#   A p p :   A l l D u p 
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 #   V e r s i o n :   4 . 5 . 7 0 
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 #   L a n g u a g e :   V i e t n a m e s e 
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 #   T r a n s l a t o r :   K h o a   N g u y e n 
 
 #   E m a i l :   n h o c k u t e 7 9 7 6 7 4 2 @ g m a i l . c o m 
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 #   T r a n s l a t i o n   D a t e :   1 8 . 0 3 . 2 0 2 3 
 
 #   I n f o :   h t t p s : / / w w w . a l l d u p . d e / a l l d u p / e n _ a l l d u p _ t r a n s l a t i o n . p h p 
 
 
 
 0 0 0 1 = S   d n g   t  n   t h   m c   c   n h   v 
 
 0 1 0 3 = C p   n h t   I n t e r n e t 
 
 0 4 0 0 = H y   b 
 
 0 4 4 1 = E m a i l 
 
 0 4 4 2 = I n 
 
 0 4 4 3 = T i p   t c 
 
 0 4 4 4 = T h o  t 
 
 0 4 4 7 =    x y   r a   m t   l i   k h  n g   m o n g   m u n      c   c h n   b i   n g   d n g .   G i   b  o   c  o   l i   q u a   e m a i l   n   ' % 1 '     v n     c   p h  n   t  c h   v    k h c   p h c   s m   n h t   c    t h . 
 
 0 4 4 8 = i u   n  y   c h o   p h  p   b n   i n   b  o   c  o   l i . 
 
 0 4 4 9 = i u   n  y   s   k h i n   c h o   t r  n h   g i   t h   c a   b n   c   k h i   c h y   v    m t   t i n   n h n   m i   c   m . 
 
 0 4 5 0 = T i p   t c   v i   A l l D u p   c    t h   d n   n   c  c   v n     k h  n g   l n g   t r c   v    l i   t i p   t h e o . 
 
 0 4 5 1 = A l l D u p   s   b   t h o  t .   C    t h   x y   r a   c  c   t h  n g   b  o   l i   k h  c . 
 
 0 6 7 0 = C h n g   t r  n h   b  n   n g o  i     s o   s  n h   n i   d u n g   c a   h a i   t p : 
 
 0 8 2 7 = T h  m   b   l c 
 
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 
 1 1 0 5 =  m   n h c   c a   t  i 
 
 1 1 0 6 = V i d e o   c a   t  i 
 
 1 1 1 3 = H  n h   n h   c a   t  i 
 
 1 1 2 0 = n g   d n   ' % 1 '   k h  n g   h p   l   v    k h  n g   t h   c   t o ! 
 
 1 1 2 4 = K h  n g   t h   t  m   t h y   t p   t r   g i  p   ' % 1 ' . 
 
 1 1 4 0 = T i   x u n g 
 
 1 1 4 2 = T i n   t r  n h : 
 
 1 1 4 7 =    c  i   t : 
 
 1 1 5 0 = K i m   t r a 
 
 1 1 5 1 = K t   t h  c   % 1   n g a y   b  y   g i   v    c  i   t   p h i  n   b n   m i ? 
 
 1 1 5 5 =    x y   r a   l i   t r o n g   q u    t r  n h   k i m   t r a :   % 1 
 
 1 1 5 8 = T r  n h   h n g   d n   C p   n h t   I n t e r n e t   c a   A l l D u p   c h o   p h  p   b n   k i m   t r a   x e m   p h i  n   b n   m i   n h t   c a   % 1   c    s n     t i   x u n g   h a y   k h  n g . 
 
 1 4 8 9 = n g    
 
 1 7 6 6 = K h  n g   t h   x  c   n h   k  c h   c   c a   t p   ' % 1 ' :   % 2 
 
 1 7 9 7 = T p   ' % 1 '   c    n g  y   k h  n g   h p   l .   % 3 :   % 2 
 
 1 7 9 9 = S   d n g   M  y   c h   P r o x y : 
 
 1 8 0 2 = C n g : 
 
 1 8 3 3 = K i m   t r a   p h i  n   b n   m i   k h i   k h i   n g   c h n g   t r  n h 
 
 1 8 3 8 = C p   n h t : 
 
 1 8 3 9 =    b t   u   t i   x u n g . 
 
