   t  n h 
 
 0 6 0 3 = P h  n   v  n g 
 
 0 6 0 4 = i   k  c h   t h c   P h  n   v  n g 
 
 0 6 0 5 = D i   c h u y n   P h  n   v  n g 
 
 0 6 0 6 = N i   P h  n   v  n g 
 
 0 6 0 7 = C t   P h  n   v  n g 
 
 0 6 0 8 = P h  n   b   d u n g   l n g   t r n g 
 
 0 6 0 9 = S a o   c h  p   P h  n   v  n g 
 
 0 6 1 0 = T o   m i   P h  n   v  n g 
 
 0 6 1 1 = X  a   P h  n   v  n g 
 
 0 6 1 2 = n h   d n g   P h  n   v  n g 
 
 0 6 1 3 = i   t  n   P h  n   v  n g 
 
 0 6 1 4 = X  a   P h  n   v  n g 
 
 0 6 1 5 = N  n g   c a o 
 
 0 6 1 6 = i   k    t     )a 
 
 0 6 1 7 = n   P h  n   v  n g 
 
 0 6 1 8 = t   P h  n   v  n g   k h i   n g 
 
 0 6 1 9 = i   t i   N T F S 
 
 0 6 2 0 = i 
 
 0 6 2 1 = K i m   t r a   P h  n   v  n g 
 
 0 6 2 2 = X  a   s c h   d   l i u 
 
 0 6 2 3 = i   k i u   I D   P h  n   v  n g 
 
 0 6 2 4 = i   s   S e r i a l 
 
 0 6 2 5 = S p   x p   P h  n   v  n g 
 
 0 6 2 6 = T h u t   s )
 
 0 6 2 7 = S a o   c h  p     c n g 
 
 0 6 2 8 = S a o   c h  p   P h  n   v  n g 
 
 0 6 2 9 = M   r n g   P h  n   v  n g 
 
 0 6 3 0 = D i   c h u y n   H   i u   h  n h   t i   S S D   h o c   H D D 
 
 0 6 3 1 = K h  i   p h c   P h  n   v  n g 
 
 0 6 3 2 = T r   g i  p 
 
 0 6 3 3 = H n g   d n         F 1 
 
 0 6 3 4 = T  i   l i u   ( P D F ) 
 
 0 6 3 5 = K i m   t r a   c p   n h t 
 
 0 6 3 6 = H   t r 
 
 0 6 3 7 = G i y   p h  p   n  n g   c p 
 
 0 6 3 8 = G i i   t h i u   b n   b  
 
 0 6 3 9 = H n g   d n   t r c   t u y n 
 
 0 6 4 0 = T h  n g   t i n 
 
 0 6 4 1 = M u a 
 
 0 6 4 2 = M u a   b  y   g i 
 
 0 6 4 3 = u   t i  n   h  y   b m   " T h c   h i n "   t r o n g   t h a n h   c  n g   c     t h c   h i n   n i . 
 
 0 6 4 5 = C h n g   t r  n h   p h  t   h i n   c    t p   t i n   p a g e f i l e . s y s   t r o n g   % c : ,   t r c   t i  n   h  y   d i   c h u y n   n    v  o   t h   m c   t m   t r o n g   % c :   ,   k h i   n g   l i   m  y   t  n h   v    t h   l i .   \ n \ n C  c h   t h c   d i   c h u y n :   \ n C h u t   p h i   \ " C o m p u t e r \ "   - >   \ " P r o p e r t i e s \ "   - >   \ " A d v a n c e d   s y s t e m   s e t t i n g s \ "   - >   \ " P e r f o r m a n c e   S e t t i n g s \ "   - >   \ " A d v a n c e d \ "   - >   \ " V i r t u a l   M e m o r y   C h a n g e \ " .   D   b i t   t h  m   t h  n g   t i n ,   b n   c    t h   t r u y   c p   F A Q   t r o n g   H e l p   D o c u m e n t s . 
 
 0 6 4 6 = T  n     )a : \ t 
 
 0 6 4 7 = D u n g   l n g     )a : \ t 
 
 0 6 4 8 = T n g : \ t 
 
 0 6 4 9 = G i m : \ t 
 
 0 6 5 0 = D i   c h u y n   v   t r c : \ t 
 
 0 6 5 1 = M   r n g     )a 
 
 0 6 5 2 = T h u   n h     )a 
 
 0 6 5 3 = D i   c h u y n     )a 
 
 0 6 5 4 = D u n g   l n g   g i m : 
 
 0 6 5 5 = D u n g   l n g   n h   n h t   % s 
 
 0 6 5 6 = D u n g   l n g   l n   n h t   % s 
 
 0 6 5 7 =   )a   h i n   t i   l    % s   ( % c : ) ,   d i    y   l    c u   t r  c   c a     c n g   h i n   t i . 
 
 0 6 5 8 = V   t r      c n g 
 
 0 6 5 9 = H  y   x  c   n h   d u n g   l n g   m i   c h o   p h  n   v  n g ,   v    b m   " T i p   t h e o "   l n   n a . 
 
 0 6 6 0 = H  y   t n g   d u n g   l n g    t   n h t   6 4 M B   c h o   p h  n   v  n g . 
 
 0 6 6 1 = V  i   p h  n   v  n g   k h  n g   t h   t h u   n h ,   h  y   b   c h n   c h  n g   t r o n g   h p   d a n h   s  c h   ! 
 
 0 6 6 2 = H  y   x  c   n h   l i   d u n g   l n g   m i   c h o   p h  n   v  n g . 
 
 0 6 6 3 = L i ,     n g h   x  c   n h   l i   d u n g   l n g   p h  n   v  n g . 
 
 0 6 6 4 = D u n g   l n g   m i : 
 
 0 6 6 5 = X  c   n h   d u n g   l n g   m i   c a   p h  n   v  n g   m    b n   m u n   m   r n g . 
 
 0 6 6 6 = H  y   x  c   n h   d u n g   l n g   m i   c a   p h  n   v  n g   b n g   c  c h   d i   c h u y n   t h a n h   t r t   h o c   n h p   g i    t r   t h  c h   h p   v  o   h p   d u n g   l n g   m i   c a   p h  n   v  n g . 
 
 0 6 6 7 = H  y   b m   " T i p   t h e o "     x e m   t r c   c  c   c h n g   t r  n h   s   c   x   l  . 
 
 0 6 6 8 = B m   < f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " # M E S S A G E " >    y < / a > < / f o n t >     m   r n g     )a   b n g   c  c h   t h u   n h   c  c     )a   F A T / F A T 3 2 . 
 
 0 6 6 9 = S n   p h m   h i n   t i   l    p h i  n   b n   d  n g   t h .   B n   c n   m u a   m t   p h i  n   b n   y       c    t h  m   c h c   n n g .   \ n \ n N u   b n   h  i   l  n g   v i   s n   p h m ,   h  y   v i n g   t h m   < u > < f o n t   c o l o r = " # 0 0 0 0 f 0 " > w w w . d i s k - P a r t i t i o n . c o m < / f o n t > < / u >     m u a . 
 
 0 6 7 0 = S n   p h m   h i n   t i   l    p h i  n   b n   d  n g   t h .   B n   c n   m u a   m t   p h i  n   b n   y       c    t h  m   c h c   n n g . \ n \ n N u   b n   h  i   l  n g   v i   s n   p h m ,   h  y   t   m u a   n  . 
 
 0 6 7 1 = C    v n     t r o n g   k h i   m   r n g   p h  n   v  n g ,   b n   c    t h   t h   m   r n g   p h  n   v  n g   b n g   P a r t i t i o n   A s s i s t a n t   M a i n   C o n s o l e .     g i i   q u y t   v n   ,   b n   c    t h   t h a m   k h o   F A Q   t r o n g   t  i   l i u   t r   g i  p   h o c   v i n g   t h m   t r a n g   c h     b i t   c  c h   m   r n g   p h  n   v  n g :   h t t p s : / / w w w . d i s k - P a r t i t i o n . c o m / p a - e x t e n d - P a r t i t i o n . h t m l . 
 
 0 6 7 2 = X i n   l i ,   c h n g   t r  n h   h i n   t i   b   h y   b   ! \ r \ n T h  n g   t i n   m  :   % d \ r \ n 
 
 0 6 7 3 = P h  n   v  n g   k h  n g   t h   k h  a ,   h  y   k h i   n g   l i   m  y   t  n h   v    t h   l i ,   h o c   b n   c    t h   i   k  c h   t h c   p h  n   v  n g   b n g   P a r t i t i o n   A s s i s t a n t   M a i n   C o n s o l e .     g i i   q u y t   v n   ,   b n   c    t h   t h a m   k h o   F A Q   t r o n g   t  i   l i u   t r   g i  p   h o c   v i n g   t h m   t r a n g   c h     b i t   c  c h   m   r n g   p h  n   v  n g :   h t t p s : / / w w w . d i s k - P a r t i t i o n . c o m / p a - e x t e n d - P a r t i t i o n . h t m l . 
 
 0 6 7 4 = T r   g i  p 
 
 0 6 7 5 = P h n g   t h c   t h c   h i n 
 
 0 6 7 6 = H  y   c h n   m t   p h n g   t h c     d i     m   r n g   p h  n   v  n g   c a   b n . 
 
 0 6 7 7 = M   r n g   P h  n   v  n g   h   t h n g   h i n   t i   c    c h a   W i n d o w s . 
 
 0 6 7 8 =   c n g 
 
 0 6 7 9 = M   r n g   p h  n   v  n g   h   t h n g 
 
 0 6 8 0 = C h n   P h  n   v  n g   t     c n g     m   r n g . 
 
 0 6 8 1 = C    p h i   b n   m u n   h y   b   ?   C h n g   t r  n h   s   b   h y   b   n u   b n   b m   " C  "   s a u   k h i   h o  n   t t   c h n g   t r  n h   h i n   t i . \ n \ n L u      n g   c h m   d t   n a   c h n g   c h n g   t r  n h ,   d   l i u   c    t h   b   l i   ! 
 
 0 6 8 2 = H  y   b m   " H o  n   t t "     t h o  t   ! 
 
 0 6 8 3 = C h n g   t r  n h     d i   a n g   c   t h c   h i n . 
 
 0 6 8 4 = T i n   t r  n h   h i n   t i 
 
 0 6 8 5 = B n   c n   c  i   t   l i   A O M E I   P a r t i t i o n   A s s i s t a n t   v  o   P h  n   v  n g   h   t h n g   ( n h   C : \ P r o g r a m   F i l e s ) ,   s a u      c    t h   t h c   h i n   c h n g   t r  n h   h i n   t i . 
 
 0 6 8 6 = V i c   t h c   h i n   c    t h   m t   v  i   p h  t   ( k h o n g   % s ) ,   v    b n   h  y   k i  n   n h n   c h .   B n   c    c h c   c h n   m u n   t h c   h i n   ?   \ n \ n L u      l    m t   v  i   c h n g   t r  n h   a n g   c h y   t r o n g   p h  n   v  n g   c    t h   b   h y   b   l    b  n h   t h n g ,   v    m t   s   s h o r t c u t   c in g   s   b   v    h i u   h  a   t m   t h i . 
 
 0 6 8 7 = B   t r      c n g 
 
 0 6 8 8 = X e m   t r c   v    x  c   n h n   c  c   c h n g   t r  n h   s   t h c   h i n . 
 
 0 6 8 9 = H  y   b m   " T h c   h i n "     m   r n g   P h  n   v  n g . 
 
 0 6 9 0 = C h n g   t r  n h   d i    y   s   c   t h c   h i n . 
 
 0 6 9 1 = u   t i  n     n g h   b n   c h n    t   n h t   1     )a   t   d a n h   s  c h ,   r i   b m   " T i p   t h e o "   l n   n a .   \ n M t   k h  c ,   c h n g   t r  n h   c h   c    t h   s   d n g   d u n g   l n g   c h a   p h  n   b   t r o n g     c n g     m   r n g   d u n g   l n g   p h  n   v  n g . 
 
 0 6 9 2 = B n   p h i   c h n    t   n h t   1     )a   t   d a n h   s  c h ,   v    c h n g   t r  n h   s   t h u   n h     )a      c h n     m   r n g   p h  n   v  n g   h i n   t i . 
 
 0 6 9 3 = T r o n g   c  c     )a      c h n ,   c    t h   c    c  c     )a   F A T / F A T 3 2 ,   n h n g   c h n g   t r  n h   k h  n g   t h   t h c   h i n   v i     )a   F A T . 
 
 0 6 9 4 =   i   n    t i   N T F S ,   c n   k h i   n g   l i   m  y   t  n h ,   b n   c    m u n   k h i   n g   l i   b  y   g i   ? 
 
 0 6 9 5 = G h i   r e g i s t r y   t h t   b i .   H  y   t h   l i   k h i      t t   p h n   m m   v i r u s .   V    b n   c in g   c    t h   c h u y n   i   n    t h   c  n g   t i   N T F S   \ n b n g   k i u   d  n g   l n h   C M D     d i :   \ n \ n c t r o n g v e r t . e x e   % c :   / F S : N T F S \ n 
 
 0 6 9 6 = C h n   P h  n   v  n g 
 
 0 6 9 7 = C h n   P h  n   v  n g     l y   t h  m   d u n g   l n g   t r n g   t : 
 
 0 6 9 8 =   m   r n g   d u n g   l n g   p h  n   v  n g ,   b n   c n   c h n   p h  n   v  n g   s   t h u   n h     d i     g i i   p h  n g   d u n g   l n g   t r n g :   
 
 0 6 9 9 = S a u   k h i   c h n   h  y   b m   " T i p   t h e o "     x  c   n h   d u n g   l n g   m i   c h o   p h  n   v  n g . 
 
 0 7 0 0 = N u   b n   k h  n g   c n   t h u   n h   p h  n   v  n g   t r  n ,   b m   < f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " # M E S S A G E " >    y < / a > < / f o n t >     m   r n g   p h  n   v  n g   b n g   c  c h   s   d n g   d u n g   l n g   c h a   p h  n   b   t r o n g     c n g . 
 
 0 7 0 1 = % c :   V   t r      c n g 
 
 0 7 0 2 = C    p h i   b n   m u n   t h o  t   T h u t   s )  M   r n g   p h  n   v  n g   ? 
 
 0 7 0 3 = C h     t   n g   m   r n g   m t   P h  n   v  n g . 
 
 0 7 0 4 = M   r n g   P h  n   v  n g   t r o n g   m t     c n g   r t   a n   t o  n   v    n h a n h   c h  n g . 
 
 0 7 0 5 = C h n g   t r  n h   p h  t   h i n   s   b y t e   m i   s e c t o r   k h  n g   p h i   l    5 1 2 ,   n  n   k h  n g   l  m   v i c   t r o n g     c n g   ! 
 
 0 7 0 6 = X i n   l i ,   c h n g   t r  n h   b   l i ,   t i     c n g   h i n   t i   b   l i ,   h  y   k h i   n g   l i   m  y   t  n h   v    t h   l i . 
 
 0 7 0 7 = C h n g   t r  n h   k h  n g   h   t r   m   r n g   P h  n   v  n g   t r o n g   m t     c n g   G P T ,   b n   c    t h   m   r n g   p h  n   v  n g   G P T   b n g   P a r t i t i o n   A s s i s t a n t   M a i n   C o n s o l e .     g i i   q u y t   v n   ,   b n   c    t h   x e m   F A Q   t r o n g   t  i   l i u   T r   g i  p   h o c   v i n g   t h m   t r a n g   c h     b i t   c  c h   m   r n g   m t   p h  n   v  n g :   h t t p s : / / w w w . d i s k - P a r t i t i o n . c o m / p a - e x t e n d - P a r t i t i o n . h t m l 
 
 0 7 0 8 =   c n g   h i n   t i   l n   h n   2 T B ,   c h n g   t r  n h   k h  n g   h   t r   ! 
 
 0 7 0 9 = C h n g   t r  n h   c h   h   t r   m   r n g   m t   p h  n   v  n g   N T F S .   N u   p h  t   h i n   p h  n   v  n g   c a   b n   k h  n g   p h i   l    N T F S ,   \ n b n   c    m u n   i   n    t h  n h   p h  n   v  n g   N T F S   ?   \ n \ n B m   " C  "     t h c   h i n ,   h o c   " K h  n g "     h y   b .   N u   b n   k h  n g   m u n   c h u y n   i ,   h  y   i   k  c h   t h c   m t   p h  n   v  n g   F A T 3 2   b n g   P a r t i t i o n   A s s i s t a n t   M a i n   C t r o n g s o l e .     g i i   q u y t   v n   ,   b n   c    t h   x e m   F A Q   t r o n g   t  i   l i u   T r   g i  p   h o c   v i n g   t h m   t r a n g   c h     b i t   c  c h   m   r n g   m t   p h  n   v  n g :   h t t p s : / / w w w . d i s k - P a r t i t i o n . c o m / p a - e x t e n d - P a r t i t i o n . h t m l 
 
 0 7 1 0 = T  m   t h y     )a   ( % c : )   b   k h  a   t r o n g   h   t h n g   c a   b n ,   b n   c n   m   k h  a ,   v    m   r n g   p h  n   v  n g   l n   n a .   N g o  i   r a ,     n g h   b n   t h   m   r n g   p h  n   v  n g   b n g   P a r t i t i o n   A s s i s t a n t   M a i n   C o n s o l e .     g i i   q u y t   v n   ,   b n   c    t h   x e m   F A Q   t r o n g   t  i   l i u   T r   g i  p   h o c   v i n g   t h m   t r a n g   c h     b i t   c  c h   m   r n g   m t   p h  n   v  n g :   h t t p s : / / w w w . d i s k - P a r t i t i o n . c o m / p a - e x t e n d - P a r t i t i o n . h t m l 
 
 0 7 1 1 = P h  n   v  n g   k h  n g   r    k h  n g   t h   m   r n g ,   h  y   c h n   l i   p h  n   v  n g . 
 
 0 7 1 2 = P h  n   v  n g   k h  n g   t h   m   r n g ,     n g h   b n   t h   l i   b n g   P a r t i t i o n   A s s i s t a n t   M a i n   C o n s o l e . 
 
 0 7 1 3 = X i n   l i ,   c h n g   t r  n h   k h  n g   t h   m   r n g   p h  n   v  n g   n  y   b i   v    d u n g   l n g     c n g   c  n   t r n g   k h  n g   .     n g h   b n   t h   m   r n g   p h  n   v  n g   b n g   P a r t i t i o n   A s s i s t a n t   M a i n   C o n s o l e .     g i i   q u y t   v n   ,   b n   c    t h   x e m   F A Q   t r o n g   t  i   l i u   T r   g i  p   h o c   v i n g   t h m   t r a n g   c h     b i t   c  c h   m   r n g   m t   p h  n   v  n g :   h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / p a - e x t e n d - p a r t i t i o n . h t m l 
 
 0 7 1 4 = C h  o   m n g   !   N    c    t h   m   r n g   p h  n   v  n g   N T F S   m    k h  n g   l  m   m t   d   l i u . 
 
 0 7 1 5 = a n g   t i . . . 
 
 0 7 1 6 = C h n g   t r  n h   a n g   t i   t h i t   b     c n g ,   x i n   c h . . . 
 
 0 7 1 7 = % c : % s \ n % s   % s \ n T r n g : % s 
 
 0 7 1 8 = S     c n g   h o c   P h  n   v  n g      t h a y   i   ( c    t h   d o   g n   t h  m   h o c   g   b   U S B ) .   B n   c    m u n   t i   l i   ? 
 
 0 7 1 9 = a n g   t i   ( % c : ) ,   P h  n   v  n g   % d   t r o n g     c n g   % d 
 
 0 7 2 0 = A O M E I   P a r t i t i o n   A s s i s t a n t 
 
 0 7 2 1 = 
 
 0 7 2 2 = T h  n g   t i n 
 
 0 7 2 3 = C   b n 
 
 0 7 2 4 = n g 
 
 0 7 2 5 = 
 
 0 7 2 6 = 
 
 0 7 2 7 = 
 
 0 7 2 8 = T i n   t c 
 
 0 7 2 9 = B n   c    m u n   t h a y   i   g i a o   d i n   c h n g   t r  n h   ?   N u   n g    ,   h  y   b m   " C  "   r i   k h i   n g   l i   c h n g   t r  n h     t h a y   i   g i a o   d i n . 
 
 0 7 3 0 = T o   C D   k h i   n g 
 
 0 7 3 1 = T o   C D   k h i   n g   W i n P E   
 
 0 7 3 2 = C h n g   t r  n h   s   g i  p   b n   t o   m t   t p   t i n   I S O   k h i   n g . 
 
 0 7 3 3 =   t o   m t   C D   k h i   n g   W i n P E   ,   u   t i  n   b n   c n   c  i   t   W i n d o w s   A I K   v  o   h   t h n g ;   n u   c h n g   t r  n h   k h  n g   t  m   t h y   W i n d o w s   A I K   t r o n g   h   t h n g ,   h  y   b m   v  o   n g   d n   d i    y     t i   v    c  i   t . \ n < 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 i t i o n . c o m / h e l p / w i n a i k . h t m l " > D o w n l o a d   W i n d o w s   A I K < / a > < / f o n t > < / u > 
 
 0 7 3 4 = T r c   t i  n   h  y   t i   v    c  i   t   W i n d o w s   A I K ,   r i   b m   " T i p   t h e o "   l n   n a . 
 
 0 7 3 5 = n g   d n   x u t   t p   t i n   I S O 
 
 0 7 3 6 = D u y t . . . 
 
 0 7 3 7 = H  y   c h n   m t   n g   d n     l u   t p   t i n   I S O   s   t o ,   r i   b m   " T h c   h i n "     t o   t p   t i n   I S O . 
 