 1 8 4 0 = K h  n g   t h   t h c   h i n   t i   x u n g . 
 
 1 8 4 1 = T i   x u n g      b   h y   b i   n g i   d  n g . 
 
 1 8 4 2 =    t i   x u n g   h o  n   t h  n h :   % 1 
 
 1 8 4 3 = B t   u   k i m   t r a   p h i  n   b n . . . 
 
 1 8 4 4 = K h  n g   c    p h i  n   b n   m i   h n     t i   x u n g . 
 
 1 8 4 5 = M I :   % 1   C p   n h t   % 2 
 
 1 8 5 0 = C  c   t  y   c h n 
 
 1 9 1 7 = H i n   t h   h p   t h o i   C  i   t   k h i   c  i   t   m t   b n   c p   n h t 
 
 2 1 6 5 = T o   t h   m c   m i 
 
 2 1 6 6 = C h n   t p   t i n . . . 
 
 2 1 6 7 = C h n   t h   m c . . . 
 
 2 3 6 1 = T h   m c   m i 
 
 2 4 1 2 = M t   t h  n h   p h n   h   t h n g   c n   t h i t   ( O C X   /   D L L )   b   t h i u , % ! c   p h i u   h o c   k h  n g   h p   l .   C  i   l i   T h i t   l p     k h c   p h c   l i . 
 
 2 5 5 6 = H i n   t h   m t   k h u   d i   d n g   v n   b n   r    r  n g 
 
 2 6 7 7 =    x y   r a   l i   k h  n g   x  c   n h . 
 
 2 7 4 6 = T p   ' % 1 '   k h  n g   t h   c   m .   ( % 2 ) 
 
 2 7 7 1 = L u 
 
 2 8 8 4 =    x y   r a   l i   k h i   c   t   t p   ' % 2 ' :   % 1 
 
 2 8 9 8 = K h  n g   t h   x  c   n h   c  c   t h u c   t  n h   c a   n g u n   ' % 1 ' :   % 2   ( % 3 ) 
 
 2 8 9 9 = K h  n g   t h   s a   i   c  c   t h u c   t  n h   c a    c h   ' % 1 ' :   % 2   ( % 3 ) 
 
 2 9 0 4 = G h i   c h    p h  t   h  n h   t   p h i  n   b n   % 1 : 
 
 2 9 5 6 = B n   l u   t r 
 
 2 9 5 7 = H   t h n g 
 
 2 9 5 8 = B    m t 
 
 2 9 5 9 = c   b o   v   b n g   c h     g h i 
 
 2 9 6 0 = M    h  a 
 
 2 9 6 1 = L i  n   k t   t n g   t r n g 
 
 2 9 6 2 = T m   t h i 
 
 2 9 6 3 = N  n 
 
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 
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 
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 
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 
 2 9 8 6 = T  i   l i u   c   c h i a   s 
 
 2 9 8 7 =  m   n h c   c   c h i a   s 
 
 2 9 8 8 = V i d e o   c   c h i a   s 
 
 2 9 8 9 = H  n h   n h   c   c h i a   s 
 
 2 9 9 1 = a   c h : 
 
 2 9 9 2 = M t   k h u : 
 
 3 0 0 5 = S a o   c h  p   v    d  n   t h  n g   t i n   v   l i   t   B n g   t m   c a   W i n d o w s   v  o   m t   e m a i l   m i   q u a   C t r l   +   V   h o c   s   d n g   c h u t   p h i   ( x e m   m e n u   n g   c n h ) . 
 
 3 0 0 6 = T H  N G   T I N   Q U A N   T R N G 
 
 3 0 0 7 = B  o   c  o   l i   s   c   l u   v  o   m t   t p   n g a y   b  y   g i . 
 
 3 0 2 1 = P h i  n   b n 
 
 3 0 2 2 = T h   m c   t i   x u n g 
 
 3 0 6 0 = N g i   d  n g 
 
 3 1 2 7 = N g  n   n g 
 
 3 1 3 5 = T r  n h   k    t   i   d i n   t i   t t   c   c  c   b   l c 
 
 3 1 3 6 = G   b   k    t   i   d i n   t i   t t   c   c  c   b   l c 
 
 3 1 3 7 = n   t t   c   t h a n h   c  n g   c 
 
 3 1 3 9 = T h a n h   c  n g   c   ' T p   t i n ' 
 
 3 1 4 1 = T h a n h   c  n g   c   ' N h  m ' 
 
 3 1 4 3 = T h a n h   c  n g   c   ' T  m   k i m ' 
 
 3 1 4 4 = T h a n h   c  n g   c   ' C h n ' 
 
 3 1 4 5 = X e m   t t   c   c  c   h  n g   k h i   t i   u   h  a     r n g   c  c   c t   ( c h m   h n ) 
 
 3 1 4 6 = n g   n h p   t t   c   c  c   t p   k h  n g   t r  n g   l p   ( c h m   h n ) 
 
 3 1 4 7 = C  c   t p   k h  n g   t r  n g   l p : 
 
 3 1 5 0 = C h n g   t r  n h   b  n   n g o  i     m   t h   m c : 
 
 3 1 5 1 = B   c h n   c  c   t p   c   t    s  n g 
 
 3 1 5 2 = S a o   c h  p   v  o   c l i p b o a r d : 
 
 3 1 5 3 = n g   d n   t p   +   t  n   t p 
 
 3 1 5 4 = T  n   t p 
 
 3 1 5 5 = n g   d n   t p 
 
 3 1 5 6 = C  c   t p   k h  n g   t r  n g   l p 
 
 3 1 5 7 = T  m   t h y   % 1   t p   k h  n g   t r  n g   l p . 
 
 3 1 5 8 = T  m   n g c   l i 
 
 3 1 5 9 = T  m   t i p 
 
 3 1 6 0 = H i n   t h   t p   t i p   t h e o   c h a   c   c h n 
 
 3 1 6 1 = H i n   t h   t p   t r c      c h a   c   c h n 
 
 3 1 6 2 = C h   h i n   t h   c  c   t p   k h  n g   t r  n g   l p   t r o n g   k t   q u   t  m   k i m 
 
 3 1 6 3 = X  a   t p   k h i   k t   q u   t  m   k i m 
 
 3 1 6 4 = T i  u   c h    t  m   k i m : 
 
 3 2 6 9 = C h n   m  y   t  n h   . . . 
 
 3 4 7 5 = 1   n g  y 
 
 3 4 7 6 = % 1   n g  y 
 
 3 4 7 7 = % 1   n m   % 2   n g  y 
 
 3 5 0 6 = P h n g   t i n   d   l i u   a   p h n g 
 
 3 5 0 7 = R A M   D r i v e 
 
 3 5 0 8 = N e t w o r k   D r i v e 
 
 3 5 0 9 =   )a   d i   n g 
 
 3 5 1 0 = S   d n g   b   l c   t h   m c 
 
 3 5 1 1 = B a o   g m   -   C h   t  m   k i m   c  c   t h   m c   p h    h p   v i   v n   b n   b   l c 
 
 3 5 1 2 = L o i   t r   -   L o i   t r   t t   c   c  c   t h   m c   p h    h p   v i   v n   b n   b   l c 
 
 3 5 1 4 = X  a 
 
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 
 3 5 2 1 = B   q u a   k    t   i   d i n   t r o n g   v n   b n   b   l c   ( x   l    n h   v n   b n   b  n h   t h n g ) 
 
 3 5 2 2 = K h  n g   l o i   t r   c  c   t h   m c   c o n 
 
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 
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 
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 
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 
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 
 3 5 3 1 = L o i   t r   -   L o i   t r   t t   c   c  c   t p   p h    h p   v i   v n   b n   b   l c 
 