 0 7 3 8 = K h  n g   h   t r   t h c   h i n   v  i   p h  n   v  n g   n m   t r c   P h  n   v  n g   h   t h n g   G P T . 
 
 0 7 3 9 = K h  n g   t h   t h   h i n   k h  i   p h c     c n g   n g ,   t r c   t i  n   b n   h  y   i     c n g   n g   t h  n h     c n g   c   b n ,   r i   t h   l i . 
 
 0 7 4 0 = R e F S 
 
 0 7 4 1 = T o   C D   k h i   n g 
 
 0 7 4 2 = T o   C D   k h i   n g 
 
 0 7 4 3 = C u   h  n h   h i n   t i   k h  n g   t h   t o   c   C D   k h i   n g ,   h  y   k h i   n g   l i   m  y   t  n h ,   s a u      c    t h   t o   C D   k h i   n g . 
 
 0 7 4 4 = < b > L u    : < / b >   t p   t i n   I S O   k h i   n g      c   t o   x o n g ,   v    b  y   g i   b n   c    t h   s   d n g   < 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 i t i o n . c o m / h e l p / b u r n t i o l . h t m l " > p h n   m m   g h i   )a < / a > < / f o n t > < / u >     g h i   % s   t i   C D / U S B .   < 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 i t i o n . c o m / h e l p / l e a r n b u r n . h t m l " > C  c h   g h i   t p   t i n   I S O   t i   C D / U S B < / a > < / f o n t > < / u > . 
 
 0 7 4 5 = L i   t o   t p   t i n   I S O   k h i   n g . 
 
 0 7 4 6 = B n   c    m u n   g h i      ? 
 
 0 7 4 7 = C h n g   t r  n h   a n g   c h y ,   x i n   c h . . . 
 
 0 7 4 8 = C h n g   t r  n h   a n g   c h y ,   x i n   c h   n    t h o  t   b  n h   t h n g . 
 
 0 7 4 9 = K h  n g   c    m c   k   t i p . 
 
 0 7 5 0 = n g   k  
 
 0 7 5 1 = M    g i y   p h  p 
 
 0 7 5 2 = N u   b n   k h  n g   c    m    g i y   p h  p ,   h  y   b m   < 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 i t i o n . c o m / p u r c h a s e . h t m l ? p a " >    y < / a > < / f o n t > < / u >     m u a . 
 
 0 7 5 3 = n g   k    h o  n   t t . 
 
 0 7 5 4 = B n   c n   n g   k    s n   p h m   t r c   t i  n . 
 
 0 7 5 5 =    t i   u . 
 
 0 7 5 6 = h t t p s : / / w w w . d i s k - P a r t i t i o n . c o m / l i t e . i n i 
 
 0 7 5 7 = P h i  n   b n   r  t   g n   c h   c h y   t r o n g   c h     k t   n i   t r c   t u y n .   B n   h  y   k t   n i   i n t e r n e t . 
 
 0 7 5 8 = i   k  c h   t h c / D i   c h u y n   P h  n   v  n g 
 
 0 7 5 9 = N u   b n   k h  n g   c    m    g i y   p h  p ,   h  y   v i n g   t h m   w w w . d i s k - P a r t i t i o n . c o m     m u a . 
 
 0 7 6 0 =   -   M i n   p h    c h o   n g i   d  n g 
 
 0 7 6 1 = C  i   t 
 
 0 7 6 2 = N g  n   n g 
 
 0 7 6 3 = C  i   t   n g  n   n g 
 
 0 7 6 4 = N g  n   n g 
 
 0 7 6 5 = M    g i y   p h  p   k h  n g   h p   l . 
 
 0 7 6 6 =   t h a y   i   n g  n   n g ,   h  y   c h n   :   " C  i   t "   - >   " N g  n   n g " . 
 
 0 7 6 7 = C h n g   t r  n h 
 
 0 7 6 8 = C h n g   t r  n h 
 
 0 7 6 9 =   -   P h n   m m   m i n   p h  
 
 0 7 7 0 = h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / b u y - p a - p r o . h t m l ? p a 
 
 0 7 7 1 = h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / b u y - p a - s e r v e r . h t m l ? p a 
 
 0 7 7 2 = h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / b u y - p a - u n l i m i t e d . h t m l ? p a 
 
 0 7 7 3 =   t o   m t   C D   k h i   n g   W i n P E   ,   u   t i  n   b n   c n   c  i   t   W i n d o w s   A D K   v  o   h   t h n g ;   n u   c h n g   t r  n h   k h  n g   t  m   t h y   W i n d o w s   A D K   t r o n g   h   t h n g ,   h  y   b m   v  o   n g   d n   d i    y     t i   v    c  i   t . \ n < 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 i t i o n . c o m / h e l p / w i n a i k - w i n 8 . h t m l " > D o w n l o a d   W i n d o w s   A D K < / a > < / f o n t > < / u > 
 
 0 7 7 4 = T r c   t i  n   b n   c n   c  i   t   A O M E I   D y n a m i c   D i s k   M a n a g e r     x   l      c n g   n  y   h o c   d  n g   C h u y n   i     c n g   n g     c h u y n   i   n    t i     c n g   c   b n .   T p   t i n   c  i   t   c    n h   k  m   t r o n g   t p   t i n   " . z i p " . 
 
 0 7 7 5 = P h i  n   b n   h i n   t i   k h  n g   h   t r     c n g   n g ,   b n   c    t h   d  n g   C h u y n   i     c n g   n g     c h u y n   i   n    t i     c n g   c   b n ,   h o c   n  n g   c p   p h i  n   b n   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   E d i t i o n     t h c   h i n . 
 
 0 7 7 6 = T r c   t i  n   h  y   t i   v    c  i   t   W i n d o w s   A D K ,   r i   b m   " T i p   t h e o "   l n   n a . 
 
 0 7 7 7 = i   N T F S   t i   F A T 3 2 
 
 0 7 7 8 = C h u y n   i     c n g   n g 
 
 0 7 7 9 = T i   m i n   p h  
 
 0 7 8 0 = h t t p s : / / w w w . a o m e i t e c h . c o m / a o m e i - d a t a - b a c k u p e r . h t m l ? f r o m = p a t o o l b a r 
 
 0 7 8 9 = N u   O S   c a   b n   l    h   t h n g   c    n h  n   k h  n g   c    m  y   c h ,     n g h   b n   d  n g   p h n   m m   m i n   p h    k h  c :   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 ,   c    t h  m   c  c   c h c   n n g   c h o   W i n d o w s   7 / 8 / X P / V i s t a .   B n   c    t h   t i   n    :   h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / f r e e - p a r t i t i o n - m a n a g e r . h t m l 
 
 0 7 9 0 =   c n g   l    l n   h n   2 T B   v    m t   v  i   p h  n   v  n g   k h  n g   t h   c h u y n   i .     h o  n   t t   c h u y n   i ,   b n   p h i   c h   c    t i   a   4   p h  n   v  n g   t r  n     c n g ,   v    s e x t o r   c u i   c  n g   c a   p h  n   v  n g   c u i   l    n h   h n   2 T B . 
 
 0 7 9 1 = C h n g   t r  n h   h i n   k h  n g   t h   p h c   h i     c n g   n  y ,   v    s   b y t e / s e c t o r   t r  n     c n g   n  y   l n   h n   5 1 2 . 
 
 0 7 9 2 = S   b y t e s / s e c t o r   t r  n     )a   n g u n   v     c h   k h  n g   g i n g   n h a u ,   n  n   c h n g   t r  n h   k h  n g   t h   s a o   c h  p . 
 
 0 7 9 3 = < b > X i n   L u    : < / b > < b r > < b r > K h i   s a o   c h  p     c n g   h o  n   t t ,     n g h   b n   n g t   k t   n i / t h  o     c n g   n g u n   k h i   b o   m c h   c h   v    k h i   n g   l i   m  y   t  n h .   N u   k h  n g   c    t  n     )a ,   b n   c    t h   d  n g   A O M E I   P a r t i t i o n   A s s i s t a n t   h o c   W i n d o w s   D i s k   M a n a g e m e n t   S n a p - i n     t   k    t   c h o   m i   p h  n   v  n g   t r o n g     c n g    c h . 
 
 0 7 9 4 = H  y   x  c   n h n   b n g   c  c h   b m   " H o  n   t t " 
 
 0 7 9 5 = C    q u    n h i u   p h  n   v  n g   c h  n h   t r  n     c n g .   B n   c n   c h u y n   i   m t   v  i   p h  n   v  n g   s a n g   l o g i c a l ,   s a u      c h n g   t r  n h   s   h   t r   c h u y n   i   s a n g   G P T .     k h c   p h c   v n   ,   b n   c    t h   x e m   F A Q     < a   h r e f = " h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / h e l p / f a q . h t m l " > < f o n t   c o l o r = " # 0 0 0 0 f f " > < / f o n t > < / a > . 
 
 0 7 9 6 = \ r \ n C h k d s k      h o  n   t t . \ n 
 
 0 7 9 7 = \ r \ n C h k d s k      h o  n   t t ,   n h n g   c    m t   v  i   l i   t r o n g   p h  n   v  n g . \ n B n   c    t h   d  n g   A O M E I   P a r t i t i o n   A s s i s t a n t     s a   c h a . \ n 
 
 0 7 9 8 = K i m   t r a   v    s a   l i   t r o n g   p h  n   v  n g   n  y   b n g   c  c h   d  n g   c h k d s k . e x e 
 
 0 7 9 9 = a n g   k i m   t r a     ( % c : )   v    s a   l i   n u   c  ,   x i n   c h   v  i   p h  t . . . \ n - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - \ n 
 
 0 8 0 0 = T o   W i n d o w s   d i   n g 
 
 0 8 0 1 = C h n   1     )a   U S B 
 
 0 8 0 2 = C h n   t p   t i n   c  i   t   W i n d o w s   7 / 8 / 1 0 
 
 0 8 0 3 = D u y t . . . 
 
 0 8 0 4 = T h c   h i n 
 
 0 8 0 5 = H y   b 
 
 0 8 0 6 = W i n d o w s   8   d i   n g 
 
 0 8 0 7 = T o   1     )a   U S B   k h i   n g   v    c h o   p h  p   b n   k h i   n g   W i n d o w s   7 / 8 / 1 0   t   U S B   n  y . 
 
 0 8 0 8 = C    p h i   b n   m u n   h y   b   ? 
 
 0 8 0 9 = T h  n g   t i n 
 
 0 8 1 0 = T r c   t i  n   h  y   c m   1   U S B   v  o   m  y   t  n h   r i   b m   " L  m   m i " . 
 
 0 8 1 1 = H  y   c h n   1   t p   t i n   c  i   t   W i n d o w s   7 / 8 / 1 0 . 
 
 0 8 1 2 = T p   t i n   c  i   t   W i n d o w s   7 / 8 / 1 0   k h  n g   c    t r o n g     )a   U S B   n  y ,     n g h   b n   s a o   c h  p   t p   t i n   v  o   n g   d n   k h  c   r i   t h   l i . 
 
 0 8 1 3 =   t i p   t c ,   c h n g   t r  n h   s   x  a   t t   c   d   l i u   v    n h   d n g   l i   U S B .     n g h   b n   s a o   l u   l i   c  c   d   l i u   q u a n   t r n g   ( d  n g   c  n g   c   s a o   l u   m i n   p h    A O M E I   B a c k u p p e r )   v    t h   l i . 
 
 0 8 1 4 = T p   t i n   c  i   t   W i n d o w s   7 / 8 / 1 0   k h  n g   h p   l ,   c h n g   t r  n h   k h  n g   t h   n h n   r a .   H  y   c h c   c h n   r n g   n    l    1   t p   t i n   c  i   t   W i n d o w s   8   v    c h n    n g   k i u   t p   t i n   l    W I M ,   E S D   h o c   I S O . 
 
 0 8 1 5 = C    p h i   b n   m u n   t h o  t   t h u t   s )  ? 
 
 0 8 1 6 = a n g   t h o  t . . . 
 
 0 8 1 7 = a n g   h y   b ,   x i n   c h . . . 
 
 0 8 1 8 = a n g   g i i   n  n   t p   t i n   W I M . . . 
 
 0 8 1 9 = L i   g i i   n  n   t p   t i n   I S O .     k h c   p h c   v n   ,   t r c   t i  n     n g h   b n   x e m   " C  c h   t o     )a   U S B   k h i   n g   W i n d o w s   7 / 8 / 1 0 " .   A n d ,   w e   s u g g e s t   y o u   u s i n g   I S O   m o u n t i n g   t o o l s   s u c h   a s   D a e m o n   T o o l s   L i t e   t o   m o u n t   t h e   I S O   f i l e   a s   a   v i r t u a l   d r i v e   a n d   t r y   a g a i n . 
 
 0 8 2 0 = L i   g i i   n  n   t p   t i n   I S O ,   b n   c    t h   g i i   n  n   t h   c  n g   " i n s t a l l . w i m "   t   t p   t i n   I S O   n  y   h o c   x e m   " C  c h   t o     )a   U S B   k h i   n g   W i n d o w s   7 / 8 / 1 0 " . 
 
 0 8 2 1 = 
 
 0 8 2 2 = a n g   n h   d n g   p h  n   v  n g . . . 
 
 0 8 2 3 = n h   d n g   t h t   b i , 
 
 0 8 2 4 = C  i   t   t h t   b i   ! 
 
 0 8 2 5 = C h n g   t r  n h   a n g   t o     )a   U S B   k h i   n g   W i n d o w s   7 / 8 / 1 0 . . . 
 
 0 8 2 6 = T  c   v      h o  n   t t . 
 
 0 8 2 7 = n g    
 
 0 8 2 8 = C h n   1     )a   U S B   b n   m u n   t o   k h i   n g . 
 
 0 8 2 9 = 
 
 0 8 3 0 = K h  n g   t  m   t h y   U S B   n  o ,   h  y   c m   1   t h i t   b   U S B . 
 
 0 8 3 1 = 
 
 0 8 3 2 = U S B      c h n   k h  n g   c    1   p h  n   v  n g   c h  n h ,   b n   c n   c h u y n   i   n    t h  n h   p h  n   v  n g   c h  n h   t r c   t i  n   b n g   c  c h   d  n g   A O M E I   P a r t i t i o n   A s s i s t a n t   P a i d   E d i t i o n ,   v    t h   l i . 
 
 0 8 3 3 = D u n g   l n g     )a   U S B   q u    n h ,   n    c n    t   n h t   1 3 G B   d u n g   l n g . 
 
 0 8 3 4 = C h n   t p   t i n   c  i   t   W i n d o w s   7 / 8 / 1 0   h o c   b m   " D u y t . . . "     c h n . 
 
 0 8 3 5 = T p   t i n   c  i   t 
 
 0 8 3 6 = L  m   m i 
 
 0 8 3 7 = T r c   t i  n   h  y   c m   1   U S B   v  o   m  y   t  n h . 
 
 0 8 3 8 = K h  n g   h   t r   t h i t   b   d i   n g   G P T . 
 
 0 8 3 9 = X i n   l i ,     )a   U S B   c h a   c    k    t     )a ,   b n   c n   g  n   1   k    t   t r c   t i  n   b n g   c  c h   d  n g   A O M E I   P a r t i t i o n   A s s i s t a n t ,   v    t h   l i . 
 
 0 8 4 0 = 
 
 0 8 4 1 = K h  n g   h   t r     )a   b   k h  a   b i t . 
 
 0 8 4 2 = < f o n t   c o l o r = " # 0 0 0 0 8 0 " > < a   h r e f = " h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / l i b / w i n t o g o . h t m l ? p a " > C  c h   t o     )a   U S B   k h i   n g   W i n d o w s   7 / 8 / 1 0   ? < / a > < / f o n t > 
 
 0 8 4 3 = T p   t i n   c  i   t   W i n d o w s   7 / 8 / 1 0 
 
 0 8 4 4 = T h i   g i a n   c  n   l i 
 
 0 8 4 5 = P l e a s e   c h o o s e   a   v e r s i o n 
 
 0 9 0 1 = I n t e g r a t i o n   f a i l e d ,   p l e a s e   r e t r y .   I f   y o u   n e e d   a s s i s t a n c e ,   p l e a s e   c o n t a c t   u s . 
 
 0 9 0 2 = T i p s :   I n t e g r a t i o n   i s   c o m p l e t e .   Y o u   w i l l   f i n d   t h e   b o o t   m e n u   o f   t h e   t o o l s   y o u   a d d e d   a f t e r   e n t e r i n g   i n t o   r e c o v e r y   e n v i r o n m e n t .   Y o u   c a n   c l i c k   t h e   b o o t   m e n u   t o   u s e   t h e   t o o l s   y o u   a d d e d   i n   t h e   r e c o v e r y   e n v i r o n m e n t . 
 
 0 9 0 3 = I n t e g r a t e   t o   R e c o v e r y   E n v 
 
 0 9 0 4 = I n t e g r a t e   t o o l s   i n t o   r e c o v e r y   e n v i r o n m e n t . 
 
 0 9 0 5 = T h e   p r o g r a m   w i l l   i n t e g r a t e   t h e   t o o l s   y o u   c h o o s e   i n t o   t h e   r e c o v e r y   e n v i r o n m e n t   o f   c u r r e n t   s y s t e m . 
 
 0 9 0 6 = P l e a s e   c h o o s e   t h e   t o o l s   t h a t   n e e d   t o   b e   i n t e g r a t e d . 
 
 0 9 0 7 = T h e   p r o g r a m   d e t e c t s   t h e r e   i s   n o t   e n o u g h   f r e e   s p a c e   ( o n l y   % d M B )   o n   t h e   p a r t i t i o n   w h e r e   t h e   r e c o v e r y   e n v i r o n m e n t   l o c a t e s .   T h e r e f o r e ,   i t   i s   u n a b l e   t o   i n t e g r a t e   t h e   t o o l s   y o u   c h o o s e   i n t o   t h e   r e c o v e r y   e n v i r o n m e n t   o f   c u r r e n t   s y s t e m .   P l e a s e   u s e   " E x t e n d   P a r t i t i o n   W i z a r d "   t o   i n c r e a s e   p a r t i t i o n   f r e e   s p a c e   a n d   t r y   a g a i n . 
 
 0 9 0 8 = T h e   p r o g r a m   w i l l   i n t e g r a t e   t h e   t o o l s   y o u   c h o o s e   i n t o   t h e   r e c o v e r y   e n v i r o n m e n t   o f   c u r r e n t   s y s t e m   s o   t h a t   y o u   c a n   u s e   t h e   t o o l s   i n   r e c o v e r y   e n v i r o n m e n t . 
 
 0 9 0 9 = T h e   o p e r a t i o n   c a n n o t   c o n t i n u e   b e c a u s e   t h e   p r o g r a m   c o u l d   n o t   f i n d   N T F S   p a r t i t i o n   w i t h   f r e e   s p a c e   l a r g e r   t h a n   2 G B   t o   m o u n t   W I M   f i l e .   P l e a s e   f r e e   u p   l a r g e r   t h a n   2 G B   f r e e   s p a c e   o n   a n y   N T F S   p a r t i t i o n   a n d   t r y   a g a i n . 
 
 0 9 1 0 = T h e   o p e r a t i o n   c a n n o t   c o n t i n u e   b e c a u s e   t h e   p r o g r a m   c o u l d   n o t   f i n d   r e c o v e r y   e n v i r o n m e n t   o n   c u r r e n t   s y s t e m .   P l e a s e   e n s u r e   t h e   r e c o v e r y   e n v i r o n m e n t   i s   a v a i l a b l e   a n d   t r y   a g a i n .   I f   y o u   n e e d   a s s i s t a n c e ,   p l e a s e   c o n t a c t   u s . 
 
 0 9 1 1 = F a i l e d   t o   b a c k u p   r e c o v e r y   e n v i r o n m e n t .   I t   m a y   b e   d u e   t o   i n s u f f i c i e n t   d i s k   s p a c e ,   p l e a s e   c o n f i r m   t h e r e   i s   e n o u g h   f r e e   d i s k   s p a c e   a n d   t r y   a g a i n . 
 
 0 9 1 2 = F a i l e d   t o   m o u n t   r e c o v e r y   e n v i r o n m e n t   i m a g e .   I t   m a y   b e   d u e   t o   t h e   m o u n t   p o i n t   b e i n g   u s e d ,   p l e a s e   r e s t a r t   c o m p u t e r   a n d   t r y   a g a i n . 
 
 0 9 1 3 = F a i l e d   t o   i n t e g r a t e   t o o l   i n t o   t h e   m o u n t e d   r e c o v e r y   e n v i r o n m e n t .   T h i s   t o o l   m a y   b e   u s e d   b y   a n o t h e r   p r o g r a m   a n d   c a n n o t   b e   a d d e d   i n t o   r e c o v e r y   e n v i r o n m e n t ,   p l e a s e   r e s t a r t   c o m p u t e r   a n d   t r y   a g a i n . 
 
 0 9 1 4 = F a i l e d   t o   u p d a t e   r e c o v e r y   e n v i r o n m e n t .   P l e a s e   r e s t a r t   y o u r   c o m p u t e r   a n d   t r y   a g a i n . 
 
 0 9 1 5 = B y   u s i n g   " I n t e g r a t e   i n t o   R E   ( R e c o v e r y   E n v i r o n m e n t )   W i z a r d " ,   y o u   c a n   i n t e g r a t e   A O M E I   P a r t i t i o n   A s s i s t a n t   o r   A O M E I   B a c k u p p e r   i n s t a l l e d   o n   t h i s   c o m p u t e r   i n t o   t h e   r e c o v e r y   e n v i r o n m e n t   o f   c u r r e n t   s y s t e m .   B e f o r e   t h e   i n t e g r a t i o n   p r o c e s s   b e g i n s ,   p l e a s e   e n s u r e   A O M E I   P a r t i t i o n   A s s i s t a n t   o r   A O M E I   B a c k u p p e r   i s   n o t   b e i n g   u s e d   b y   a n o t h e r   p r o g r a m ,   a n d   t h e   r e c o v e r y   e n v i r o n m e n t   o f   c u r r e n t   s y s t e m   c a n   b e   n o r m a l l y   u s e d .   I f   a l l   a r e   o k a y ,   p l e a s e   c l i c k   " N e x t "   t o   c o n t i n u e .   O n c e   t h e   i n t e g r a t i o n   p r o c e s s   i s   c o m p l e t e d   s u c c e s s f u l l y ,   y o u   c a n   r e s t a r t   c o m p u t e r   a n d   e n t e r   i n t o   t h e   r e c o v e r y   e n v i r o n m e n t   o f   c u r r e n t   s y s t e m   t o   u s e   o u r   s o f t w a r e . 
 
 0 9 1 6 = L o a d i n g ,   p l e a s e   w a i t . . . 
 
 0 9 1 7 = F i r s t   s e c t o r   o f   r o o t : 
 
 0 9 1 8 = C r e a t i n g   b o o t   s e c t o r . . . 
 
 0 9 1 9 = C r e a t i n g   t h e   b a c k u p   o f   b o o t   s e c t o r . . . 
 
 0 9 2 0 = C r e a t i n g   F A T   t a b l e . . . 
 
 0 9 2 1 = C r e a t i n g   c l u s t e r   b i t m a p   f i l e . . . 
 
 0 9 2 2 = C r e a t i n g   $ U p - c a s e . . . 
 
 0 9 2 3 = C r e a t i n g   r o o t   d i r e c t o r y   e n t r y . . . 
 
 0 9 2 4 = C r e a t i n g   l a b e l   d i r e c t o r y   e n t r y . . . 
 
 0 9 2 5 = C r e a t i n g   c l u s t e r   b i t m a p   d i r e c t o r y   e n t r y . . . 
 
 0 9 2 6 = C r e a t i n g   $ U p - c a s e   d i r e c t o r y   e n t r y . . . 
 
 0 9 2 7 = T h e   c u r r e n t   o p e r a t i o n   m a y   c a u s e   p a r t i t i o n   s i z e   t o   c h a n g e .   W e   s u g g e s t   y o u   r e t r y   o r   c o n t a c t   u s . 
 
 0 9 2 8 = C o n g r a t u l a t i o n !   A l l   o p e r a t i o n s   h a v e   b e e n   c o m p l e t e d   s u c c e s s f u l l y . 
 
 0 9 2 9 = N u   b n   k h  n g   c    m    g i y   p h  p ,   h  y   b m   < 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 . p a r t i z i o n i . c o m / a c q u i s t a / " >    y < / a > < / f o n t > < / u >     m u a . 
 
 0 9 3 0 = < b > N o t e : < / b >   T h e   c u r r e n t   p r o d u c t   i s   a   D e m o   v e r s i o n   w h i c h   o n l y   a l l o w s   y o u   t o   p r e v i e w   a l l   f u n c t i o n s   a n d   s i m u l a t e   a l l   o p e r a t i o n s .   \ n \ n T o   e x e c u t e   c u r r e n t   o p e r a t i o n s ,   y o u   n e e d   t o   < 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 . p a r t i z i o n i . c o m / a c q u i s t a / " > b u y   f u l l   v e r s i o n < / a > < / f o n t > < / u >   a n d   u s e   t h e   r e c e i v e d   l i c e n s e   c o d e   t o   a c t i v a t e   t h e   p r o d u c t .   P l e a s e   d o   n o t   h e s i t a t e   t o   c o n t a c t   < u > < f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " m a i l t o : s a l e s @ a o m e i t e c h . c o m " > s a l e s @ a o m e i t e c h . c o m < / a > < / f o n t > < / u >   i f   y o u   h a v e   a n y   p r o b l e m s .   T h a n k s !   \ n \ n \ n E n t e r   y o u r   l i c e n s e   c o d e   b e l o w   a n d   c l i c k   " R e g i s t e r "   b u t t o n   t o   a c t i v a t e   t h e   p r o d u c t .   Y o u   a r e   a b l e   t o   c o n t i n u e   w i t h   t h e   " P e n d i n g   O p e r a t i o n s "   a f t e r   t h e   p r o d u c t   h a s   b e e n   a c t i v a t e d . 
 
 1 0 0 1 = N u   b n      c  i   t   W i n d o w s   A I K / A D K   v  o   h   t h n g ,   b n   c n   t  m   t p   t i n   W I M   t r o n g   t h   m c   c  i   t   c a   A I K   h o c   A D K ,   v    t   n g   d n   t p   t i n   v  o   b  n   d i . 
 
 1 0 0 2 = G h i   v  o   C D / D V D 
 
 1 0 0 3 = T h i t   b   U S B   k h i   n g 
 
 1 0 0 4 = X u t   t p   t i n   I S O 
 
 1 0 0 5 = K h  n g   c    )a   t r n g   t r o n g     g h i ,   h  y   t   1   )a   t r n g . \ n B m   " C  "     t i p   t c ,   h o c   " K h  n g " . 
 
 1 0 0 6 = P h  t   h i n   c    d   l i u   t r  n   )a ,   v    )a   n  y   k h  n g   h   t r   x  a . \ n H  y   t   )a   k h  c . 
 
 1 0 0 7 = P h  t   h i n   c    d   l i u   t r  n   )a ,   c h  n g   s   b   x  a   k h i   g h i   )a   k h i   n g . \ n B m   " C  "     t i p   t c ,   h o c   " K h  n g " . 
 
 1 0 0 8 =   n g h   b n   s a o   l u   l i   d   l i u   q u a n   t r n g   t r  n   )a ,   r i   t h c   h i n   l i   t  c   v   n  y . 
 
 1 0 0 9 = B n   p h i   c h n   1   m c   b n   m u n   t o   t h i t   b   k h i   n g .   
 
 1 0 1 0 = T  c   v   s   n h   d n g   l i     )a   U S B   % d   ( % s ) ,   
 
 1 0 1 1 = B n   c    m u n   n h   d n g   l i     )a   n  y   b  y   g i   ? 
 
 1 0 1 2 = H o  n   t t   t o   U S B   k h i   n g . \ n B  y   g i ,   b n   c    t h   d  n g   n      k h i   n g   m  y   t  n h . 
 
 1 0 1 3 = T t   c      h o  n   t t   ! \ n 
 
 1 0 1 4 = K h  n g   h   t r   t h i t   b   g h i 
 
 1 0 1 5 = K h  n g   h   t r   t h i t   b   U S B 
 
 1 0 1 6 = C h n g   t r  n h   a n g   t i . . . 
 
 1 0 1 7 = B n   c n   c  i   t   W i n d o w s   A I K / A D K ,   h o c   c h   n h   n g   d n   c a   t p   t i n   W I M . 
 
 1 0 5 0 = M  y   t  n h   c n   k h i   n g   l i     h o  n   t t   t  c   v   n  y .   B n   c    m u n   k h i   n g   l i   b  y   g i ?     k h  n g   b   q u a   t  c   v ,   x i n   v u i   l  n g   k h  n g   b m   b t   k   p h  m   n  o   t r o n g   k h i   k h i   n g   l i . 
 
 1 0 5 1 = K i m   t r a   v    S a   l i   P h  n   v  n g 
 
 1 0 5 2 = C h n g   t r  n h   t  m   t h y   v  i   l i   t r o n g   p h  n   v  n g ,   b n   c    m u n   s a   b  y   g i   ? 
 
 1 0 5 3 = a n g   s a   l i ,   x i n   c h . . . 
 
 1 0 5 4 = T  c   v      h o  n   t t . 
 
 1 0 5 5 = T h t   b i .     k h c   p h c   v n     v    h o  n   t t   t  c   v ,   m  y   t  n h   c n   k h i   n g   l i ,   b n   c    m u n   k h i   n g   l i   b  y   g i ?     k h  n g   b   q u a   t  c   v ,   x i n   v u i   l  n g   k h  n g   b m   b t   k   p h  m   n  o   t r o n g   k h i   k h i   n g   l i . 
 
 1 0 5 6 = K i m   t r a   p h  n   v  n g      h t   t h i   g i a n ,   p h  n   v  n g   c    t h   b   v  i   l i ,   b n   c n   x e m :   h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / l i b / c h e c k t i m e o u t . h t m l ,   h o c   b   c h n   m c   " K i m   t r a   p h  n   v  n g   t r c   k h i   t h c   t h i "   t r o n g   h p   t h o i   " T  c   v   a n g   i "   v    t h   l i . 
 
 1 0 5 7 = a n g   k i m   t r a   p h  n   v  n g ,   x i n   c h . . . 
 
 1 0 5 8 = K i m   t r a   p h  n   v  n g   t r c   k h i   t h c   t h i 
 
 1 0 5 9 = T   n g   s a   l i   k h i   t  m   t h y 
 
 1 0 6 0 = C h n g   t r  n h   t  m   t h y   v  i   l i   t r o n g   p h  n   v  n g ,   b n   c    m u n   s a   l i   b  y   g i ?   B m   " S a   l i "     s a   c h a   v    t i p   t c   t  c   v   k ,   h o c   " K h  n g   s a "     h y   b   t  c   v   h i n   t i .   N u   b n   m u n   b i t   t h  m   t h  n g   t i n   v   s a   l i ,   h  y   g h    t h m :   h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / l i b / f i x i t . h t m l . 
 
 1 0 6 1 = S a   l i 
 
 1 0 6 2 = K h  n g   s a 
 
 1 0 6 3 = C h n g   t r  n h   t  m   t h y   v  i   l i   t r o n g   p h  n   v  n g ,   b n   c    t h   b m   c h u t   p h i   v  o   p h  n   v  n g   t r o n g   P a r t i t i o n   A s s i s t a n t ,   v    c h n   " N  n g   c a o "   - >   " K i m   t r a   P h  n   v  n g "     s a   l i .   N u   b n   m u n   b i t   t h  m   t h  n g   t i n   v   s a   l i ,   h  y   g h    t h m :   h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / l i b / f i x i t . h t m l . 
 
 1 0 6 4 = C h n g   t r  n h   a n g   s a   l i   t r o n g   p h  n   v  n g . 
 
 1 0 6 5 = V    c    t h   c    1   H   i u   h  n h   L i n u x   t r  n     c n g   n  y ,   t  c   v   k h i   t o   M B R   c    t h   l  m   c h o   h   i u   h  n h   k h  n g   t h   k h i   n g .   N u     c n g   k h  n g   c h a   H   i u   h  n h   L i n u x   h o c   2   H   i u   h  n h   s o n g   s o n g   W i n d o w s   v    L i n u x ,     n g h   b n   c h n   k h i   t o   M B R .   B n   c    m u n   k h i   t o   M B R   b  y   g i   ? 
 
 1 0 6 6 =   c n g   c    t h   c h a   H   i u   h  n h   L i n u x   h o c   2   H   i u   h  n h   s o n g   s o n g   W i n d o w s   v    L i n u x .     t o   h   t h n g   k h i   n g ,   x i n   n g   t o   h o c   x  a   p h  n   v  n g   n m   t r c   p h  n   v  n g   h   t h n g   L i n u x .   T u y   n h i  n ,   t  c   v   h i n   t i   c    t h   l  m   h   t h n g   k h  n g   t h   k h i   n g ,   n  n     n g h   b n   k h  n g   n  n   t i p   t c   t  c   v   n  y .   N u     c n g   k h  n g   c h a   H   i u   h  n h   L i n u x   h o c   2   H   i u   h  n h   s o n g   s o n g   W i n d o w s   v    L i n u x ,   h  y   b m   " C  " .   N g o  i   r a ,   b m   " K h  n g " .   
 
 1 0 6 7 = V  i   t p   t i n   ( W i n d o w s \ B o o t \ E F I \ b o o t m g f w . e f i ,   W i n d o w s \ B o o t \ E F I \ b o o t m g r . e f i   h o c   W i n d o w s \ B o o t \ P C A T \ b o o t m g r )   k h  n g   t  m   t h y   t r o n g   h   t h n g ,   n  n   t  c   v   k h  n g   t h   t i p   t c . 
 
 1 0 6 8 = T p   t i n   ( 2 G p t _ B C D   h o c   2 M b r _ B C D )   b   m t ,     n g h   b n   c  i   t   l i   p h n   m m   A O M E I   v    t h   l i . 
 
 1 0 6 9 = T  c   v      h o  n   t t ,   h  y   k h i   n g   l i   h   t h n g   b  y   g i      p   d n g   c  c   t h a y   i .   B m   " n g    "     k h i   n g   l i . 
 
 1 0 7 0 = P h  n   v  n g   h   t h n g   v    p h  n   v  n g   k h i   n g   l    t  c h   r a     c  c     c n g   k h  c   n h a u .   N u   b n   c h u y n   i     c n g ,   h   t h n g   s   k h  n g   t h   k h i   n g     l n   k   t i p .     n g h   b n   k h  n g   c h u y n   i     c n g .   B n   v n   m u n   c h u y n   i   n    ? 
 
 1 0 7 1 = L u    :   B n   c    c h c   c h n   m u n   t   h   t h n g   W i n d o w s   8   v  o     )a   U S B ?   N u   c h c   c h n ,   b n   c    t h   d  n g   c  n g   c   " T o   W i n d o w s   d i   n g "   t r o n g   A O M E I   P a r t i t i o n   A s s i s t a n t     t h c   h i n .   W i n d o w s   d i   n g   l    t t   h n   v i   W i n d o w s   P E .   D )  n h i  n ,   b n   c in g   c    t h   t o   W i n d o w s   P E   k h i   n g   t r c   t i  n . 
 
 1 0 7 2 =   )a      c h n   n  y   l    1     )a   h   t h n g   h o c   k h i   n g ,   t r c   k h i   c h u y n   i   n    t i   G P T ,   h  y   c h c   c h n   r n g   b o   m c h   c h   c a   b n   h   t r   k h i   n g   E F I / U E F I   ( c   h n g   d n   b o   m c h   c h ) .   N u   k h  n g ,   x i n   n g   c h u y n   i   n    t i   G P T ,   v    h   t h n g   c a   b n   s   k h  n g   t h   k h i   n g     l n   k   t i p .   B n   v n   m u n   c h u y n   i   n    ? 
 
 1 0 7 3 = P h i  n   b n   h i n   t i ,   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   k h  n g   h   t r   c h u y n   i   h   t h n g   g i a   k i u   M B R   v    G P T .     t h c   h i n   t  c   v   n  y ,     n g h   b n   n  n g   c p   t i   P r o f e s s i o n a l   E d i t i o n .   H  y   g h    t r a n g   c h     b i t   t h  m   t h  n g   t i n :   < 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 i t i o n . 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 i t i o n . 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 = P h i  n   b n   h i n   t i ,   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   k h  n g   h   t r   c h u y n   i   h   t h n g   g i a   k i u   M B R   v    G P T .     t h c   h i n   t  c   v   n  y ,     n g h   b n   n  n g   c p   t i   S e r v e r   E d i t i o n .   H  y   g h    t r a n g   c h     b i t   t h  m   t h  n g   t i n :   < 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 i t i o n . 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 i t i o n . c o m / g e t - f u l l . h t m l < / a > < / f o n t > < / u > 
 
 1 0 7 5 = X i n   l i ,     c n g      c h n   l    1     c n g   G P T ,   n h n g   p h i  n   b n   h i n   t i ,   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   k h  n g   h   t r   c h u y n   i   h   i u   h  n h   c h o     c n g   G P T .     t h c   h i n   t  c   v   n  y ,   n g h   b n   n  n g   c p   t i   P r o f e s s i o n a l   E d i t i o n .   H  y   g h    t r a n g   c h     b i t   t h  m   t h  n g   t i n :   < 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 i t i o n . 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 i t i o n . 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 = X i n   l i ,   h   i u   h  n h   c a   b n   n m   t r o n g   1     c n g   G P T ,   n h n g   p h i  n   b n   h i n   t i ,   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   k h  n g   h   t r   t  c   v   n  y .     t h c   h i n ,     n g h   b n   n  n g   c p   t i   P r o f e s s i o n a l   E d i t i o n .   H  y   g h    t r a n g   c h     b i t   t h  m   t h  n g   t i n :   < 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 i t i o n . 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 i t i o n . 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 = C h n g   t r  n h   k h  n g   c h o   p h  p   b n   t   W i n d o w s   8   v  o   1   t h i t   b   d i   n g   b n g   h   t h n g   W i n d o w s   X P .     n g h   b n   d  n g   T o   W i n d o w s   d i   n g   t r o n g   h   t h n g   W i n d o w s   7 / 8 . 
 
 1 0 7 8 = a n g   n g   k  ,   x i n   c h   m t   l  t . . . 
 
 1 0 7 9 = W i n d o w s   3 2 b i t   k h  n g   l  m   v i c   t r  n     c n g   G P T ,   n  n     c n g   n  y   k h  n g   t h   c h u y n   i   s a n g   G P T .     n g h   b n   n  n g   c p   h   t h n g   t i   6 4 b i t . 
 
 1 0 8 0 = C h n g   t r  n h   6 4 b i t   n  y   c h   h   t r   c h o   h   t h n g   W i n d o w s   P E ,   k h  n g   h   t r   c h o   h   t h n g   h i n   t i . 
 
 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 i t i o n . c o m / s a f e l y - p a r t i t i o n . h t m l ? p a " > C  c h   g i   a n   t o  n   p h  n   v  n g     c n g   ? < / a > < / f o n t > < / b > < / u > 
 
 1 0 8 2 = P h  n   v  n g   a n   t o  n 
 
 1 0 8 3 = h t t p s : / / w w w . d i s k - p a r t i t i o n . 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 = D  n g   l n h   W i n d o w s 
 
 1 0 8 5 = A f t e r   c o m p l e t i n g   c o p y   t h e   s y s t e m   p a r t i t i o n ,   t o   y o u r   s y s t e m   b o o t a b l e   f r o m   t h e   d e s t i n a t i o n   d i s k ,   w e   h i g h l y   s u g g e s t   t h a t   y o u   u s e   t h e   " M i g r a t e   O S   t o   S S D   o r   H D D "   f e a t u r e   t o   r e a l i z e   c o p y i n g   t h e   s y s t e m   p a r t i t i o n   t o   t h e   d e s t i n a t i o n   d i s k .   W o u l d   y o u   l i k e   t o   c a n c e l   t h e   " C o p y   P a r t i t i o n "   f e a t u r e   a n d   r u n   t h e   s y s t e m   m i g r a t i o n   f e a t u r e ? 
 
 1 0 8 6 = 
 
 1 0 8 7 = \ r \ n \ r \ n W h a t   d o e s   t h e   I n f o r m a t i o n   C o d e   m e a n ?   P l e a s e   r e f e r   t o :   h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / h e l p / e r r o r c o d e . h t m l   
 
 1 0 8 8 = & I   w a n t   t o   d e l e t e   a l l   p a r t i t i o n s   o n   t h i s   d i s k   % d   t o   m i g r a t e   s y s t e m   t o   t h e   d i s k . 
 
 1 0 8 9 = I f   y o u   d o   n o t   w a n t   t o   d e l e t e   a l l   p a r t i t i o n s   o n   t h e   s e l e c t e d   d i s k ,   w e   s u g g e s t   y o u   s e l e c t i n g   a n   u n a l l o c a t e d   s p a c e   f o r   t h e   m i g r a t i o n .   I f   t h e r e ' s   n o   u n a l l o c a t e d   s p a c e ,   y o u   c a n   c l i c k   < 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 i t i o n . 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 >   f o r   m o r e   i n f o r m a t i o n . 
 
 1 0 9 0 = A l l   p a r t i t i o n s   o n   t h e   d e s t i n a t i o n   d i s k % d   w i l l   b e   d e l e t e d   d u r i n g   t h e   m i g r a t i o n ,   a r e   y o u   s u r e   t o   d e l e t e   t h e m ? 
 
 1 0 9 8 = K e e p   t h e   f o r m a t   o f   t h e   d e s t i n a t i o n   d i s k   c o n s i s t e n t   w i t h   t h e   s o u r c e   d i s k   ( b o t h   a r e   G P T   f o r m a t ) 
 
 1 0 9 9 = C r e a t e   a   s i m p l e   W i n d o w s   P E . 
 
 1 1 0 0 = C r e a t e   a   W i n d o w s   P E   t h a t   c o n t a i n s   W i n d o w s   D e s k t o p   a n d   S t a r t   M e n u . 
 
 1 1 0 1 = T o   c r e a t e   W i n d o w s   P E   w i t h   W i n d o w s   D e s k t o p   a n d   S t a r t   M e n u ,   n e e d   y o u   t o   u s e   A O M E I   P E   B u i l d e r   t o   f i n i s h .   Y o u   c a n   d o w n l o a d   a n d   u s e   t h i s   f r e e   t o o l   a t :   
 
 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 = I t ' s   s t r o n g l y   r e c o m m e n d e d   t o   b a c k u p   i m p o r t a n t   d a t a   b y   u s i n g   < 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 . b a c k u p - u t i l i t y . 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 >   b e f o r e   r e s i z i n g   p a r t i t i o n s . 
 
 1 1 1 0 = U n a b l e   t o   p e r f o r m   " Q u i c k   P a r t i t i o n "   o n   a   d i s k   t h a t   c o n t a i n s   e i t h e r   o p e r a t i n g   s y s t e m   o r   b o o t   p a r t i t i o n .   S u c h   o p e r a t i o n   i s   o n l y   a v a i l a b l e   u n d e r   W i n d o w s   P E   e n v i r o n m e n t . 
 