 3 5 3 2 = B a o   g m   -   C h   t  m   k i m   c  c   t p   p h    h p   v i   v n   b n   b   l c 
 
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 
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 
 3 5 3 6 = B   q u a   k    t   i   d i n   t r o n g   v n   b n   b   l c   ( x   l    n h   v n   b n   b  n h   t h n g ) 
 
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 
 3 5 4 0 = K h  n g   t  m   k i m   c  c   t h   m c   ( i m   l i  n   k t   N T F S )   t r   n   n i   d u n g   c a   m t   t h   m c   k h  c 
 
 3 5 4 3 = T i   k t   q u   t  m   k i m 
 
 3 5 5 3 = T t   c   c  c   t h   m c   c o n   c a   t h   m c   n g u n   c   t  m   k i m     q u y     t  m   c  c   t p   t r  n g   l p 
 
 3 5 5 5 = X  a   c  c   m c   t r o n g   f i l e   n h t   k    k h i   c h  n g   c    h n 
 
 3 5 5 6 = t   u   t i  n   C P U   c a   A l l D u p   t h  n h   ' t h p ' 
 
 3 5 5 7 = T h  m   A l l D u p   v  o   m e n u   b m   p h i   c h u t   t r  n   W i n d o w s   E x p l o r e r 
 
 3 5 5 8 = n g  y 
 
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 
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 
 3 5 6 6 = T h  m 
 
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 
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 
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 
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 
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 
 3 5 7 4 = N i   d u n g   t p 
 
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 
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 
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 
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 
 3 5 7 9 = B   q u a   c  c   t p   c    0   b y t e 
 
 3 5 8 7 = C  c   t h u c   t  n h   t h  n g   r  c 
 
 3 5 9 3 = H   t r : 
 
 3 5 9 4 = T r a n g   c h : 
 
 3 6 0 0 = D i n    n 
 
 3 6 0 2 = S n   p h m   n  y   l    p h n   m m   m i n   p h  .   T t   c   c  c   q u y n   c   b o   l u . 
 
 3 6 0 5 = T h  m   t h   m c 
 
 3 6 0 6 = T h  m   t h   m c   b n g   c  c h   n h p   v n   b n 
 
 3 6 0 7 = T h a y   t h   t h   m c 
 
 3 6 0 8 = i   t  n   t h   m c 
 
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 
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 
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 
 3 6 1 5 = T h   m c   ' % 1 '      t n   t i ! 
 
 3 6 1 6 = L U    
 
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 
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 
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 
 3 6 2 6 = K h  n g   c    t i  u   c h    t  m   k i m   n  o   c   c h n . 
 
 3 6 2 7 = K h  n g   c    t h   m c   n g u n   n  o   c   c h n ! 
 
 3 6 2 8 = Q u    t r  n h   t  m   k i m   k h  n g   t h   c   b t   u : % ! % ! ' % 1 '   v    ' % 2 '   a n g   c h n g   l  n   n h a u . 
 
 3 6 3 2 = L u    :   N h p   p h n   m   r n g   c a   t p   m    k h  n g   c    d u   c h m   u   t i  n . 
 
 3 6 3 3 = T h  m   p h n   m   r n g   t p 
 
 3 6 3 7 = n h   h n 
 
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 
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 
 3 6 4 7 = B   l c   t h   m c 
 
 3 6 4 8 = X e m   t r c   t p 
 
 3 6 5 1 = T r   g i  p 
 
 3 6 5 2 = T h  n g   t i n 
 
 3 6 5 3 = C p   n h t 
 
 3 6 5 4 = K h  n g   c    t p   n h t   k    h i n   c  . 
 
 3 6 5 5 = T p   n h t   k       b   x  a . 
 
 3 6 5 6 =    x y   r a   l i   k h i   x  a   t p   n h t   k  :   % 1 
 
 3 6 6 1 = T m   d n g 
 
 3 6 6 3 = H y   b 
 
 3 6 6 4 = T h   m c   h i n   t i : 
 
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 
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 
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 
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 
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 
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 
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 
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 
 3 6 7 9 = S   d n g   b   l c   t p   v    t h   m c   v i   t  m   k i m   n  y ? 
 