 1 1 1 1 = U n a b l e   t o   p e r f o r m   " Q u i c k   P a r t i t i o n "   o n   a   d y n a m i c   d i s k   o r   O f f l i n e   d i s k .   I t   s u g g e s t s   t h a t   c o n v e r t   t h e   d y n a m i c   d i s k   t o   b a s i c   d i s k   w i t h   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   a n d   t r y   a g a i n .   
 
 1 1 1 2 = U n a b l e   t o   p e r f o r m   " Q u i c k   P a r t i t i o n "   s i n c e   n o   d i s k   w a s   f o u n d   i n   c u r r e n t   s y s t e m . 
 
 1 1 1 3 = S e c t o r s   
 
 1 1 1 4 = G P T 
 
 1 1 1 5 = M B R 
 
 1 1 1 6 = P a r t i t i o n   C o u n t   
 
 1 1 1 7 =   P a r t i t i o n s 
 
 1 1 1 8 = T i p s :   Y o u   c a n   p r e s s   " 1 ,   2 ,   3 ,   4 ,   5 ,   6 ,   7 ,   8   o r   9 "   k e y   t o   q u i c k l y   s e l e c t   p a r t i t i o n   c o u n t . 
 
 1 1 1 9 = D i s k   T y p e 
 
 1 1 2 0 = R e b u i l d   M B R 
 
 1 1 2 1 = A l i g n   P a r t i t i o n s : 
 
 1 1 2 2 = P r e v i e w   L a y o u t 
 
 1 1 2 3 = L a b e l : 
 
 1 1 2 4 = D e f a u l t   S i z e 
 
 1 1 2 5 = C l e a r   A l l   L a b e l s   
 
 1 1 2 6 = W a r n i n g s :   A f t e r   p e r f o r m i n g ,   a l l   t h e   e x i s t i n g   p a r t i t i o n s   o n   c u r r e n t   d i s k   w i l l   b e   d e l e t e d .   P r e s s   " E n t e r "   t o   s t a r t   p a r t i t i o n i n g . 
 
 1 1 2 7 = D i r e c t l y   e n t e r   i n t o   " Q u i c k   P a r t i t i o n "   w i n d o w   n e x t   t i m e   w h e n   y o u   r u n   t h e   s o f t w a r e . 
 
 1 1 2 8 = S t a r t   P a r t i t i o n i n g 
 
 1 1 2 9 = Q u i c k   P a r t i t i o n 
 
 1 1 3 0 = S y s t e m 
 
 1 1 3 1 = S o f t w a r e 
 
 1 1 3 2 = D o c s 
 
 1 1 3 3 = F u n 
 
 1 1 3 4 = W o r k 
 
 1 1 3 5 = B a c k u p 
 
 1 1 3 6 = V i d e o s 
 
 1 1 3 7 = G a m e s 
 
 1 1 3 8 = D a t a 
 
 1 1 3 9 = O t h e r s 
 
 1 1 4 0 = P r e s e t 
 
 1 1 4 1 = A   d i s k   s m a l l e r   t h a n   1 0 G B   i s   n o t   s u p p o r t e d . 
 
 1 1 4 2 = F o r   t h e   c o n v e n i e n c e   o f   p a r t i t i o n i n g ,   y o u   c a n   p r e s e t   d e f a u l t   c o u n t   a n d   s i z e . 
 
 1 1 4 3 = T h e   p r o f i l e   ( p a r t . i n i )   o f   t h i s   P r e s e t   w i l l   b e   s a v e d   t o   t h e   r o o t   d i r e c t o r y   o f   a l l   r e m o v a b l e   d e v i c e s . 
 
 1 1 4 4 = A u t o 
 
 1 1 4 5 = R e m o v e   a l l   v o l u m e   l a b e l s . 
 
 1 1 4 6 = S a v e   S e t t i n g s 
 
 1 1 4 7 = S e t t i n g s   h a v e   b e e n   s a v e d   s u c c e s s f u l l y . 
 
 1 1 4 8 = E n a b l e   P r e s e t 
 
 1 1 4 9 = 
 
 1 1 5 0 = 
 
 1 1 5 1 = P a r t i t i o n   C o u n t : \ t 
 
 1 1 5 2 = D i s k   S i z e : \ t 
 
 1 1 5 3 = D i s k   S e r i a l   N u m b e r : \ t 
 
 1 1 5 4 = T r y   t o   a s s i g n   a   d r i v e   l e t t e r 
 
 1 1 5 5 = Q u i c k   P a r t i t i o n 
 
 1 1 5 6 = T h i s   v e r s i o n   o f   A O M E I   P a r t i t i o n   A s s i s t a n t   i s   e s p e c i a l l y   d e s i g n e d   f o r   b e i n g   u s e d   i n   W i n d o w s   P E   s y s t e m .   I t   i s   n o t   r e c o m m e n d e d   t o   u s e   i t   i n   c u r r e n t   W i n d o w s   s y s t e m .   Y o u   c a n   d o w n l o a d   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   f r o m   d i s k - p a r t i t i o n . c o m   a n d   u s e   i t   i n   c u r r e n t   W i n d o w s   s y s t e m . 
 
 1 1 5 7 = W a r n i n g s A f t e r   c l i c k i n g   " Y e s " ,   t h e   p r o g r a m   w i l l   e x e c u t e   " Q u i c k   P a r t i t i o n "   i m m e d i a t e l y ,   a n d   t h e n   a l l   t h e   e x i s t i n g   p a r t i t i o n s   o n   c u r r e n t   d i s k   w i l l   b e   d e l e t e d .   A r e   y o u r   s u r e   y o u   w a n t   t o   c l i c k   " Y e s " ? 
 
 1 1 5 8 = U n a b l e   t o   p e r f o r m   " Q u i c k   P a r t i t i o n "   s i n c e   n o   d i s k   a v a i l a b l e   t o   p a r t i t i o n   w a s   f o u n d   i n   c u r r e n t   s y s t e m .   T o   f i x   t h i s   p r o b l e m ,   w e   s u g g e s t   y o u   i n s t a l l   A O M E I   P a r t i t i o n   A s s i s t a n t   o n   t h e   s y s t e m   p a r t i t i o n   ( C :   d r i v e )   o r   r u n   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   f r o m   U S B   f l a s h   d r i v e .   
 
 1 1 5 9 = U n a b l e   t o   p e r f o r m   " Q u i c k   P a r t i t i o n "   o n   t h e   d i s k   w h e r e   t h e   p r o g r a m   i s   i n s t a l l e d .   T o   f i x   t h i s   p r o b l e m ,   w e   s u g g e s t   y o u   i n s t a l l   A O M E I   P a r t i t i o n   A s s i s t a n t   o n   t h e   s y s t e m   p a r t i t i o n   ( C :   d r i v e )   o r   r u n   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   f r o m   U S B   f l a s h   d r i v e . 
 
 1 1 6 0 = P r e s e t   i s   u n u s a b l e   s i n c e   n o   r e m o v a b l e   d i s k   o r   U S B   f l a s h   d r i v e   t h a t   c a n   s a v e   p r o f i l e   w a s   f o u n d .   W o u l d   y o u   l i k e   t o   b o o t   i n t o   W i n d o w s   P E   f r o m   p h y s i c a l   m a c h i n e   C D   o r   v i r t u a l   m a c h i n e   I S O ?   I t   s u g g e s t s   t h a t   b o o t   i n t o   W i n d o w s   P E   f r o m   U S B   f l a s h   d r i v e   t o   m a k e   P r e s e t   a v a i l a b l e . 
 
 1 1 6 1 = I n c o r r e c t   f i l e   s y s t e m . \ n 
 
 1 1 6 2 = T h i s   p a r a m e t e r   c a n n o t   b e   r e c o g n i z e d . \ n 
 
 1 1 6 3 = \ n [ / l e t t e r ] I n c o r r e c t   d r i v e   l e t t e r . \ n 
 
 1 1 6 4 = S p e c i f i e d   s i z e   i n v a l i d . \ n 
 
 1 1 6 5 = R e m o v a b l e   D i s k 
 
 1 1 6 6 = N a m e 
 
 1 1 6 7 = N u m b e r 
 
 1 1 6 8 = L e t t e r 
 
 1 1 6 9 = V o l u m e   L a b e l 
 
 1 1 7 0 = \ n L o a d i n g ,   p l e a s e   w a i t . . . \ n \ n 
 
 1 1 7 1 = P l e a s e   f o r m a t   t h e   p a r t i t i o n s   b e y o n d   4 G B   t o   N T F S   o r   F A T 3 2 . 
 
 1 1 7 2 = C o m p u t e r   w i l l   r e b o o t   i n   3 0   s e c s .   P r e s s   C t r l + C   t o   q u i t   o r   a d d   / q   t o   r e b o o t   i m m e d i a t e l y .   C o u n t d o w n : 
 
 1 1 7 3 = I t   w i l l   b e   e x e c u t e d   i n   3 0   s e c s .   P r e s s   C t r l + C   t o   q u i t   o r   a d d   / q   t o   n e g l e c t   i t .   C o u n t d o w n : 
 
 1 1 7 4 = T h e   o p e r a t i o n   i s   i n   p r o c e s s .   P l e a s e   d o   n o t   s h u t   d o w n   o r   r e b o o t   t h e   c o m p u t e r ,   n o r   f o r c i b l y   t e r m i n a t e   t h e   p r o g r a m ! 
 
 1 1 7 5 = I n c o r r e c t   p a r a m e t e r .   U n a b l e   t o   f i n d   t h e   p a r t i t i o n s   o r   d i s k s   t h a t   n e e d   t o   b e   o p e r a t e d . 
 
 1 1 7 6 = A   l o g i c a l   p a r t i t i o n   c a n n o t   b e   s e t   a s   a c t i v e   p a r t i t i o n . 
 
 1 1 7 7 = I n c o r r e c t   p a r a m e t e r .   Y o u   m a y   n o t   i n p u t   d i s k   n u m b e r ,   p a r t i t i o n   n u m b e r   o r   d r i v e   l e t t e r . 
 
 1 1 7 8 = T h e   f i l e   s y s t e m   y o u   e n t e r e d   i s   i n c o r r e c t . 
 
 1 1 7 9 = P l e a s e   f o r m a t   t h e   p a r t i t i o n s   b e y o n d   2 T B   t o   N T F S . 
 
 1 1 8 0 = T h e   p a r a m e t e r   y o u   e n t e r e d   i s   i n c o r r e c t . 
 
 1 1 8 1 = N o   u n a l l o c a t e d   s p a c e   a v a i l a b l e   t o   c r e a t e   p a r t i t i o n s   w a s   f o u n d   o n   t h e   d i s k .   I t   s u g g e s t s   t h a t   u s e   " / s i z e : a u t o "   t o   s p e c i f y   t h e   s i z e . 
 
 1 1 8 2 = T h e   p a r t i t i o n   y o u   w a n t   t o   c r e a t e   i s   t o o   l a r g e .   T h e r e   i s   n o t   e n o u g h   u n a l l o c a t e d   s p a c e   o n   t h i s   d i s k   ( o r   t h e   / o f f s e t   v a l u e   y o u   s p e c i f i e d   i s   i n c o r r e c t ) .   I t   s u g g e s t s   t h a t   u s e   " / s i z e : a u t o "   t o   s p e c i f y   t h e   s i z e . 
 
 1 1 8 3 = O f f s e t   v a l u e   y o u   e n t e r e d   i s   i n c o r r e c t . 
 
 1 1 8 4 = T h e   s p e c i f i e d   s i z e   o f   t h e   p a r t i t i o n   y o u   w a n t   t o   c r e a t e   i s   i n c o r r e c t .   I t   s u g g e s t s   t h a t   u s e   " / s i z e : a u t o "   t o   s p e c i f y   t h e   s i z e . 
 
 1 1 8 5 = T h e   s i z e   o f   p a r t i t i o n   b e i n g   c r e a t e d   s h o u l d   b e   l a r g e r   t h a n   2 0 M B . 
 
 1 1 8 6 = O n l y   l o g i c a l   p a r t i t i o n s   c a n   b e   c r e a t e d   o n   t h i s   d i s k ,   p l e a s e   r e m o v e   " / p r i "   p a r a m e t e r . 
 
 1 1 8 7 = T h e   d r i v e   l e t t e r   h a s   b e e n   a s s i g n e d   t o   o t h e r   p a r t i t i o n ,   p l e a s e   r e - a s s i g n   a n o t h e r   u n u s e d   o n e . 
 
 1 1 8 8 = U n a b l e   t o   c r e a t e   t h e   b a c k   e n d   p a r t i t i o n   s i n c e   t h e r e   i s   a l r e a d y   a   p a r t i t i o n   a t   t h e   e n d   o f   t h e   d i s k . 
 
 1 1 8 9 = T h e r e   i s   n o   n e e d   t o   r e - h i d e   t h e   p a r t i t i o n   o r   u n h i d e   i t . 
 
 1 1 9 0 = T h e   " / o f f s e t "   a n d   " / e n d "   c a n n o t   b o t h   b e   p r e s e n t ,   p l e a s e   r e m o v e   o n e   o f   t h e m . 
 
 1 1 9 1 = P l e a s e   s p e c i f y   t h e   c o r r e c t   v a l u e   f o r   " / o f f s e t " . 
 
 1 1 9 2 = T h e r e   i s   n o   l o n g e r   u n a l l o c a t e d   s p a c e   b e h i n d   t h e   p a r t i t i o n . 
 
 1 1 9 3 = T h e r e   i s   n o t   e n o u g h   u n a l l o c a t e d   s p a c e   b e h i n d   t h e   p a r t i t i o n . 
 
 1 1 9 4 = O n l y   p a r t i t i o n s   f o r m a t t e d   w i t h   N T F S   a n d   F A T 3 2   f i l e   s y s t e m s   c a n   b e   r e s i z e d   w i t h o u t   d a t a   l o s s .   I f   t h e   p a r t i t i o n   i s   F A T 1 6 ,   p l e a s e   u s e   " c o n v e r t . e x e "   t o   c o n v e r t   F A T 1 6   t o   N T F S   w i t h o u t   d a t a   l o s s   a n d   t h e n   r e s i z e   i t . 
 
 1 1 9 5 = A f t e r   e x t e n d i n g   t h e   p a r t i t i o n ,   i t   w i l l   e x c e e d   2 T B ,   w h i c h   i s   t h e   m a x i m u m   s i z e   o f   F A T 3 2   f i l e   s y s t e m . 
 
 1 1 9 6 = A f t e r   m o v i n g   o r   e x t e n d i n g   t h e   p a r t i t i o n ,   t h e   e n d   o f   t h e   p a r t i t i o n   w i l l   e x c e e d   t h e   2 T B   l i m i t   b o u n d a r y .   I t   s u g g e s t s   t h a t   u s e   " / e x t e n d : l e f t "   o r   " / r i g h t : a u t o "   p a r a m e t e r .   
 
 1 1 9 7 = T h e r e   i s   n o   l o n g e r   u n a l l o c a t e d   s p a c e   b e f o r e   t h e   p a r t i t i o n . 
 
 1 1 9 8 = T h e   d i s t a n c e   m o v e d   i s   t o o   g r e a t   w h i l e   t h e   u n a l l o c a t e d   s p a c e   i s   i n s u f f i c i e n t .   I t   s u g g e s t s   t h a t   u s e   " / l e f t : a u t o "   o r   " / r i g h t : a u t o "   p a r a m e t e r   t o   s p e c i f y   t h e   s i z e ,   o r   s p e c i f y   a   s m a l l e r   s i z e . 
 
 1 1 9 9 = P l e a s e   v i s i t   w w w . d i s k - p a r t i t i o n . c o m / h e l p / c m d . h t m l   o r   v i e w   U s e r   M a n u a l   t o   l e a r n   h o w   t o   u s e   A O M E I   P a r t i t i o n   A s s i s t a n t   C o m m a n d   L i n e . 
 
 1 2 0 0 = W h e n   s h r i n k i n g   a   p a r t i t i o n ,   p l e a s e d   l e a v e   m o r e   f r e e   s p a c e   f o r   i t   ( a t   l e a s t   3 0 M B ,   b u t   u s u a l l y   i t   h a s   t o   b e   m o r e   t h a n   3 0   M B   s o   t h a t   t h e   s h r i n k i n g   c a n   b e   s u c c e s s f u l ) . 
 
 1 2 0 1 = B e f o r e   i n i t i a l i z i n g   a   d i s k ,   p l e a s e   d e l e t e   a l l   t h e   p a r t i t i o n s   o n   i t . 
 
 1 2 0 2 = U n a b l e   t o   o p e r a t e   d y n a m i c   d i s k s   o r   O f f l i n e   d i s k s . 
 
 1 2 0 3 = B u i l d   E S P / M S R   P a r t s 
 
 1 2 0 4 = T h e   s o u r c e   p a t h   y o u   e n t e r e d   c a n n o t   b e   a c c e s s e d . 
 
 1 2 0 5 = C o p y i n g   f i l e s ,   p l e a s e   w a i t . . . 
 
 1 2 0 6 = C o p y i n g   f i l e s   i s   c o m p l e t e . 
 
 1 2 0 7 = C o p y i n g   f i l e s   e r r o r .   I t   m a y   b e   c a u s e d   b y   i n c o r r e c t   d e s t i n a t i o n   p a t h   o r   i n s u f f i c i e n t   s p a c e . 
 
 1 2 0 8 = C a n n o t   a s s i g n   a   d r i v e   l e t t e r   t o   a   h i d d e n   p a r t i t i o n . 
 
 1 2 0 9 = I f   t h e   p r o c e s s   o f   t h e   " S y s t e m   u p d a t i n g "   w a i t s   m o r e   t h a n   3   m i n u t e s ,   \ n y o u   c a n   f o r c i b l y   t e r m i n a t e   t h e   p r o g r a m   b y   T a s k   M a n a g e r . \ n 
 
 1 2 1 0 = A & d d   D r i v e r s 
 
 1 2 1 1 = D & e l e t e 
 
 1 2 1 2 = S t a t u s 
 
 1 2 1 3 = T y p e 
 
 1 2 1 4 = D e s c r i p t i o n 
 
 1 2 1 5 = T o   e n s u r e   t h a t   t h e   P E   i s   m o r e   c o m p a t i b l e ,   f o l l o w i n g   d e t e c t e d   d e v i c e s   c o u l d   b e   a d d e d   t o   P E .   I f   a   d e v i c e   n e e d n ' t   t o   b e   a d d e d ,   p l e a s e   u n c h e c k   t h e   o p t i o n . 
 
 1 2 1 6 = T h e   p r o g r a m   w i l l   r u n   t h e   d e f a u l t   o p e r a t i o n   a f t e r   % d   s e c o n d s . 
 
 1 2 1 7 = D r i v e r   N a m e 
 
 1 2 1 8 = D r i v e r   P a t h 
 
 1 2 1 9 = Y o u   c a n   a d d   o n e   o r   m o r e   d r i v e r s   t o   W i n d o w s   P E   i n   o r d e r   t o   r e c o g n i z e   h a r d w a r e   d e v i c e s   i n   y o u r   c o m p u t e r . 
 
 1 2 2 0 = T h e   p r o g r a m   d e t e c t e d   t h a t   t h e   d i s k   s i g n a t u r e   o f   d i s k % d   i s   e q u a l   t o   t h e   d i s k   s i g n a t u r e   o f   d i s k % d ,   w h i c h   w i l l   a f f e c t   t h e   v a l i d i t y   o f   d i s k   o p e r a t i o n .   P l e a s e   r e m o v e   o n e   o f   t h e m   f r o m   y o u r   c o m p u t e r   a n d   c o n t i n u e .   
 
 1 2 2 6 = I t   c a n  t   c o n t i n u e   t o   w o r k   w i t h o u t   p o w e r   c o n n e c t e d   o r   p o w e r   i s   l e s s   t h a n   7 0 % .   P l e a s e   d o   i t   a g a i n   a f t e r   c o n n e c t i n g   p o w e r . 
 
 1 2 2 7 = N o w   t h e   c o m p u t e r   i s   n o t   c o n n e c t e d   t o   p o w e r .   I n   c a s e   o f   m a k i n g   m i s t a k e   i n   p a r t i t i o n i n g   d u e   t o   p o w e r   o f f ,   y o u   a r e   s u g g e s t e d   t o   c o n n e c t   t h e   c o m p u t e r   t o   p o w e r   b e f o r e   c a r r y i n g   o u t .   D o   y o u   w a n t   t o   c o n t i n u e   t h i s   o p e r a t i o n ? 
 
 1 2 2 8 = T h e r e   i s   n o t   e n o u g h   r e s e r v e d   s p a c e   o n   t h e   d i s k ,   p l e a s e   c h o o s e   a n o t h e r   m e t h o d   t o   c l o n e . 
 
 1 2 2 9 = F a i l e d   t o   c r e a t e   b o o t   p a r t i t i o n ,   p l e a s e   u s e   C H K D S K   t o   c h e c k   p a r t i t i o n s   o n   t h e   d i s k   a n d   t r y   a g a i n .   F o r   m o r e   h e l p ,   p l e a s e   r e f e r   t o   F A Q . 
 
 1 2 3 0 = T h e r e   i s   n o t   e n o u g h   s p a c e   o n   t h e   d e s t i n a t i o n   d i s k ,   p l e a s e   c h o o s e   a   l a r g e r   d i s k   a s   d e s t i n a t i o n   l o c a t i o n . 
 
 1 2 3 1 = D u e   t o   c u r r e n t   s y s t e m   i s   3 2 - b i t   v e r s i o n ,   i t   m a y   b e   u n a b l e   t o   b o o t   a f t e r   b e i n g   c l o n e d   t o   d e s t i n a t i o n   d i s k .   D o   y o u   w a n t   t o   c o n t i n u e ? 
 
 1 2 3 2 = D u e   t o   t h e r e   a r e   m u l t i p l e   b o o t s   o n   t h e   s o u r c e   d i s k ,   i t   e n s u r e s   o n l y   c u r r e n t   s y s t e m   i s   a b l e   t o   b o o t   a f t e r   b e i n g   c l o n e d . 
 
 1 2 3 3 = D u e   t o   t h e   o p e r a t i n g   s y s t e m   b e f o r e   W i n d o w s   V i s t a   ( e . g .   W i n d o w s   X P / 2 0 0 3 )   i s   n o t   w e l l   c o m p a t i b l e   w i t h   G P T   d i s k ,   w e   s u g g e s t   y o u   u s e   P a r t i t i o n   A s s i s t a n t   t o   c o n v e r t   t h e   d e s t i n a t i o n   d i s k   t o   M B R   a n d   t h e n   c o n t i n u e   t o   c l o n e . 
 
 1 2 3 4 = h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / l i b / p a - n o t e . h t m l 
 
 1 2 3 5 = < f o n t   c o l o r = " # 4 d 4 b 4 b " > < a   h r e f = " h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / l i b / b o o t - c o m p u t e r . h t m l " > H o w   t o   b o o t   c o m p u t e r   f r o m   d e s t i n a t i o n   d i s k ? < / a > < / f o n t > 
 
 1 2 3 6 = C a n   n o t   c l o n e   t o   t h e   d e s t i n i a t i o n   d i s k   d u e   t o   t h e   p a r t i t i o n   s t r u c t   o f   t h e   s o u r c e   d i s k .   W e   s u g g e s t   y o u   k e e p i n g   t h a t   t h e   t y p e   ( M B R   o r   G P T )   o f   t h e   d e s t i n a t i o n   d i s k   i s   t h e   s a m e   a s   t h e   s o u r c e   d i s k ,   o r   d e l e t e   t h e   u s e l e s s   n o n - N T F S   o r   n o n - F A T 3 2   p a r t i t i o n s   o n   t h e   s o u r c e   d i s k   a n d   t r y   a g a i n . 
 
 1 3 0 0 = S S D   S e c u r e   E r a s e 
 
 1 3 0 1 = S e c u r e   e r a s e   n o t i c e 
 
 1 3 0 2 = T h e   S e c u r e   E r a s e   w i l l   r e s e t   y o u r   p e r f o r m a n c e   d r o p p i n g   S S D   t o   f a c t o r y   s e t t i n g s ,   w h i c h   w i l l   i n c r e a s e   t h e   r e a d   a n d   w r i t e   s p e e d s   o f   S S D   d r i v e .   H o w e v e r ,   i t   w i l l   c a u s e   l o s s   o f   a l l   t h e   d a t a   o n   S S D ,   p l e a s e   m a k e   s u r e   y o u   h a v e   b a c k e d   u p   y o u r   i m p o r t a n t   d a t a   b e f o r e   s e c u r e l y   e r a s i n g   S S D . 
 
 1 3 0 3 = C h o o s e   S S D 
 
 1 3 0 4 = P l e a s e   c h o o s e   t h e   S S D   y o u   w a n t   t o   s e c u r e l y   e r a s e   a n d   b a c k u p   d a t a   b e f o r e   c o n t i n u i n g . 
 
 1 3 0 5 = U n a b l e   t o   o b t a i n   t h e   i d e n t i f i c a t i o n   i n f o r m a t i o n   o f   t h i s   d i s k   ( t h e   d i s k   m a y   n o t   b e   c o n n e c t e d   t o   m o t h e r b o a r d   v i a   S A T A ) .   T h e   d i s k   m a y   n o t   b e   a n   S S D   o r   t h e   d i s k   c a n n o t   b e   s u p p o r t e d ,   p l e a s e   s e l e c t   a   c o r r e c t   S S D   a n d   r e t r y . 
 
 1 3 0 6 = T h e   d i s k   i s   n o t   a   S S D ,   p l e a s e   c h o o s e   a   S S D   a n d   r e t r y . 
 
 1 3 0 7 = S S D   i d e n t i f i c a t i o n   i n f o r m a t i o n . 
 
 1 3 0 8 = B e l o w   i s   t h e   i d e n t i f i c a t i o n   i n f o r m a t i o n   o f   t h i s   S S D ,   p l e a s e   c o n f i r m   i t   b e f o r e   c o n t i n u i n g . 
 
 1 3 0 9 = N o t e :   B e c a u s e   t h i s   S S D   i s   i n   a   f r o z e n   s t a t e   a n d   i t   c a n n o t   b e   u n l o c k e d   w i t h   s o f t w a r e ,   s o   y o u   n e e d   t o   p e r f o r m   h o t   s w a p   f o r   t h i s   S S D   b e f o r e   c o n t i n u i n g . 
 
 1 3 1 0 = O p e r a t i o n   r e s u l t 
 
 1 3 1 1 = S e c u r e   e r a s e   o p e r a t i o n   r e t u r n   r e s u l t 
 
 1 3 1 2 = T h e   S S D   h a s   b e e n   e r a s e d   s u c c e s s f u l l y . 
 
 1 3 1 3 = O p e r a t i o n   F a i l e d   % d :   i t   m a y   b e   c a u s e d   b y   t h e   S S D   b e i n g   u s e d ,   p l e a s e   r e s t a r t   c o m p u t e r   a n d   r e t r y ,   o r   e r a s e   S S D   u n d e r   W i n P E . 
 
 1 3 1 4 = N o t e :   B e c a u s e   t h i s   S S D   i s   i n   a   f r o z e n   s t a t e   a n d   i t   c a n n o t   b e   u n l o c k e d   w i t h   s o f t w a r e ,   s o   y o u   n e e d   t o   p e r f o r m   h o t   s w a p   f o r   t h i s   S S D   b e f o r e   c o n t i n u i n g .   P l e a s e   c l i c k   " C o n f i r m "   a f t e r   h o t   s w a p   t o   c o n t i n u e .   T h e   d e t a i l e d   o p e r a t i o n s   a r e   a s   f o l l o w : 
 
 1 3 1 5 = S t e p   1 :   O p e n   t h e   c o m p u t e r   c a s e   a n d   f i n d   t h e   S S D   y o u   n e e d   t o   s e c u r e l y   e r a s e . 
 
 1 3 1 6 = S t e p   2 :   U n p l u g   t h e   S S D   S A T A   c a b l e   a n d   p l u g   i t   b a c k . 
 
 1 3 1 7 = S t e p   3 :   R e t u r n   t o   A O M E I   P a r t i t i o n   A s s i s t a n t   a n d   c l i c k   " C o n f i r m "   t o   c o n t i n u e . 
 
 1 3 1 8 = N o t e :   T h e   c o m p u t e r   s y s t e m   c a n n o t   b e   p o w e r e d   d o w n   d u r i n g   t h e   h o t   s w a p   p r o c e s s .   A   p o w e r   d o w n   w i l l   c a u s e   u n l o c k   f a i l u r e . 
 
 1 3 1 9 = T h e   d e v i c e   i s   s t i l l   i n   a   f r o z e n   s t a t e ,   p l e a s e   f o l l o w   t h e   s t e p s   t o   r e t r y . 
 
 1 3 2 0 = S S D   S e c u r e   E r a s e   W i z a r d 
 
 1 3 2 1 = T h e   s e l e c t e d   d i s k   i n f o r m a t i o n : 
 
 1 3 2 2 = T h e   s e l e c t e d   S S D   i s   i n   a   f r o z e n   s t a t e .   T o   c o n t i n u e   w i t h   s e c u r e   e r a s e ,   p l e a s e   p e r f o r m   h o t   s w a p   f o r   t h i s   S S D   t o   r e l i e v e   t h e   f r o z e n   s t a t e . 
 
 1 3 2 3 = T h e   s e l e c t e d   S S D   i s   p r o t e c t e d   w i t h   p a s s w o r d .   T o   c o n t i n u e   w i t h   s e c u r e   e r a s e ,   p l e a s e   i n p u t   c o r r e c t   p a s s w o r d . 
 
 1 3 2 4 = T i p s : p l e a s e   c l i c k   < 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 . d i s k - p a r t i t i o n . c o m / h e l p / s s d - s e c u r e - e r a s e . h t m l ? p a " > h e r e < / a > < / f o n t > < / u >   t o   v i e w   t h e   t u t o r i a l   o n   h o w   t o   p e r f o r m   h o t   s w a p   f o r   a n   S S D . \ n U s u a l l y ,   t h e   s e c u r e   e r a s e   w i l l   b e   c o m p l e t e d   w i t h i n   2   m i n u t e s .   I f   t h e   o p e r a t i o n   s t i l l   w o r k s   i n   p r o g r e s s   a f t e r   2   m i n u t e s ,   p l e a s e   c a n c e l   t h e   o p e r a t i o n ,   a n d   t h e n   t r y   a g a i n   o r   c o n t a c t   u s . 
 
 1 3 2 5 = U s u a l l y ,   t h e   s e c u r e   e r a s e   w i l l   b e   c o m p l e t e d   w i t h i n   2   m i n u t e s .   I f   t h e   o p e r a t i o n   s t i l l   w o r k s   i n   p r o g r e s s   a f t e r   2   m i n u t e s ,   p l e a s e   c a n c e l   t h e   o p e r a t i o n ,   a n d   t h e n   t r y   a g a i n   o r   c o n t a c t   u s . \ n P e r f o r m i n g ,   p l e a s e   w a i t . . . 
 
 1 3 2 6 = U n a b l e   t o   p e r f o r m   s e c u r e   e r a s e   b e c a u s e   y o u r   S S D   i s   s t i l l   i n   a   f r o z e n   s t a t e .   P l e a s e   r e f e r   t o   t h e   t u t o r i a l   o n   h o w   t o   r e l i e v e   t h e   f r o z e n   s t a t e   f o r   a n   S S D   a n d   r e t r y . 
 
 1 3 2 7 = Y o u r   S S D   i s   p r o t e c t e d   w i t h   p a s s w o r d .   P l e a s e   i n p u t   c o r r e c t   p a s s w o r d   a n d   r e t r y . 
 
 1 3 2 8 = T h e   S e c u r e   E r a s e   w i l l   r e s e t   y o u r   p e r f o r m a n c e   d r o p p i n g   S S D   t o   f a c t o r y   s e t t i n g s ,   w h i c h   w i l l   i n c r e a s e   t h e   r e a d   a n d   w r i t e   s p e e d s   o f   S S D   d r i v e .   H o w e v e r ,   i t   w i l l   c a u s e   l o s s   o f   a l l   t h e   d a t a   o n   S S D ,   p l e a s e   m a k e   s u r e   y o u   h a v e   b a c k e d   u p   y o u r   i m p o r t a n t   d a t a   b e f o r e   s e c u r e l y   e r a s i n g   S S D .   T h e   e r a s e   o p e r a t i o n   w i l l   b e   c o m p l e t e d   w i t h i n   a p p r o x i m a t e l y   3 0   s e c o n d s . 
 
 1 3 2 9 = N o t e :   t h i s   f e a t u r e   c a n   b e   u s e d   o n l y   i n   W i n d o w s   7 .   I f   y o u r   c o m p u t e r   i s   n o t   r u n n i n g   W i n d o w s   7 ,   p l e a s e   u n p l u g   t h e   S S D   f r o m   o t h e r   s y s t e m s   a n d   c o n n e c t   i t   t o   c o m p u t e r   r u n n i n g   W i n d o w s   7 . 
 
 1 3 3 0 = T h i s   S S D   i s   a n   a c t i v e   s y s t e m   d i s k   w h i c h   c a n n o t   b e   s u p p o r t e d   b y   S e c u r e   E r a s e .   P l e a s e   c o n n e c t   t h i s   S S D   t o   a n o t h e r   c o m p u t e r   a n d   r e t r y . 
 
 1 3 3 1 = D e v i c e   P a s s w o r d : 
 
 1 3 3 2 = 
 
 1 3 3 3 = E n t e r   i n t o   W i n d o w s   P E   m o d e   t o   p e r f o r m   o p e r a t i o n s . 
 
 1 3 3 4 = T h e   p r o g r a m   w i l l   a u t o m a t i c a l l y   c r e a t e   W i n P E   a n d   e n t e r   i n t o   i t   t o   c o m p l e t e   t h e   o p e r a t i o n s .   I f   h a r d w a r e   R A I D   i s   c o n f i g u r e d   i n   t h e   c u r r e n t   c o m p u t e r ,   p l e a s e   u n c h e c k   t h i s   o p t i o n . 
 
 1 3 3 5 = N o t e :   i f   h a r d w a r e   R A I D   i s   c o n f i g u r e d   i n   c u r r e n t   c o m p u t e r ,   w e   s u g g e s t   y o u   u n c h e c k   t h i s   o p t i o n . 
 
 1 3 3 6 = C l i c k   " R e s t a r t   N o w "   t o   r e s t a r t   y o u r   c o m p u t e r ,   a n d   t h e n   t h e   p r o g r a m   w i l l   a u t o m a t i c a l l y   c r e a t e   W i n d o w s   P E   a n d   e n t e r   i n t o   W i n d o w s   P E   e n v i r o n m e n t   i n   p r i o r i t y   t o   p e r f o r m   o p e r a t i o n s . 
 
 1 3 3 7 = A l l   o p e r a t i o n s   h a v e   b e e n   f i n i s h e d   s u c c e s s f u l l y .   T h e   p r o g r a m   w i l l   a u t o m a t i c a l l y   r e s t a r t   c o m p u t e r   i n   3 0   s e c o n d s .   Y o u   a l s o   c a n   c l i c k   " R e s t a r t   N o w "   o r   c l i c k   " C a n c e l "   t o   s t a y   i n   W i n d o w s   P E   e n v i r o n m e n t . 
 
 1 3 3 8 = T h e   p r o g r a m   d e t e c t e d   t h a t   t h e   d i s k s   i n   c u r r e n t   W i n d o w s   P E   e n v i r o n m e n t   d i f f e r   f r o m   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   n u m b e r   c h a n g e   o r   h a r d w a r e   R A I D   e x i s t i n g .   T h e   p r o g r a m   w i l l   a u t o m a t i c a l l y   r e s t a r t   c o m p u t e r   i n   o n e   m i n u t e   a n d   e n t e r   i n t o   P r e O S   m o d e   t o   c o n t i n u e   p e r f o r m i n g   y o u r   o p e r a t i o n s .   Y o u   c a n   c l i c k   " R e s t a r t   N o w "   t o   e n t e r   i n t o   P r e O S   m o d e   i m m e d i a t e l y   a n d   p e r f o r m   y o u r   o p e r a t i o n s ,   o r   c l i c k   " C a n c e l "   t o   s t a y   i n   W i n d o w s   P E   m o d e . 
 
 1 3 3 9 = R e s t a r t   N o w 
 
 1 3 4 0 = T h e   p r o g r a m   i s   c r e a t i n g   W i n d o w s   P E .   A f t e r   c o m p l e t i n g   t h e   c r e a t i o n ,   t h e   p r o g r a m   w i l l   a u t o m a t i c a l l y   e n t e r   i n t o   W i n d o w s   P E   t o   c o m p l e t e   o p e r a t i o n s ,   p l e a s e   w a i t & 
 
 1 3 4 1 = I f   t h e   p r o g r a m   f a i l s   t o   e n t e r   i n t o   W i n d o w s   P E ,   i t   w i l l   a u t o m a t i c a l l y   e n t e r   i n t o   P r e O S   m o d e   t o   c o m p l e t e   o p e r a t i o n s . 
 
 1 3 4 2 = C r e a t e   W i n d o w s   P E 
 
 1 3 4 3 = A r e   y o u   s u r e   y o u   w a n t   t o   e n d   t h e   c u r r e n t   o p e r a t i o n ? 
 
 1 3 4 4 = Y o u r   c o m p u t e r   w i l l   a u t o m a t i c a l l y   r e s t a r t   i n   % d   s e c o n d s . 
 
 1 3 4 5 = T h e   p r o g r a m   h a s   d e t e c t e d   t h e   p a r t i t i o n s   c u r r e n t l y   o p e r a t e d   a r e   b e i n g   u s e d   b y   o t h e r   a p p l i c a t i o n s .   T h e   p r o g r a m   w i l l   a u t o m a t i c a l l y   c l o s e   t h e s e     a p p l i c a t i o n s .   W e   s u g g e s t   y o u   s a v e   y o u r   i m p o r t a n t   d o c u m e n t s   b e f o r e   c l i c k i n g   " Y e s " . 
 
 1 3 4 6 = U s e r   e x p e r i e n c e   i m p r o v e m e n t 
 
 1 3 4 7 = P l e a s e   j o i n   A O M E I   U s e r   E x p e r i e n c e   I m p r o v e m e n t   P r o g r a m   t o   h e l p   u s   i m p r o v e   t h e   p r o d u c t s   a n d   w e   a p p r e c i a t e   i t   v e r y   m u c h . 
 
 1 3 4 8 = J o i n   t h e   U s e r   E x p e r i e n c e   I m p r o v e m e n t   P r o g r a m 
 
 1 3 4 9 = S y s t e m   c l e a n 
 
 1 3 5 0 = h t t p s : / / w w w . i o b i t . c o m / e n / a d v a n c e d s y s t e m c a r e f r e e . p h p ? b d = a o m e i 
 
 1 3 5 1 = h t t p s : / / w w w . d i s k - p a r t i t i o n . 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 
 
 1 3 5 2 = h t t p s : / / w w w . d i s k - p a r t i t i o n . 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 i t i o n . 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 
 
 1 3 5 4 = h t t p s : / / w w w . d i s k - p a r t i t i o n . 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 
 
 1 3 5 5 = h t t p s : / / w w w . d i s k - p a r t i t i o n . 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 % 2 0 d i s k % 2 0 c o n v e r t e 
 
 1 3 5 6 = h t t p s : / / w w w . d i s k - p a r t i t i o n . 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 i t i o n . 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 i t i o n . 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 
 
 1 3 5 9 = h t t p s : / / w w w . d i s k - p a r t i t i o n . 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 p a r t i t i o n % 2 0 t y p e % 2 0 i d 
 
 1 3 6 0 = h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / h o m e - u p g r a d e . h t m l ? p a - a l l o c a t e % 2 0 f r e e % 2 0 s p a c e 
 
 1 3 6 1 = h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / h o m e - u p g r a d e . h t m l ? p a - m i g r a t e % 2 0 o s 
 
 1 3 6 2 = h t t p s : / / w w w . d i s k - p a r t i t i o n . 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 G p t % 2 0 M b r 
 
 1 3 6 3 = h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / g e t - f u l l . h t m l ? p a - w i n d o w s % 2 0 t o % 2 0 g o % 2 0 c r e a t o r 
 
 1 3 6 4 = h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / g e t - f u l l . h t m l ? p a - c o p y % 2 0 p a r t i t i o n 
 
 1 3 6 5 = h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / g e t - f u l l . h t m l ? p a - m i g r a t e % 2 0 o s % 2 0 t o % 2 0 s s d 
 
 1 3 6 6 = h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / g e t - f u l l . h t m l ? p a - m a k e % 2 0 b o o t a b l e % 2 0 m e d i a 
 
 1 3 6 7 = h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / g e t - f u l l . h t m l ? p a - d i s k % 2 0 c o p y % 2 0 w i z a r d 
 
 1 3 6 8 = h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / g e t - f u l l . h t m l ? p a - w i p e % 2 0 h a r d % 2 0 d r i v e 
 
 1 3 6 9 = h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / g e t - f u l l . h t m l ? p a - q u i c k % 2 0 p a r t i t i o n 
 
 1 3 7 0 = h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / g e t - f u l l . 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 
 
 1 3 7 1 = U p g r a d e   a n d   G e t   G i f t s   N o w 
 
 1 3 7 2 = ( s a v e   u p   t o   5 0 % ) 
 
 1 3 7 3 = 9 0 - d a y   u n c o n d i t i o n a l   m o n e y   b a c k   g u a r a n t e e 
 
 1 3 7 4 = h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / h o m e - u p g r a d e . h t m l 
 
 1 3 7 5 = S t a r t   S e c t o r         
 
 1 3 7 6 = E n d   S e c t o r 
 
 1 3 7 7 = h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / u p g r a d e - l i t e . h t m l 
 
 1 3 7 8 = h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / u p g r a d e - p r o . h t m l 
 
 1 3 7 9 = h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / u p g r a d e - s e r v e r . h t m l 
 
 1 3 8 0 = h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / u p g r a d e - u n l i m i t e d . h t m l 
 
 1 3 8 1 = D e l e t e   t h e   s e l e c t e d   p a r t i t i o n   a n d   w i p e   a l l   s e c t o r s   o n   i t .   A f t e r   w i p e ,   t h e   d a t a   w o n  t   b e   r e c o v e r e d . 
 
 1 3 8 2 = C u r r e n t   s e l e c t e d   p a r t i t i o n : 
 
 1 3 8 3 = D e l e t e   p a r t i t i o n   q u i c k l y   ( d e l e t e   p a r t i t i o n   w i t h o u t   w i p i n g   d a t a ) 
 
 1 3 8 4 = D e l e t e   p a r t i t i o n   a n d   w i p e   d a t a   o n   i t 
 
 1 3 8 5 = D e l e t e   a l l   p a r t i t i o n s   o n   s e l e c t e d   d i s k   a n d   w i p e   a l l   s e c t o r s   o n   t h e   d i s k .   A f t e r   w i p e ,   t h e   d a t a   w o n  t   b e   r e c o v e r e d . 
 