 3 6 8 1 = K h  n g   t h   t  m   t h y   t h   m c   n g u n   ' % 1 ' ! 
 
 3 6 8 2 = P h n g   p h  p   t  m   k i m :   % 1 
 
 3 6 8 3 = X  c   n h   s   l n g   t p   c a   t t   c   c  c   t h   m c   n g u n . . . 
 
 3 6 8 4 = S   l n g   t p :   % 1 
 
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 
 3 6 8 6 = T h i   g i a n      t r  i   q u a :   % 1 
 
 3 6 8 7 =    t  m   k i m   % 1   t h   m c   v    % 2   t p   n h n g   k h  n g   t  m   t h y   c  c   t p   t r  n g   l p . 
 
 3 6 8 8 = C  c   t p   t r  n g   l p :   % 1   ( % 2 % )   ( % 3 ) 
 
 3 6 8 9 = N h  m :   % 1 
 
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 
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 
 3 6 9 2 = T i p   t c 
 
 3 6 9 3 = T m   d n g 
 
 3 6 9 5 = [ K h  n g   c    p h n   m   r n g ] 
 
 3 6 9 6 = [ K h  n g   c    t h u c   t  n h ] 
 
 3 6 9 7 = M   r n g   t t   c   c  c   n h  m   . . . 
 
 3 6 9 8 = T h u   n h   t t   c   c  c   n h  m   . . . 
 
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 
 3 7 0 2 = T h  m   v  o   d a n h   s  c h   b   l c   t h   m c ? 
 
 3 7 0 3 = X  a   t p   s a u    y ? % ! % ! % 1 
 
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 
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 
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 
 3 7 0 7 =    C   A   V  O   T H  N G   R  C :   % 1 
 
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 
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 
 3 7 1 2 = X  a   t t   c   c  c   t p   t r o n g   n h  m   ' % 2 '   n h n g   k h  n g   x  a   t p   s a u    y ? % ! % ! % 1 
 
 3 7 1 3 = K h  n g   c    t p   n  o   c   c h n ! 
 
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 
 3 7 1 5 = X o  / d i   c h u y n / i   t  n   c  c   t p   t i n   c    t h   k h i n   h   t h n g   W i n d o w s   c a   b n   k h  n g   h o t   n g !   K h  n g   t h a y   i   c  c   t p   t i n   l    m t   p h n   c a   h   t h n g   W i n d o w s   h o c   b t   k   n g   d n g   n  o ! % ! % ! 
 
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 
 3 7 2 1 = B t   u   h  n h   n g   ' % 1 ' . 
 
 3 7 2 4 = K h  n g   t h   s a o   c h  p   t p   ' % 1 '   v  o   t h   m c   ' % 2 ' :   % 3 
 
 3 7 2 5 = C O P Y :   ' % 1 '   t i   ' % 2 ' 
 
 3 7 2 6 = K h  n g   t h   d i   c h u y n   t p   ' % 1 '   n   t h   m c   ' % 2 ' :   % 3 
 
 3 7 2 7 = M O V E :   ' % 1 '   t i   ' % 2 ' 
 
 3 7 2 8 = % 1 % ! % ! H y   q u    t r  n h ? 
 
 3 7 2 9 =    x y   r a   l i   k h i   t o   l i  n   k t   c n g   ' % 1 '   t   t p   ' % 2 ' :   % 3 
 
 3 7 3 0 = H A R D   L I N K :   % 1 
 
 3 7 3 1 = H  n h   n g   ' % 1 '   h o  n   t h  n h . 
 
 3 7 3 2 = H  n h   n g   ' % 1 '   b   h y   b . 
 
 3 7 3 5 = K h  n g   t h   h i n   t h   t p   t i n   ' % 1 ' ! % ! % ! 
 
 3 7 3 6 = L u   k t   q u   t  m   k i m . . . 
 
 3 7 3 7 = T i   k t   q u   t  m   k i m . . . 
 