 1 3 8 6 = C u r r e n t   s e l e c t e d   d i s k : 
 
 1 3 8 7 = W i p e   a l l   s e c t o r s   o f   s e l e c t e d   u n a l l o c a t e d   s p a c e .   A f t e r   w i p e ,   t h e   d a t a   w o n  t   b e   r e c o v e r e d . 
 
 1 3 8 8 = U n a l l o c a t e d   s p a c e 
 
 1 3 8 9 = D e l e t e   a l l   p a r t i t i o n s   a n d   w i p e   a l l   s e c t o r s   o n   t h e   d i s k .   A f t e r   w i p e ,   t h e   d a t a   w o n  t   b e   r e c o v e r e d . 
 
 1 3 9 0 = F i l l   s e c t o r s   w i t h   Z e r o   ( S a f e ,   Q u i c k ) 
 
 1 3 9 1 = F i l l   s e c t o r s   w i t h   r a n d o m   d a t a ( S a f e ,   Q u i c k ,   P R O ) 
 
 1 3 9 2 = D o D   5 2 2 0 . 2 2 - M ( V e r y   S a f e ,   S l o w ,   P R O ) 
 
 1 3 9 3 = t i m e s   r e w r i t e 
 
 1 3 9 4 = G u t m a n n ( 3 5   p a s s e s ,   V e r y   S a f e ,   V e r y   S l o w ,   P R O ) 
 
 1 3 9 5 = W i p i n g   M e t h o d 
 
 1 3 9 6 = F i l l   s e c t o r s   w i t h   r a n d o m   d a t a ( S a f e ,   Q u i c k ) 
 
 1 3 9 7 = D o D   5 2 2 0 . 2 2 - M ( V e r y   S a f e ,   S l o w ) 
 
 1 3 9 8 = G u t m a n n ( 3 5   p a s s e s ,   V e r y   S a f e ,   V e r y   S l o w ) 
 
 1 3 9 9 = h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / u p g r a d e - n o w . h t m l 
 
 1 4 0 0 = ? s o u r c e = w i p e _ d i s k 
 
 1 4 0 1 = ~ r a n d o m 
 
 1 4 0 2 = ~ d o d 5 2 2 0 
 
 1 4 0 3 = ~ g u t m a n n 
 
 1 4 0 4 = N h m   b o   m   a n   t o  n   d   l i u ,   c h  n g   t  i   k h u y  n   b n   s   d n g   p h n   m m   s a o   l u   m i n   p h     A M O E I   B a c k u p p e r      s a o   l u   d   l i u .   P h n   m m   n  y   k h  n g   c h   c    c h c   n n g   s a o   l u   h   t h n g ,   m    c  n   g i  p   b n   n g   b   t p   t i n   t r  n     )a   c c   b ,   N A S ,   t h   m c   c h i a   s   t r  n   n h i u   m  i   t r n g   m n g   k h  c   n h a u   n h m   b o   v   d   l i u   m t   c  c h   t t   n h t .     b i t   t h  m   c h i   t i t ,   v u i   l  n g   n h p   v  o    y   < 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 . a o m e i t e c h . c o m / a b / s t a n d a r d . h t m l " > h e r e < / a > < / f o n t > < / u > . 
 
 1 4 0 5 = X  a   t o  n   b     )a 
 
 1 4 0 6 = D i   c h u y n   H   i u   h  n h 
 
 1 4 0 7 = C p   p h  t   D u n g   l n g 
 
 1 4 0 8 = T r u n g   t  m   V I P 
 
 1 4 0 9 =  y   l    t  n h   n n g   c   q u y n   d  n h   c h o   k h  c h   h  n g   V I P .   V u i   l  n g   n  n g   c p   l  n   k h  c h   h  n g   V I P     n h n   t h  m   n h i u   u    i   g i m   g i    c in g   n h   n h i u   d c h   v   c a o   c p   k h  c . 
 
 1 4 1 0 = T r c   t i  n   h  y   c h n   m t   p h  n   v  n g . 
 
 1 4 1 1 = K h  n g   t h   c p   p h  t   d u n g   l n g   t r n g   t r  n   p h  n   v  n g   n  y .   C    t h     )a   h i n   t i   k h  n g   c  n   d u n g   l n g   t r n g .   V u i   l  n g   g i i   p h  n g   t h  m   d u n g   l n g   t r n g   r i   t h   l i   s a u . 
 
 1 4 1 2 = h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / s p e c i a l s / v i p - c e n t e r . h t m l ? p a 
 
 1 4 1 3 = C  n g   c   n  y   s   g i  p   b n   c  i   t   h   i u   h  n h   W i n d o w s   l  n     )a   U S B   h o c     c n g   t h  o   r i .   B  n   c n h    ,   c  n g   c   n  y   s   g i  p   b n   d i   c h u y n   h   i u   h  n h   h i n   t i   c a   b n   l  n     )a   U S B   h o c     c n g   t h  o   r i .   N g o  i   r a ,   b n   c    t h   k h i   n g   h   i u   h  n h   t r  n   b t   k   t h i t   b   t h  o   r i   n  o ,   g i  p   b n   l  m   v i c     b t   c    u   v    b t   k   l  c   n  o . 
 
 1 4 1 4 = T o   W i n d o w s   T o   G o   b n g   )a   h   t h n g   h o c   t p   t i n   I S O . 
 
 1 4 1 5 = T o   W i n d o w s   T o   G o   v i   h   i u   h  n h   h i n   t i . 
 
 1 4 1 6 = V u i   l  n g   c h n   v   t r     c h   t   d a n h   s  c h     c n g   t h  o   r i   d i    y     t i n   h  n h   d i   c h u y n   h   i u   h  n h   h i n   t i .   T h a o   t  c   n  y   s   x  a   t o  n   b   d   l i u   t r  n     )a    c h .   T r c   t i  n ,   v u i   l  n g   t i n   h  n h   s a o   l u   t o  n   b   d   l i u   q u a n   t r n g   t r  n     )a . 
 
 1 4 1 7 = T i    y   b n   c    t h   t   c u   h  n h   c  c h   t h c   k h i   n g   v    c h     k h i   n g   t r  n   h   i u   h  n h   W i n d o w s   T o   G o . 
 
 1 4 1 8 = L a   c h n   k i u   h   i u   h  n h      t o . 
 
 1 4 1 9 = C h     k h i   n g   c a   h   i u   h  n h    c h . 
 
 1 4 2 0 = T n g   q u  t 
 
 1 4 2 1 = D u y   t r    t  n h   t n g   t h  c h   v i   h   i u   h  n h   h i n   t i . 
 
 1 4 2 2 = T h a o   t  c      h o  n   t t . 
 
 1 4 2 3 = a n g   h y   b   t h a o   t  c . . . 
 
 1 4 2 4 = T h a o   t  c      b   h y   b . 
 
 1 4 2 5 = a n g   k h i   t o   m  i   t r n g   c h o   v i c   d i   c h u y n   h   i u   h  n h . . . 
 
 1 4 2 6 = a n g   k h i   c h y     )a   U S B .   N h n g   t h a o   t  c   s a u   s   m t   n h i u   t h i   g i a n     h o  n   t t ,   x i n   h  y   k i  n   n h n . 
 
 1 4 2 7 = a n g   t o   m  i   t r n g   W i n P E . . . 
 
 1 4 2 8 = B t   u   c h     k h i   n g   l i   W i n P E . . . 
 
 1 4 2 9 = a n g   k h i   n g   l i   m  y   t  n h . . . 
 
 1 4 3 0 = a n g   t i n   h  n h   d i   c h u y n   h   i u   h  n h   h i n   t i   l  n     )a   U S B . . . 
 
 1 4 3 1 = a n g   c p   n h t   c u   h  n h   h   i u   h  n h   t r  n     )a   U S B . 
 
 1 4 3 2 = K h  n g   t h   k h i   t o   m  i   t r n g   c h o   v i c   d i   c h u y n   h   i u   h  n h . 
 
 1 4 3 3 = K h  n g   t h   k h i   c h y     )a   U S B . 
 
 1 4 3 4 = K h  n g   t h   t o   W i n P E . 
 
 1 4 3 5 = K h  n g   t h   t i n   h  n h   c h     k h i   n g   l i   W i n P E . 
 
 1 4 3 6 = K h  n g   t h   k h i   n g   l i   m  y   t  n h . 
 
 1 4 3 7 = K h  n g   t h   d i   c h u y n   h   i u   h  n h   h i n   t i   l  n     )a   U S B . 
 
 1 4 3 8 = K h  n g   t h   c p   n h t   c u   h  n h   h   i u   h  n h   t r  n     )a   U S B . 
 
 1 4 3 9 = T h  n g   t i n   h   i u   h  n h   h i n   t i : 
 
 1 4 4 0 = T  n   H   i u   h  n h : 
 
 1 4 4 1 = P h i  n   b n   H   i u   h  n h : 
 
 1 4 4 2 = T  n   M  y   t  n h : 
 
 1 4 4 3 = K i u   H   i u   h  n h : 
 
 1 4 4 4 = P h  n   v  n g   H   i u   h  n h : 
 
 1 4 4 5 = P h  n   v  n g   K h i   n g : 
 
 1 4 4 6 = C h     B I O S : 
 
 1 4 4 7 = T  n h   n n g    T o   W i n d o w s   T o   G o   v i   h   i u   h  n h   h i n   t i    k h  n g   h   t r   t o   W i n d o w s   T o   G o   v i   p h i  n   b n   h   i u   h  n h   c i  h n   W i n d o w s   7 .   T  n h   n n g   n  y   k h  n g   h o t   n g   d o   p h i  n   b n   h   i u   h  n h   h i n   t i   c i  h n   W i n d o w s   7 .   V u i   l  n g   t h a y   i   h   i u   h  n h   l  m   W i n d o w s   7   h o c   p h i  n   b n   m i   h n ,   s a u      t h   l i . 
 
 1 4 4 8 = N  n g   c a o 
 
 1 4 4 9 = V H D 
 
 1 4 5 0 = V H D X 
 
 1 4 5 1 = L e g a c y 
 
 1 4 5 2 = U E F I 
 
 1 4 5 3 = L e g a c y   v    U E F I 
 
 1 4 5 4 = 
 
 1 4 5 5 = D u n g   l n g     )a   U S B   q u    n h .   V u i   l  n g   t h a y   t h     )a   U S B   k h  c ,   s a u      t h   l i . 
 
 1 4 5 6 = C h n g   t r  n h   s   t i n   h  n h   k h i   n g   v  o   m  i   t r n g   W i n P E   t i n   h  n h   t o   W i n T o G o .   T h a o   t  c   n  y   s   x  a   t o  n   b   d   l i u   t r  n     )a   U S B    c h .   B n   c    m u n   t i p   t c   k h  n g ? 
 
 1 4 5 7 = D u n g   l n g      d  n g 
 
 1 4 5 8 = B n   c h c   c h n   m u n   h y   b   t h a o   t  c   h i n   t i ? 
 
 1 4 5 9 = C  i   t   h   i u   h  n h   m i   l  n     )a   t h  o   r i   b n g   )a   C D   h o c   t p   t i n   s a o   l u   h   i u   h  n h . 
 
 1 4 6 0 = D i   c h u y n   h   i u   h  n h   h i n   t i   l  n     )a   t h  o   r i   v    x  a   t o  n   b   d   l i u   v    p h n   m m   c  i   t   t r  n   h   i u   h  n h   h i n   t i . 
 
 
 
 
 
 1 5 0 0 = ~ f i l l _ s e c t o r s _ w i t h _ z e r o 
 
 1 5 0 1 = G h i   g i    t r   Z e r o   v  o   c  c   S e c t o r   ( A n   t o  n ,   N h a n h   c h  n g ,   P R O ) 
 
 1 5 0 2 = X  a   n h a n h   p h  n   v  n g   ( x  a   p h  n   v  n g   k h  n g   c n   x  a   d   l i u ,   P R O ) 
 
 1 5 0 3 = X  a   p h  n   v  n g   v    x  a   d   l i u   t r  n   p h  n   v  n g   ( P R O ) 
 
 1 5 0 4 = h t t p s : / / w w w . b a c k u p - u t i l i t y . 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 t o o l b a r 
 
 
 
 1 6 0 0 = O n c e   t h e   d a t a   h a s   b e e n   w i p e d ,   i t   c a n ' t   b e   r e c o v e r e d . W o u l d   y o u   l i k e   t o   < 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 i t i o n . c o m " > b a c k u p   t h e   p a r t i t i o n < / a > < / f o n t > < / u >   f i r s t ? 
 
 1 6 0 1 = Y o u ' r e   a b o u t   t o   r e s i z e / r e m o v e   a   p a r t i t i o n .   W o u l d   y o u   l i k e   t o   < 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 i t i o n . c o m " > b a c k u p   t h e   p a r t i t i o n < / a > < / f o n t > < / u >   f i r s t ? 
 
 1 6 0 2 = F o r m a t t i n g   t h e   p a r t i t i o n   w i l l   d e s t r o y   a l l   t h e   d a t a   o n   t h e   p a r t i t i o n .   W o u l d   y o u   l i k e   t o   < 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 i t i o n . c o m " > b a c k u p   t h e   p a r t i t i o n < / a > < / f o n t > < / u >   f i r s t ? 
 
 1 6 0 3 = Y o u ' r e   a b o u t   t o   s p l i t   a   p a r t i t i o n .   W o u l d   y o u   l i k e   t o   < 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 i t i o n . c o m " > b a c k u p   t h e   p a r t i t i o n < / a > < / f o n t > < / u >   f i r s t ? 
 
 1 6 0 4 = O n c e   t h e   d a t a   h a s   b e e n   w i p e d , i t   c a n ' t   b e   r e c o v e r e d . W o u l d   y o u   l i k e   t o   < 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 i t i o n . c o m " > b a c k u p   t h e   d i s k < / a > < / f o n t > < / u >   f i r s t ? 
 
 1 6 0 5 = D i s k   B a c k u p 
 
 1 6 0 6 = P a r t i t i o n   B a c k u p 
 
 1 6 0 7 = S y s t e m   B a c k u p 
 
 
 
 ; N 2 F   l a n g u a g e 
 
 2 0 0 0 = & A b o u t . . . 
 
 2 0 0 1 = A r e   y o u   s u r e   t o   e x i t   t h e   A O M E I   N t f s 2 F a t 3 2   C o n v e r t e r ? 
 
 2 0 0 2 = N T F S   P a r t i t i o n   L i s t 
 
 2 0 0 3 = P l e a s e   s e l e c t   t h e   N T F S   p a r t i t i o n   t h a t   y o u   w a n t   t o   c o n v e r t   t o   F A T 3 2   b e l o w . 
 
 2 0 0 4 = P l e a s e   c l i c k   N e x t   t o   a n a l y z e   < b > t h e   % c :   p a r t i t i o n < / b > . 
 
 2 0 0 5 = T h e   d r i v e   ( % c : )   i s   a n a l y s i n g ,   p l e a s e   w a i t . . . 
 
 2 0 0 6 = N T F S   F e a t u r e s   N o t e 
 
 2 0 0 7 = Y o u   s h o u l d   p r o c e s s   t h e   f o l l o w i n g   f i l e s   b e f o r e   y o u   c o n v e r t   i t   t o   F A T 3 2 . 
 
 2 0 0 8 = T h e r e   a r e   s o m e   N T F S   f i l e s   t h a t   c a n   n o t   b e   s t o r e d   i n   a   F A T 3 2   p a r t i t i o n   i n   t h e   l i s t   b o x . 
 
 2 0 0 9 = W e l c o m e   N t f s 2 F a t 3 2 
 
 2 0 1 0 = C o n v e r t   t o   F A T 3 2   f r o m   N T F S   a n d   v i c e   v e r s a . 
 
 2 0 1 1 = T o t a l   P r o g r e s s : 
 
 2 0 1 2 = A O M E I   N T F S   t o   F A T 3 2   C o n v e r t e r   ( N t f s 2 F a t 3 2 )   i s   s p e c i f i c a l l y   d e s i g n e d   t o   c o n v e r t   t h e   f i l e   s y s t e m   f r o m   N T F S   t o   F A T 3 2   w i t h o u t   l o s s   o f   d a t a   a n d   v i c e   v e r s a . 
 
 2 0 1 3 = P l e a s e   n o t e   t h a t   t h e   f o l l o w i n g   N T F S   f i l e s   c a n   n o t   b e   s u p p o r t e d   b y   F A T 3 2 : \ n 1 .   C o m p r e s s e d   F i l e s . \ n 2 .   E n c r y p t e d   F i l e s . \ n 3 .   L a r g e   F i l e s   O v e r   4 G B . \ n \ n I f   t h e   p a r t i t i o n   c o n t a i n s   t h e s e   f i l e s ,   y o u   s h o u l d   d e c o m p r e s s ,   d e c r y p t   t h e s e   r e l a t e d   f i l e s   a n d   s p l i t   t h e   l a r g e   f i l e s   t h a n   4 G B   i n t o   m u l t i p l e   s m a l l   f i l e s   b e f o r e   c o n v e r t i n g   t o   F A T 3 2 .   O t h e r w i s e ,   t h e s e   f i l e s   w i l l   l o s e   a f t e r   c o n v e r t i n g . 
 
 2 0 1 4 = Y o u   c o u l d   u s e   t h e   f o l l o w i n g   w a y   t o   p r o c e s s   t h e   l a r g e   f i l e s . \ n 1 .   M o v e   t h e   l a r g e   f i l e s   t o   a n o t h e r   N T F S   p a r t i t i o n . \ n 2 .   S p l i t   t h e s e   l a r g e   f i l e s   i n t o   m u l t i p l e   s m a l l   f i l e s   b y   u s i n g   s o m e   t o o l s . \ n 3 .   D e l e t e   t h e   u n w a n t e d   l a r g e   f i l e s   m a n u a l l y . \ n \ n T h e   l a r g e   f i l e s   o v e r   4 G B   c a n   n o t   b e   c o n v e r t e d   a n d   p l a c e d   i n   t h e   F A T 3 2   p a r t i t i o n ,   s o   y o u   h a v e   t o   d e a l   w i t h   t h e m   b e f o r e   c o n v e r t i n g   t o   F A T 3 2 . 
 
 2 0 1 5 = T h e   f i l e s   a r e   d e c r y p t i n g ,   p l e a s e   w a i t . . . 
 
 2 0 1 6 = T h e   f i l e s   a r e   d e c o m p r e s s i n g ,   p l e a s e   w a i t . . . 
 
 2 0 1 7 = P l e a s e   d e c r y p t   t h e   f o l l o w i n g   f i l e s   m a n u a l l y . 
 
 2 0 1 8 = T o   a v o i d   d a t a   l o s s ,   p l e a s e   m u s t   p r o c e s s   t h e   N T F S   f e a t u r e   f i l e s   t h a t   c a n n o t   b e   c o n v e r t e d . 
 
 2 0 1 9 = P l e a s e   d e c o m p r e s s   t h e   f o l l o w i n g   f i l e s   m a n u a l l y . 
 
 2 0 2 0 = S o r r y ,   t h e   c o n v e r t e r   c a n n o t   c o n v e r t   t h e   N T F S   p a r t i t i o n   t h a t   i s   g r e a t   t h a n   2 T B . 
 
 2 0 2 1 = C o n f i r m   O p e r a t i o n 
 
 2 0 2 2 = P l e a s e   r e v i e w   i f   y o u ' d   l i k e   t o   c o n v e r t   t h e   f o l l o w i n g   N T F S   p a r t i t i o n   t o   F A T 3 2 . 
 
 2 0 2 3 = C l i c k   t h e   P r o c e e d   b u t t o n   t o   s t a r t   t h e   c o n v e r s i o n . 
 
 2 0 2 4 = T h e r e   a r e   s o m e   e r r o r s   i n   t h e   N T F S   f i l e s y s t e m ,   p l e a s e   f i x   t h e   i s s u e s   w i t h   " c h k d s k . e x e   / f " . 
 
 2 0 2 5 = A r e   y o u   s u r e   t o   c a n c e l   t h i s   c o n v e r s i o n ? 
 
 2 0 2 6 = A r e   y o u   s u r e   t o   i g n o r e   t h e s e   f i l e s ?   I f   d o ,   t h e s e   f i l e s   w i l l   l o s t   a f t e r   c o n v e r t i n g . 
 
 2 0 2 7 = 
 
 2 0 2 8 = N o t   e n o u g h   d i s k   s p a c e ,   p l e a s e   d e l e t e   s o m e   f i l e s   o n   t h e   N T F S   p a r t i t i o n   t o   g e t   m o r e   f r e e   s p a c e . 
 
 2 0 2 9 = P l e a s e   c l i c k   F i n i s h   t o   r e t u r n   t h e   f i r s t   p a g e ,   c l i c k   C a n c e l   t o   e x i t . 
 
 2 0 3 0 = T h e   o p e r a t i o n   h a s   b e e n   c o m p l e t e d   s u c c e s s f u l l y ! 
 
 2 0 3 1 = < 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 . a o m e i t e c h . c o m " > h t t p s : / / w w w . a o m e i t e c h . c o m < / a > < / f o n t > 
 
 2 0 3 2 = A O M E I   N T F S   t o   F A T 3 2   C o n v e r t e r 
 
 2 0 3 3 = C o p y r i g h t   ( C )   2 0 0 9 - 2 0 1 8   A O M E I   T e c h   C o . ,   L t d .   A l l   R i g h t s   R e s e r v e d . 
 
 2 0 3 4 = N o t e :   A f t e r   c l i c k i n g   P r o c e e d ,   t h e   p r o g r a m   w i l l   c h e c k / r e p a i r   t h e   e r r o r s   o n   t h e   p a r t i t i o n   a u t o m a t i c a l l y ,   w h e n   c o m p l e t i n g   t h e   c h e c k ,   t h e   c o n v e r s i o n   o p e r a t i o n   w i l l   s t a r t .   I n   a d d i t i o n ,   t h e   p a r t i t i o n   c a n   n o t   b e   a c c e s s e d   w h e n   c o n v e r t i n g   i t . 
 