 3 7 3 8 = -   K t   q u   t  m   k i m   ' % 1 ' 
 
 3 7 3 9 = T h a y   i   l a   c h n   t p . . . 
 
 3 7 4 4 = C h n   t t   c   c  c   t p   b  n   t r o n g   c u   t r  c   t h   m c   s a u    y ? 
 
 3 7 4 5 = B   c h n   t t   c   c  c   t p   b  n   t r o n g   c u   t r  c   t h   m c   s a u    y ? 
 
 3 7 4 6 = C h n   c  c   t p . . . 
 
 3 7 4 7 = M   r n g   c  c   n h  m . . . 
 
 3 7 4 8 =    x y   r a   l i   k h i   t r u y   c p   t p   ' % 1 ' :   % 2   ( % 3 ) 
 
 3 7 5 3 = K h  n g   t h   m   t p   ' % 1 ' .   L i :   % 2 
 
 3 7 5 7 =    x y   r a   l i   k h i   c   t   t p   ' % 1 ' :   % 2 
 
 3 7 6 1 = D  n g   ' % 4 '   % 1 ,   L i   % 2   -   % 3 
 
 3 7 6 2 = X  c   n h   s   l n g   t p .   C  c   t p : 
 
 3 7 6 4 = T i   u   k  c h   t h c   c t 
 
 3 7 6 6 = T  m   k i m : 
 
 3 7 6 8 = T r  n h   q u n   l    t p   t i n   -   X   l    c  c   t p   c   c h n 
 
 3 7 6 9 = X e m   t r c   t p 
 
 3 7 7 0 = T h u   g n   t t   c   c  c   n h  m 
 
 3 7 7 1 = M   r n g   t t   c   c  c   n h  m 
 
 3 7 7 2 = M   r n g   c h   c  c   n h  m   c    t p   c   c h n 
 
 3 7 7 3 = M   r n g   c h   c  c   n h  m   k h  n g   c    t p   c   c h n 
 
 3 7 7 4 = M   r n g   c h   c  c   n h  m   c    t t   c   c  c   t p   c   c h n 
 
 3 7 7 5 = M   r n g   c h   c  c   n h  m   c     t   n h t   2   t p   k h  n g   c   c h n 
 
 3 7 7 6 = L o i   b   t t   c   c  c   n h  m   c    m t   s   l n g   t p   n h t   n h . . . 
 
 3 7 7 7 = L o i   b   c  c   n h  m   c   c h n 
 
 3 7 7 8 = C h n   t t   c   c  c   t p 
 
 3 7 7 9 = B   c h n   t t   c   c  c   t p 
 
 3 7 8 0 = C h n   t t   c   c  c   t p   m    n m   t r o n g   t h   m c   s a u    y : 
 
 3 7 8 1 = B   c h n   t t   c   c  c   t p   m    n m   t r o n g   t h   m c   s a u    y : 
 
 3 7 8 2 = C h n   t t   c   c  c   t p   n g o i   t r   t p   u   t i  n   t r o n g   m i   n h  m 
 
 3 7 8 3 = C h n   t t   c   c  c   t p   n g o i   t r   t p   c u i   c  n g   t r o n g   m i   n h  m 
 
 3 7 8 4 = C h n   t t   c   c  c   t p   n g o i   t r   t p   m i   n h t   t r o n g   m i   n h  m 
 
 3 7 8 5 = C h n   t t   c   c  c   t p   n g o i   t r   t p   c i  n h t   t r o n g   m i   n h  m 
 
 3 7 8 6 = o   n g c   l a   c h n   t p 
 
 3 7 8 9 = L u   k t   q u   t  m   k i m 
 
 3 7 9 0 = I n   k t   q u   t  m   k i m 
 
 3 7 9 1 = M   t p   n h t   k  
 
 3 7 9 2 = T r   g i  p 
 
 3 7 9 3 = L u   v     n g   k t   q u   t  m   k i m 
 
 3 7 9 4 =  n g   k t   q u   t  m   k i m 
 
 3 7 9 5 = T h a n h   m e n u 
 
 3 7 9 7 = C  c   n h  m 
 
 3 7 9 8 = L a   c h n 
 
 3 7 9 9 = T  y   c h n 
 
 3 8 0 0 = X  c   n h n   x o    t p 
 
 3 8 0 1 = H i n   t h   g h i   c h    b o   v   t p 
 
 3 8 0 3 = X  c   n h n   v i c   s   d n g   b   l c   t p   v    t h   m c 
 
 3 8 0 4 = S   d n g   b i u   t n g   l n 
 
 3 8 0 5 = ? 
 