 2 0 3 5 = A r e   y o u   s u r e   t o   e x e c u t e   t h e   c o n v e r s i o n   o p e r a t i o n ? 
 
 2 0 3 6 = 
 
 2 0 3 7 = T h e r e   a r e   n o t   N T F S   p a r t i t i o n s   f o u n d   i n   y o u r   s y s t e m ! 
 
 2 0 3 8 = S o r r y ,   t h e   s y s t e m   p a r t i t i o n   % c :   c a n   n o t   b e   s u p p o r t e d   f o r   c o n v e r t i n g   t o   F A T 3 2   y e t ! 
 
 2 0 3 9 = 
 
 2 0 4 0 = C l i c k   t h e   B u y N o w   t o   p u r c h a s e   t h e   f u l l   e d i t i o n ,   a n d   c l i c k   t h e   P r o c e e d   t o   t e s t   t h e   c o n v e r s i o n . 
 
 2 0 4 1 = A O M E I   N T F S   t o   F A T 3 2   C o n v e r t e r   i s   b e i n g   r u n ! 
 
 2 0 4 2 = A O M E I   N T F S   t o   F A T 3 2   C o n v e r t e r   c a n   o n l y   w o r k   u n d e r   a d m i n i s t r a t o r   p r i v i l e g e s ! 
 
 2 0 4 3 = 
 
 2 0 4 4 = 
 
 2 0 4 5 = T o   e n s u r e   t h e   i n t e r f a c e   a p p e a r a n c e ,   w e   r e c o m m e n d   t h a t   y o u   a d j u s t   t h e   D P I   t o   9 6 ( 1 0 0 % ) . 
 
 2 0 4 6 = T h e   p r o g r a m   d e t e c t e d   t h e r e   i s   a   P a g i n g   F i l e   ( p a g e f i l e . s y s )   o n   t h e   % c : ,   p l e a s e   f i r s t   r e m o v e   t e m p o r a r i l y   t h e   P a g i n g   F i l e   f r o m   % c :   a n d   r e b o o t   c o m p u t e r ,   t h e n   r e t r y .   \ n \ n R e m o v e   M e t h o d :   \ n R i g h t   c l i c k   " C o m p u t e r "   - >   " P r o p e r t i e s "   - >   " A d v a n c e d   s y s t e m   s e t t i n g s "   - >   " P e r f o r m a n c e   S e t t i n g s "   - >   " A d v a n c e d "   - >   " V i r t u a l   M e m o r y   C h a n g e " . 
 
 2 0 4 7 = T h e r e   a r e   s o m e   p r o g r a m s   t h a t   i s   r u n n i n g   o n   t h e   p a r t i t i o n   t h a t   n e e d   t o   b e   c o n v e r t e d ,   w o u l d   y o u   l i k e   t o   c l o s e   t h e m ? 
 
 2 0 4 8 = S o r r y ,   f a i l e d   t o   c l o s e   t h e   p r o g r a m s   a n d   d i s m o u n t   t h e   p a r t i t i o n   I f   y o u r   f i r e w a l l   o r   a n t i - v i r u s   i s   r u n n i n g   o n   t h e   p a r t i t i o n ,   p l e a s e   u n i n s t a l l   t h e m   a n d   r e t r y . 
 
 2 0 4 9 = T o   t a k e   e f f e c t ,   t h e   c o m p u t e r   n e e d   t o   b e   r e s t a r t e d ,   p l e a s e   c l i c k   O K   t o   r e b o o t . 
 
 2 0 5 0 = F a i l e d   t o   r e b o o t   t h e   c o m p u t e r ,   p l e a s e   d o   t h e   r e s t a r t   o p e r a t i o n   m a n u a l l y . 
 
 2 0 5 1 = F A T   P a r t i t i o n   L i s t 
 
 2 0 5 2 = P l e a s e   c l i c k   N e x t   t o   c o n f i r m   < b > t h e   % c :   p a r t i t i o n < / b > . 
 
 2 0 5 3 = S e l e c t   t h e   F A T / F A T 3 2   p a r t i t i o n   t h a t   y o u   w a n t   t o   c o n v e r t   t o   N T F S   b e l o w . 
 
 2 0 5 4 = T h e r e   a r e   n o t   F A T   a n d   F A T 3 2   p a r t i t i o n s   f o u n d   i n   y o u r   s y s t e m ! 
 
 2 0 5 5 = P l e a s e   r e v i e w   i f   y o u ' d   l i k e   t o   c o n v e r t   t h e   f o l l o w i n g   p a r t i t i o n   t o   N T F S . 
 
 2 0 5 6 = T h e   o p e r a t i o n   h a s   b e e n   c a n c e l l e d ! 
 
 2 0 5 7 = T h e   p r o g r a m   i s   w o r k i n g ,   p l e a s e   w a i t . . . 
 
 2 0 5 8 = T h i s   c o m p u t e r   n e e d s   t o   r e s t a r t   t o   c o n v e r t   t h i s   p a r t i t i o n   t o   N T F S   n o w .   A r e   y o u   s u r e   t o   r e s t a r t   i m m e d i a t e l y ?   I f   c l i c k   N o ,   i t   w i l l   b e   c o n v e r t e d   t h e   n e x t   t i m e   r e b o o t .   
 
 2 0 5 9 = F a i l e d   t o   r e s t a r t   y o u r   c o m p u t e r ,   p l e a s e   m a n u a l l y   r e s t a r t ! 
 
 2 0 6 0 = 
 
 2 0 6 1 = S h u t   d o w n   t h e   c o m p u t e r   a f t e r   c o m p l e t i n g   t h e   c o n v e r s i o n . 
 
 2 0 6 2 = S t a r t   t o   & d e c o m p r e s s   t h e s e   c o m p r e s s e d   f i l e s 
 
 2 0 6 3 = H & o w   t o   p r o c e s s   t h e   l a r g e   f i l e s   o v e r   4 G B ? 
 
 2 0 6 4 = S t a r t   t o   d & e c r y p t   s   t h e s e   e n c r y p t e d   f i l e s 
 
 2 0 6 5 = I g n o r e   t h e s e   f i l e s   t h a t   c a n n o t   b e   c o n v e r t e d . 
 
 2 0 6 6 = T h e   p r o g r a m   i s   c o n v e r t i n g   F A T / F A T 3 2   t o   N T F S ,   p l e a s e   w a i t . . . 
 
 2 0 6 7 = T h e   p r o g r a m   i s   c o n v e r t i n g   i t   t o   F A T 3 2 ,   p l e a s e   w a i t . . . 
 
 2 0 6 8 = E l a p s e d   T i m e :   % 0 2 d : % 0 2 d : % 0 2 d 
 
 2 0 6 9 = P a r t i t i o n s   L o a d i n g ,   P l e a s e   W a i t . . . 
 
 2 0 7 0 = C o n v e r t   N t f s   t o   F a t 3 2   w i t h o u t   l o s i n g   d a t a . 
 
 2 0 7 1 = S a f e l y   c o n v e r t   F a t   o r   F a t 3 2   t o   N t f s . 
 
 2 0 7 2 = A b o u t 
 
 2 0 7 3 = O K 
 
 2 0 7 5 = A n a l y s i n g 
 
 2 0 7 6 = R e p o r t 
 
 2 0 7 7 = F i l e   D e c r y p t i o n 
 
 2 0 7 8 = F i l e   D e c o m p r e s s i o n 
 
 2 0 8 1 = B & u y N o w 
 
 2 0 8 4 = & N T F S   t o   F A T 3 2 
 
 2 0 8 5 = & F A T 3 2   t o   N T F S 
 
 2 0 8 6 = P r o g r e s s :   % I 6 4 d / % I 6 4 d 
 
 2 0 8 7 = C o m p r e s s e d   F i l e s 
 
 2 0 8 8 = E n c r y p t e d   F i l e s 
 
 2 0 8 9 = L a r g e   f i l e s   o v e r   4 G B 
 
 2 0 9 0 = C o n v e r t   F A T / F A T 3 2   t o   N T F S \ n \ n \ t D r i v e   L e t t e r :   % c \ n \ t L a b e l :   % s \ n \ t T o t a l   S i z e :   % s \ n \ n T h e   p r o g r a m   i s   r e a d y   t o   c o n v e r t   t h e   % c :   p a r t i t i o n   t o   N T F S . 
 
 2 0 9 2 = C o n v e r t   N T F S   t o   F A T 3 2 \ n \ n \ t D r i v e   L e t t e r :   % c \ n \ t L a b e l :   % s \ n \ t T o t a l   S i z e :   % s \ n \ n T h e   p r o g r a m   i s   r e a d y   t o   c o n v e r t   t h e   % c :   p a r t i t i o n   t o   F A T 3 2 . 
 
 2 0 9 3 = C o n v e r t   N T F S   t o   F A T 3 2 \ n \ n \ t D r i v e   L e t t e r :   % c \ n \ t L a b e l :   % s \ n \ t T o t a l   S i z e :   % s \ n \ n 
 
 2 0 9 4 = U n k n o w n   E r r o r . 
 
 2 1 0 5 = T h e   o p e r a t i o n   a l r e a d y   b e i n g   c a n c e l e d . 
 
 2 1 3 7 = I n v a l i d   f i l e   s y s t e m   w h e n   c o n v e r t   F A T   t o   N T F S . 
 
 2 1 3 8 = F a i l   i n   t h e   p r o c e s s   o f   c o n v e r t i n g   F A T   t o   N T F S . 
 
 2 1 3 9 = F a i l   i n   t h e   p r o c e s s   o f   c o n v e r t i n g   F A T   t o   N T F S .   P l e a s e   r e b o o t   t o   r e t r y . 
 
 2 1 4 0 = E r r o r   i n   F A T   f i l e   s y s t e m .   P l e a s e   a m e n d   i t   b e f o r e   r e t r y . 
 
 2 1 4 1 = P l e a s e   r e l e a s e   m o r e   f r e e   s p a c e   b e f o r e   c o n v e r t i n g   f r o m   F A T   t o   N T F S . 
 
 2 1 4 2 = U n k n o w n   e r r o r   i n   t h e   p r o c e s s   o f   c o n v e r t i n g   F A T   t o   N T F S . 
 
 2 1 6 1 = T h e r e   i s   a   u n k n o w n   e r r o r   d u r i n g   t h e   c o n v e r s i o n . 
 
 2 1 6 2 = N o t   e n o u g h   d i s k   s p a c e ! 
 
 2 1 6 7 = S t a t u s :   % d / % d 
 
 2 1 6 8 = N t f s 2 F a t 3 2 
 
 2 1 6 9 = W e   a r e   s o r r y ,   t h e   c u r r e n t   p r o g r a m   h a s   o c c u r r e d   u n k n o w n   e r r o r !   U n d e r   t h e   i n s t a l l a t i o n   d i r e c t o r y   o f   t h e   p r o g r a m   h a v e   a   c a l l e d   \ " l o g \ "   f o l d e r   a n d   a   C r a s h . d m p   f i l e ,   p l e a s e   s e n d   t h e m   t o   s u p p o r t @ a o m e i t e c h . c o m   t o   g e t   h e l p ,   t h a n k s ! 
 
 2 1 7 1 = S u c c e e d   i n   c o n v e r t i n g   i t   t o   N T F S . 
 
 2 1 7 5 = F a i l e d   t o   c o n v e r t   d u e   t o   n o t   e n o u g h   d i s k   s p a c e .   P l e a s e   r e l e a s e   m o r e   f r e e   s p a c e   b e f o r e   c o n v e r t i n g   f r o m   F A T   t o   N T F S . 
 
 2 1 7 8 = U n u s e d 
 
 2 1 7 9 = C h e c k / R e p a i r 
 
 2 1 8 0 = C h e c k i n g   a n d   r e p a i r i n g ,   p l e a s e   w a i t . . . 
 
 2 1 8 1 = C h e c k   a n d   r e p a i r   t h e   p a r t i t i o n   b e f o r e   c o n v e r t i n g   i t . 
 
 ; D D C   l a n g u a g e 
 
 3 0 0 0 = T h i s   w i z a r d   w i l l   h e l p   y o u   c o n v e r t   d y n a m i c   d i s k   b a c k   t o   b a s i c   d i s k   w i t h o u t   l o s i n g   d a t a ,   i n   o r d e r   t o   m a k e   y o u r   h a r d   d i s k s   c a n   b e   m a n a g e d   m o r e   e f f e c t i v e l y . 
 
 3 0 0 3 = P l e a s e   c l i c k   < b > N e x t < / b >   t o   c o n t i n u e . 
 
 3 0 0 4 = T h e   c u r r e n t   p r o d u c t   i s   a   d e m o   v e r s i o n   a n d   i t   c o u l d   n o t   c o m p l e t e   t h e   c o n v e r s i o n .   Y o u   c a n   v e r i f y   w h e t h e r   i t   i s   a b l e   t o   w o r k   o n   y o u r   c o m p u t e r   a n d   r e c o g n i z e   y o u r   d y n a m i c   d i s k .   I f   y o u   a r e   s a t i s f i e d   w i t h   t h e   p r o d u c t ,   y o u   c o u l d   c l i c k   t h e   f o l l o w i n g   " B u y   N o w "   b u t t o n   o r   t h e   l i n k :   < 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 y n a m i c - d i s k - c o n v e r t e r . c o m / b u y n o w . h t m l " > 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 < / a > < / f o n t > < / u >   t o   p u r c h a s e   a   f u l l   v e r s i o n . 
 
 3 0 0 5 = D y n a m i c   D i s k   L i s t 
 
 3 0 0 6 = P l e a s e   s e l e c t   t h e   d y n a m i c   d i s k s   t h a t   y o u   w a n t   t o   c o n v e r t   t o   b a s i c   d i s k   i n   t h e   f o l l o w i n g   l i s t . 
 
 3 0 0 7 = C l i c k   < b > N e x t < / b >   t o   c h e c k   t h i s   c o n v e r s i o n . 
 
 3 0 0 8 = c l i c k   < b > P r o c e e d < / b >   t o   s t a r t ,   t h e   p r o c e s s   o n l y   t a k e   3 - 1 0   s e c o n d s . 
 
 3 0 0 9 = C o n f i r m   O p e r a t i o n 
 
 3 0 1 0 = P l e a s e   r e v i e w   t h e   c o n v e r s i o n   o p e r a t i o n   a n d   c o n f i r m   i t . 
 
 3 0 1 1 = A r e   y o u   s u r e   t o   e x i t   D y n a m i c   D i s k   C o n v e r t e r   % s ? 
 
 3 0 1 2 = & I   h a v e   d e c i d e d   t o   e x e c u t e   t h i s   o p e r a t i o n ,   
 
 3 0 1 3 = T h e   d i s k   l a y o u t   a f t e r   c o n v e r s i o n ,   s o m e   v o l u m e s   w i l l   l o s e 
 
 3 0 1 4 = T h e   d i s k   l a y o u t   b e f o r e   c o n v e r s i o n 
 
 3 0 1 5 = P l e a s e   N o t e :   S o m e   v o l u m e s   w i l l   l o s e   w h e n   c o n v e r t i n g ,   s o   t h e   p r o g r a m   c a n   n o t   c o n v e r t   t h i s   d i s k .   Y o u   c o u l d   d o w n l o a d   A O M E I   D y n a m i c   D i s k   M a n a g e r ,   o r   e m a i l   t o   s u p p o r t @ a o m e i t e c h . c o m   t o   s e e k   h e l p . \ r \ n \ r \ n I f   y o u   w a n t   t o   c o n v e r t   a   S p a n n e d ,   S t r i p e d   a n d   R A I D - 5   v o l u m e   t o   b a s i c   p a r t i t i o n ,   p l e a s e   u s e   M e t h o d   2   t o   c o n v e r t   t h e m .   F o r   d e t a i l e d   i n f o ,   c h e c k   F A Q . 
 
 3 0 1 6 = P r o g r a m   d o e s   n o t   d e t e c t   a n y   d y n a m i c   d i s k   i n   y o u r   s y s t e m . 
 
 3 0 1 7 = C l i c k   < b > F i n i s h < / b >   t o   r e s t a r t   t h i s   c o m p u t e r   t o   t a k e   e f f e c t . 
 
 3 0 1 8 = T h i s   c o m p u t e r   n e e d s   t o   r e s t a r t   i m m e d i a t e l y ,   c l i c k   O K   t o   r e b o o t ! 
 
 3 0 1 9 = T h e   c o m p u t e r   i s   r e s t a r t e d   f a i l ,   p l e a s e   r e b o o t   m a n u a l l y ! 
 
 3 0 2 0 = D y n a m i c   D i s k   C o n v e r t e r   h a v e   d e t e c t e d   s y s t e m   c o n f i g u r a t i o n   h a s   c h a n g e d ,   \ n p l e a s e   r e s t a r t   t h e   c o m p u t e r   t o   m a k e   c o n f i g u r a t i o n   t o   t a k e   e f f e c t ,   a n d   r u n   D y n a m i c   D i s k   C o n v e r t e r   a g a i n .   \ n \ n W o u l d   y o u   l i k e   t o   r e s t a r t   t h i s   c o m p u t e r ?   \ n C l i c k   Y e s   t o   r e s t a r t   i m m e d i a t e l y ,   c l i c k   N o   y o u   n e e d   t o   r e s t a r t   m a n u a l l y . 
 
 3 0 2 1 = F a i l e d   t o   l o a d   d r i v e r ,   p l e a s e   r e i n s t a l l   D y n a m i c   D i s k   C o n v e r t e r   o r   c o n t a c t   u s . 
 
 3 0 2 2 = < b > T h i s   i s   d e m o   v e r s i o n   o f   D y n a m i c   D i s k   C o n v e r t e r . < / b > 
 
 3 0 2 3 = P l e a s e   c l i c k   t h e   < b > B u y   N o w < / b >   b u t t o n   t o   b u y   t h e   f u l l   v e r s i o n   o n   w e b s i t e   < 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 y n a m i c - d i s k - c o n v e r t e r . c o m / b u y n o w . h t m l " > 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 < / a > < / f o n t > < / u > . 
 
 3 0 2 4 = Y o u   a r e   a t t e m p t i n g   t o   r u n   t h e   p r o d u c t   o n   a   s e r v e r   w o r k s t a t i o n   p l a t f o r m .   \ n P l e a s e   n o t e   t h a t   t h e   c u r r e n t   v e r s i o n   c a n   n o t   b e   r u n   o n   t h e   s e r v e r .   \ n I f   y o u   w i s h   t o   u s e   i t   o n   a   s e r v e r ,   p l e a s e   p u r c h a s e   s e r v e r   v e r s i o n   o f   \ n o u r   s o f t w a r e   o n   w e b s i t e   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 . 
 
 3 0 2 5 = A f t e r   t h e   c o n v e r s i o n   i s   c o m p l e t e   a n d   r e b o o t ,   D i s k   M a n a g e m e n t   w i l l   s h o w   a n   e x t r a   " M i s s i n g   D i s k "   i s   a s   f o l l o w s ,   p l e a s e   s e e   t h e   F A Q   a b o u t   h o w   t o   d e a l   w i t h   t h e   M i s s i n g   D i s k . 
 
 3 0 2 6 = T h e   c a p a c i t y   o f   t h e   d i s k   s e l e c t e d   i s   a b o v e   2 T B ,   a n d   n o w   d o e s   n o t   b e e n   s u p p o r t e d .   
 
 3 0 2 7 = D o e s   n o t   s u p p o r t   t h e   d i s k   w h i c h   i s   l e s s   t h a n   2 G B . 
 
 3 0 2 8 = F o r   t h e   l a t e s t   p r o d u c t   i n f o r m a t i o n ,   p l e a s e   v i s i t   u s : \ n \ n                                           < u > < f o n t   c o l o r = " # 0 0 0 0 c 0 " > < a   h r e f = " 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 " > 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 < / a > < / f o n t > < / u > 
 
 3 0 2 9 = C o p y r i g h t   ( C )   2 0 0 9 - 2 0 1 8   A O M E I   T e c h n o l o g y   C o . ,   L t d .   \ n A l l   R i g h t s   R e s e r v e d . 
 
 3 0 3 0 = W e   a r e   s o r r y   f o r   l o a d i n g   d r i v e r   t o   f a i l . \ r \ n Y o u   c o u l d   s o l v e   t h e   p r o b l e m   b y   d i s a b l i n g   d r i v e r   s i g n i n g .   \ r \ n \ r \ n M e t h o d   1 :   \ r \ n P l e a s e   r e b o o t   y o u r   c o m p u t e r   a n d   p r e s s   F 8   t o   e n t e r   a d v a n c e d   b o o t   o p t i o n s ,   a n d   t h e n   s e l e c t   t h e   " D i s a b l e   D r i v e r   S i g n a t u r e   E n f o r c e m e n t "   t o   b o o t   s y s t e m ,   a f t e r   l o g i n   W i n d o w s ,   D y n a m i c   D i s k   C o n v e r t e r   w i l l   b e   a b l e   t o   r u n   n o r m a l l y . \ r \ n \ r \ n M e t h o d   2 :   \ r \ n I n s t a l l   f r e e   R e a d y D r i v e r   s o f t w a r e   a n d   b o o t   s y s t e m   f r o m   i t .   Y o u   c a n   d o w n l o a d   i t   a t :   h t t p s : / / w w w . c i t a d e l i n d u s t r i e s . n e t / r e a d y d r i v e r p l u s / i n d e x . p h p 
 
 3 0 3 1 = T o   e n s u r e   t h e   i n t e r f a c e   a p p e a r a n c e ,   w e   r e c o m m e n d   t h a t   y o u   a d j u s t   t h e   D P I   t o   9 6 ( 1 0 0 % )   o r   1 2 0 ( 1 2 5 % ) .   
 
 3 0 3 2 = T h i s   d i s k   i s   o f f l i n e ,   p l e a s e   s w i t c h   t o   i t   o n l i n e   b y   u s i n g   t h e   W i n d o w s   D i s k   M a n a g e m e n t   f i r s t . 
 
 3 0 3 3 = T h e   s e l e c t e d   d i s k   i s   a   f o r e i g n / i n v a l i d   d y n a m i c   d i s k ,   p l e a s e   f i r s t   i m p o r t   i t   b y   u s i n g   W i n d o w s   D i s k   M a n a g e m e n t ,   \ n a n d   t h e n   r e s t a r t   D y n a m i c   D i s k   C o n v e r t e r   t o   t r y   a g a i n . 
 
 3 0 3 4 = P i c k   a   m e t h o d   a n d   c l i c k   < b > N e x t < / b >   t o   c o n t i n u e . 
 
 3 0 3 5 = S e l e c t   O p e r a t i o n 
 
 3 0 3 6 = A c c o r d i n g   t o   i n d i v i d u a l   c i r c u m s t a n c e   t o   s e l e c t   a   s u i t a b l e   m e t h o d   f o r   t h e   c o n v e r s i o n . 
 
 3 0 3 7 = S a f e l y ,   d i r e c t l y   a n d   t i m e - s a v i n g   r e v e r t   a   d y n a m i c   d i s k   b a c k   t o   b a s i c   d i s k   w i t h o u t   l o s i n g   d a t a . 
 
 3 0 3 8 = S e c t o r   b y   s e c t o r   c l o n e   s i m p l e d   v o l u m e ,   s p a n n e d   v o l u m e ,   s t r i p e d   v o l u m e ,   m i r r o r e d   v o l u m e   a n d   R A I D - 5   v o l u m e   f r o m   d y n a m i c   t o   b a s i c . 
 
 3 0 3 9 = S e l e c t   S o u r c e   V o l u m e 
 
 3 0 4 0 = P l e a s e   s e l e c t   a   d y n a m i c   v o l u m e   t h a t   y o u   w a n t   t o   c l o n e   t o   b a s i c   d i s k   b e l o w . 
 
 3 0 4 1 = S e l e c t   a   d y n a m i c   v o l u m e   a n d   c l i c k   < b > N e x t < / b >   t o   c o n t i n u e . 
 
 3 0 4 2 = S e l e c t   D e s t i n a t i o n 
 
 3 0 4 3 = P l e a s e   s e l e c t   a n   u n a l l o c a t e d   s p a c e   b e i n g   a b l e   t o   a c c o m m o d a t e   t h e   s i z e   o f   t h e   s o u r c e   v o l u m e . 
 
 3 0 4 4 = S e l e c t   a n   < b > u n a l l o c a t e d   s p a c e < / b >   a n d   c l i c k   < b > N e x t < / b >   t o   c o n t i n u e . 
 
 3 0 4 5 = P r o g r a m   d o e s   n o t   d e t e c t   a n y   d y n a m i c   v o l u m e   i n   y o u r   s y s t e m . 
 
 3 0 4 6 = T h e   s e l e c t e d   d i s k   i s   a   G P T   d i s k ,   p l e a s e   f i r s t   c o n v e r t   i t   t o   M B R   d i s k   b y   u s i n g   W i n d o w s   D i s k   M a n a g e m e n t . 
 
 3 0 4 7 = T h e r e   i s   n o t   a   b a s i c   d i s k   i n   y o u r   s y s t e m ,   s o   t h e   d y n a m i c   v o l u m e   c a n ' t   b e   c l o n e d   t o   b a s i c   p a r t i t i o n   b y   u s i n g   t h e   M e t h o d   2 .   \ n \ n Y o u   c a n   f i r s t   i n s t a l l   a   n e w   h a r d   d i s k   a s   b a s i c   d i s k   i n   y o u r   c o m p u t e r ,   t h e n   u s e   t h i s   b a s i c   d i s k   t o   c o m p l e t e   t h i s   c o n v e r s i o n . 
 
 3 0 4 8 = T h e r e   a r e n ' t   a n y   b a s i c   d i s k s   w h i c h   w e r e   f o u n d ,   s o   u s i n g   M e t h o d   2   c a n ' t   c o m p l e t e   y o u r   c o n v e r s i o n . 
 
 3 0 4 9 = T h i s   d y n a m i c   d i s k   i s   o f f l i n e ,   p l e a s e   s w i t c h   t o   i t   o n l i n e   b y   u s i n g   t h e   W i n d o w s   D i s k   M a n a g e m e n t   f i r s t ,   \ n a n d   t h e n   r e s t a r t   D y n a m i c   D i s k   C o n v e r t e r   a n d   t r y   a g a i n . 
 
 3 0 5 0 = T h e   d i s k   i s   a   f o r e i g n / i n v a l i d   d y n a m i c   d i s k ,   p l e a s e   i m p o r t   i t   b y   u s i n g   W i n d o w s   D i s k   M a n a g e m e n t . 
 
 3 0 5 1 = C u r r e n t l y   t h e   b o o t a b l e   s y s t e m   v o l u m e   c a n ' t   b e   c o n v e r t e d   f r o m   d y n a m i c   t o   b a s i c   p a r t i t i o n   b y   u s i n g   M e t h o d   2   y e t ;   y o u   c a n   t r y   t o   u s e   M e t h o d   1   t o   c o m p l e t e   t h e   c o n v e r s i o n   o f   y o u r   s y s t e m   v o l u m e . 
 
 3 0 5 2 = Y o u r   s e l e c t e d   v o l u m e   c a n   n o t   b e   a c c e s s e d ,   p e r h a p s   i t   w a s   l o c k e d   b y   o t h e r   p r o g r a m s . 
 
 3 0 5 3 = R e a d   D B R   t o   f a i l ,   p e r h a p s   o n   t h e   d i s k   h a v e   s o m e   b a d   s e c t o r s . 
 
 3 0 5 4 = T h e r e   a r e   s o m e   u n k n o w n   e r r o r s   o n   t h e   v o l u m e ,   f o r   t h e   d a t a   s e c u r i t y   a n d   i t   c a n ' t   b e   c o n v e r t e d ! 
 
 3 0 5 5 = T h i s   i s   a n   u n k n o w n   v o l u m e   w h i c h   o n l y   b e   c o n v e r t e d   t o   a   b a s i c   p a r t i t i o n   o n l y   b y   u s i n g   s e c t o r   t o   s e c t o r   m o d e . 
 
 3 0 5 6 = T h e   s e l e c t e d   u n k n o w n   v o l u m e   c a n ' t   b e   c o n v e r t e d   t o   a   b a s i c   p a r t i t i o n . 
 
 3 0 5 7 = T h e   p r o g r a m   d e t e c t s   t h e   f o l l o w i n g   d y n a m i c   v o l u m e s   w i l l   l o s e   a f t e r   t h e   d i s k   b e   c o n v e r t e d   t o   b a s i c : \ n \ n 
 
 3 0 5 8 = \ n I f   t h e   d i s k   c o n t a i n s   m i r r o r e d   v o l u m e ,   p l e a s e   b a c k   t o   t h e   p r e v i o u s   p a g e   a n d   t i c k   a t   t h e   " C h e c k   h e r e   i f   t h e   s e l e c t e d   d i s k   c o n t a i n s   m i r r o r e d   v o l u m e s   ( R A I D 1 ) "   o p t i o n .   \ n \ n I n   a d d i t i o n ,   b e c a u s e   t h e   M e t h o d   1   c o u l d   n o t   d i r e c t l y   c o n v e r t   s p a n n e d ,   s t r i p e d   a n d   R A I D 5   t o   b a s i c   p a r t i t i o n ,   y o u   c o u l d   u s e   M e t h o d   2   t o   c l o n e   t h e s e   v o l u m e s   t o   b a s i c   d i s k .   S e e   F A Q   f o r   m o r e   i n f o . 
 
 3 0 5 9 = T h e   o n e   c h o o s e d   n o t   t o   m e e t   t h e   r e q u i r e m e n t s ,   m u s t   s e l e c t   a n   < b > u n a l l o c a t e d   s p a c e < / b >   g r e a t e r   t h a n   % s . 
 
 3 0 6 0 = T h e   s e l e c t e d   u n a l l o c a t e d   s p a c e   i s   a b l e   t o   a c c o m m o d a t e   t h e   s o u r c e   d y n a m i c   v o l u m e ,   p l e a s e   c l i c k   < b > N e x t < / b > . 
 
 3 0 6 1 = T h e   c a p a c i t y   o f   t h e   u n a l l o c a t e d   s p a c e   i s   < b > t o o   s m a l l < / b > ,   p l e a s e   s e l e c t   a   l a r g e r   t h a n   % s . 
 
 3 0 6 2 = P r o g r a m   d o e s   n o t   d e t e c t   a n y   a v a i l a b l e   u n a l l o c a t e d   s p a c e   o n   y o u r   b a s i c   d i s k .   Y o u   m u s t   h a v e   a n   u n a l l o c a t e d   s p a c e   w h i c h   i s   a b l e   t o   a c c o m m o d a t e   t h e   s i z e   o f   t h e   s o u r c e   d y n a m i c   v o l u m e .   \ n \ n Y o u   c o u l d   f i r s t   i n s t a l l   a   n e w   h a r d   d i s k   a s   b a s i c   d i s k   t o   s y s t e m ,   t h e n   u s e   t h i s   b a s i c   d i s k   t o   c o m p l e t e   t h i s   c o n v e r s i o n . 
 
 3 0 6 3 = P l e a s e   c o n f i r m   a n d   c l i c k   < b > P r o c e e d < / b >   t o   c o n t i n u e . 
 
 3 0 6 4 = C o n f i r m   O p e r a t i o n 
 
 3 0 6 5 = P l e a s e   c o n f i r m   t h e   f o l l o w i n g   d y n a m i c   v o l u m e   w h e t h e r   n e e d s   t o   b e   c o n v e r t e d   t o   a   b a s i c . 
 
 3 0 6 6 = A r e   y o u   s u r e   t o   a b o r t   t h i s   c o n v e r s i o n ? 
 
 3 0 6 7 = I n   o r d e r   t o   c o p y   t h e   d a t a   f a s t e r ,   w e   r e c o m m e n d   y o u   t o   c h o o s e   a   s p a c e   m o r e   t h a n   % s .   \ n O f   c o u r s e ,   y o u   m a y   n o t   t o   d o   s o . 
 
 3 0 6 8 = I n   t h e   d i s k   h a s   f o u r   p r i m a r y   p a r t i t i o n s ,   s o   o t h e r   p a r t i t i o n   c a n   n o t   b e   c r e a t e d   h e r e .   \ n P l e a s e   c h o o s e   a n o t h e r   p l a c e . 
 
 3 0 6 9 = T h e   s o f t w a r e   c a n ' t   b e   r u n   u n d e r   V i s t a / 2 0 0 8 / W i n d o w s   7 / 8 / 8 . 1   s a f e   m o d e . 
 
 3 0 7 0 = T h e   c u r r e n t   p r o d u c t   i s   a   d e m o   v e r s i o n   a n d   i t   c o u l d   n o t   c o m p l e t e   t h e   c o n v e r s i o n .   Y o u   c a n   v e r i f y   w h e t h e r   i t   i s   a b l e   t o   w o r k   o n   y o u r   c o m p u t e r   a n d   r e c o g n i z e   y o u r   d y n a m i c   d i s k .   I f   y o u   a r e   s a t i s f i e d   w i t h   t h e   p r o d u c t ,   y o u   c o u l d   v i s i t   t h e   l i n k :   h t t p s : / / 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   t o   p u r c h a s e   a   f u l l   v e r s i o n . 
 
 3 0 7 1 = P l e a s e   c l i c k   t h e   < b > B u y   N o w < / b >   b u t t o n   t o   b u y   t h e   f u l l   v e r s i o n   o n   w e b s i t e   h t t p s : / / 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 . 
 
 3 0 7 2 = T h e   p r o g r a m   h a v e   d e t e c t e d   s y s t e m   c o n f i g u r a t i o n   h a s   c h a n g e d ,   w e   s u g g e s t   y o u   r e s t a r t   y o u r   c o m p u t e r   f i r s t . 
 
 3 0 7 3 = Y o u   m u s t   b e   a w a r e :   t h i s   d i s k   i s   a   e m p t y   d i s k ,   a f t e r   t h i s   d i s k   i s   c o n v e r t e d   t o   b a s i c   d i s k ,   a l l   d a t a   o n   t h i s   d i s k   w i l l   l o s e   a n d   t h e   d i s k   w i l l   b e c o m e   a n   u n a l l o c a t e d   s p a c e !   A r e   y o u   s u r e   t o   c o n v e r t   i t ? 
 
 3 0 7 4 = T h i s   s e l e c t e d   d i s k   i s   G P T   s t y l e ,   t h i s   p r o g r a m   c a n   n o t   h a n d l e   G P T   d y n a m i c   d i s k s .   Y o u   c o u l d   d o w n l o a d   A O M E I   D y n a m i c   D i s k   M a n a g e r   f r o m   h t t p s : / / w w w . d y n a m i c - d i s k . c o m   t o   c o n v e r t   i t ,   o r   e m a i l   t o   s u p p o r t @ a o m e i t e c h . c o m   t o   g e t   h e l p . 
 
 3 0 7 5 = A l l   o p e r a t i o n s   h a v e   b e e n   c o m p l e t e d ,   p l e a s e   c l i c k   O K   t o   r e s t a r t   t h e   c o m p u t e r   i n   o r d e r   t o   t a k e   e f f e c t   t h e   c o n v e r s i o n   o p e r a t i o n s . 
 
 3 0 7 6 = Y o u   n e e d   t o   b u y   o n e   c o p y   o f   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   E d i t i o n   f o r   t h e   c o n v e r s i o n .   T h a n k s ! 
 
 3 0 7 7 = Y o u   n e e d   t o   b u y   o n e   c o p y   o f   A O M E I   P a r t i t i o n   A s s i s t a n t   S e r v e r   E d i t i o n   f o r   t h e   c o n v e r s i o n .   T h a n k s ! 
 
 3 0 7 8 = 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 
 
 3 0 7 9 = D y n a m i c   D i s k   C o n v e r t e r   c a n   o n l y   b e   r u n   u n d e r   W i n d o w s   2 0 0 0 / X P / 2 0 0 3 / V i s t a / 2 0 0 8 ,   W i n d o w s   7 / 8   a n d   m o r e   h i g h e r   v e r s i o n s . 
 
 3 0 8 0 = D y n a m i c   D i s k   C o n v e r t e r   i s   b e i n g   r u n ! 
 
 3 0 8 1 = D y n a m i c   D i s k   C o n v e r t e r   c a n   o n l y   b e   r u n   u n d e r   a d m i n i s t r a t o r   p r i v i l e g e s . 
 
 3 0 8 5 = B u y   & L a t e r 
 
 3 0 8 6 = D e m o   V e r s i o n 
 
 3 0 8 8 = T h e   c o n v e r s i o n   o p e r a t i o n   h a s   b e e n   c o m p l e t e d   s u c c e s s f u l l y ! 
 
 3 0 8 9 = T h e r e   i s   a   e r r o r   o c c u r r e d   d u r i n g   t h i s   c o n v e r s i o n .   ( I n f o   C o d e : % d ) 
 
 3 0 9 0 = C l i c k   t h e   < b > F i n i s h < / b >   b u t t o n   t o   e x i t 
 
 3 0 9 1 = & F A Q 
 
 3 0 9 2 = L o a d   d i r v e r   t o   f a i l 
 
 3 0 9 3 = M i r r o r e d   v o l u m e   i s   b e i n g   l o a d e d ,   p l e a s e   w a i t . . . 
 
 3 0 9 4 = P l e a s e   w a i t i n g ,   c o n v e r t i n g . . . 
 
 3 0 9 5 = C u r r e n t   O p e r a t i o n   P r o g r e s s 
 
 3 0 9 6 = A u t o m a t i c a l l y   s h u t d o w n   t h e   c o m p u t e r   a f t e r   t h e   c o m p l e t i o n . 
 
 3 0 9 7 = C o n v e r t i n g . . . 
 
 3 0 9 8 = P r o c e s s i n g 
 
 3 1 0 5 = & C h e c k   h e r e   i f   t h e   s e l e c t e d   d i s k   c o n t a i n s   m i r r o r e d   v o l u m e s   ( R A I D 1 ) . 
 
 3 1 0 6 = M e t h o d   1 
 
 3 1 0 7 = M e t h o d   2 
 
 3 1 0 8 = C & o n v e r t   a   d y n a m i c   d i s k   b a c k   t o   b a s i c   d i s k 
 
 3 1 0 9 = C o & n v e r t   a n y   d y n a m i c   v o l u m e   t o   b a s i c   p a r t i t i o n 
 
 3 1 1 0 = S o r r y ,   t h e   p r o g r a m   c a n   n o t   c o n t i n u e !   I n   t h e   i n s t a l l a t i o n   d i r e c t o r y   o f   t h e   p r o g r a m   h a v e   a   c a l l e d   \ " l o g \ "   f o l d e r ,   C r a s h . d m p   a n d   L d m D a t a . d m p   f i l e ,   p l e a s e   s e n d   t h e m   t o   s u p p o r t @ d y n a m i c - d i s k . c o m   t o   g e t   h e l p ,   t h a n k s ! 
 
 3 1 1 1 = O p e n   h e l p   t o   f a i l ! 
 
 3 1 1 2 = p l e a s e   t i c k   a t   h e r e 
 
 3 1 1 3 = \ n \ n T h e   v e r s i o n   i s   d e m o   e d i t i o n ,   p l e a s e   p u r c h a s e   o n e   c o p y   o f   f u l l   v e r s i o n   f o r   t h e   c o n v e r s i o n .   T h e   f u l l   v e r s i o n   c a n   c o m p l e t e   t h e   c o n v e r s i o n   p r o c e s s   w i t h i n   3 ~ 1 0   s e c o n d s . \ n 
 
 3 1 1 4 = T h e   o p e r a t i o n   h a s   n o t   b e e n   c o m p l e t e d !   I N F O   I D :   % d 
 
 3 1 1 5 = U s e r   c a n c e l e d   t h e   o p e r a t i o n . 
 
 3 1 1 6 = T h e   v o l u m e   G U I D   g e t   f a i l e d ,   d i d n ' t   c o p y   f i l e   t o   t h e   b a s i c   p a r t i t i o n .   P l e a s e   c o p y   f i l e s   t o   b a s i c   p a r t i t i o n   m a n u a l l y 
 
 3 1 1 7 = T h e   i n d i v i d u a l   f i l e s   c a n   n o t   b e   c o p i e d ,   p l e a s e   c o p y   f i l e s   t o   d e s t i n a t i o n   p a r t i t i o n   m a n u a l l y ! 
 
 3 1 1 8 = T h e   d e s t i n a t i o n   p a r t i t i o n   l a c k s   s u f f i c i e n t   d i s k   s p a c e s . 
 
 3 1 1 9 = O p e n   v o l u m e   f a i l e d ,   y o u   c o u l d   m a n u a l l y   c o p y   f i l e s   t o   d e s t i n a t i o n   p a r t i t i o n .   O r   r e s t a r t   t h e   c o m p u t e r   t r y   a g a i n . 
 
 3 1 2 0 = T h e   N T F S   f i l e   s y s t e m   h a s   s o m e   e r r o r s ,   c a n ' t   c l o n e   t h e   v o l u m e . 
 
 3 1 2 1 = R e a d   N T F S   f i l e   r e c o r d s   t o   f a i l ,   t h e r e   a r e   s o m e   b a d   s e c t o r s   o n   t h e   N T F S . 
 
 3 1 2 2 = R e a d   s e c t o r s   t o   f a i l ,   t h e r e   a r e   s o m e   b a d   s e c t o r s   o n   t h e   N T F S . 
 
 3 1 2 3 = I n i t i a l i z e   t h e   D B R   o f   t h e   F A T   f a i l e d .   H a s   s o m e   e r r o r s   o n   t h e   f i l e   s y s t e m . 
 
 3 1 2 4 = T h e   c o n v e r s i o n   i s   c o m p l e t e   u n s u c c e s s f u l l y !   ( I n f o   C o d e : % d ) 
 
 3 1 2 5 = U n k n o w n   e r r o r ,   t h e   v o l u m e   c a n ' t   b e   c o n v e r t e d . 
 
 3 1 2 6 = I n v a l i d   d i s k   i n d e x . 
 
 3 1 2 7 = C o m m a n d   L i n e   P a r t i t i o n i n g 
 
 3 1 2 8 = D y n a m i c   V o l u m e   M a n a g e m e n t 
 
 3 1 2 9 = T h e   F r e e   S t a n d a r d   E d i t i o n   a n d   D e m o   E d i t i o n   d o n ' t   s u p p o r t   c o m m a n d   l i n e   p a r t i t i o n i n g .   \ n \ n T o   u s e   t h i s   f e a t u r e ,   p l e a s e   b u y   P r o f e s s i o n a l   E d i t i o n   o r   o t h e r   p a i d   e d i t i o n s . 
 
 3 1 3 0 = T h e   S t a n d a r d   E d i t i o n   d o e s n ' t   s u p p o r t   t h i s   f e a t u r e ,   p l e a s e   u p g r a d e   t o   P r o f e s s i o n a l   E d i t i o n   o r   o t h e r   p a i d   e d i t i o n s   t o   u s e   i t .   T o   l e a r n   m o r e ,   p l e a s e   v i s i t   h t t p s : / / w w w . d i s k - p a r t i t i o n . c o m / h o m e - u p g r a d e . h t m l 
 
 