 3 8 0 6 = M   t p 
 
 3 8 0 7 = H i n   t h   t h u c   t  n h   t p 
 
 3 8 0 8 = C h n   t t   c   c  c   t p   k h  c   t r o n g   n h  m   n  y 
 
 3 8 0 9 = C h n   t t   c   c  c   t p   c    c  n g   n g   d n 
 
 3 8 1 0 = B   c h n   t t   c   c  c   t p   c    c  n g   n g   d n 
 
 3 8 1 1 = C h n   t t   c   c  c   t p   b  n   t r o n g   c u   t r  c   t h   m c   c a   t p   n  y 
 
 3 8 1 2 = B   c h n   t t   c   c  c   t p   b  n   t r o n g   c u   t r  c   t h   m c   c a   t p   n  y 
 
 3 8 1 3 = X o    t p   v )n h   v i n 
 
 3 8 1 4 = X  a   t t   c   c  c   t p   k h  c   t   n h  m   n  y   v )n h   v i n 
 
 3 8 1 5 = T h  m   t  n   t p   v  o   b   l c   t p 
 
 3 8 1 6 = T h  m   n g   d n   t p   v  o   b   l c   t h   m c 
 
 3 8 1 9 = M   v   t r    t p 
 
 3 8 2 0 = a n g   x o    c  c   m c   n h t   k    c i  h n   % 1   n g  y   t   t p   n h t   k    ' % 2 ' . 
 
 3 8 2 1 =    x y   r a   l i   k h i   x   l    t p   n h t   k  :   % 1 
 
 3 8 2 3 = L I N K   T T :   ' % 1 '   t i   ' % 2 ' 
 
 3 8 2 4 = K h  n g   t h   t o   l i  n   k t   t t   ' % 1 '   n   t p   ' % 2 ' ! 
 
 3 8 2 5 = T  n   t p   k h  n g   c    p h n   m   r n g 
 
 3 8 2 6 = T  n   t p   c    p h n   m   r n g 
 
 3 8 2 7 = P h n   m   r n g   t p 
 
 3 8 2 8 = K  c h   t h c   t p   ( b y t e ) 
 
 3 8 2 9 = N g  y   c   s a   i   l n   c u i 
 
 3 8 3 0 = N g  y   t o 
 
 3 8 3 1 = T h u c   t  n h 
 
 3 8 3 3 = N h  m   -   % 1 
 
 3 8 3 4 = T p   t r  n g   l p 
 
 3 8 3 5 = K  c h   t h c   ( b y t e ) 
 
 3 8 3 6 = N g  y   S a   i   C u i 
 
 3 8 3 7 = N g  y   T o 
 
 3 8 3 8 = T h u c   t  n h 
 
 3 8 4 0 = ( N h n   E S C     h y   b ) 
 
 3 8 4 3 = T h   m c 
 
 3 8 4 6 = T  y   c h n 
 
 3 8 4 7 = X o    c  c   n h  m   c h   c    m t   t p 
 
 3 8 4 8 = X o    c  c   t p   k h i   k t   q u   t  m   k i m 
 
 3 8 4 9 = T o   l i  n   k t   t t 
 
 3 8 5 0 = T o   l i  n   k t   c n g 
 
 3 8 5 5 = H y   b 
 
 3 8 5 6 = O K 
 
 3 8 5 7 = H  n h   n g   n  o   s   c   t h c   h i n ? 
 
 3 8 5 8 = X o    t p   t i n 
 
 3 8 5 9 = S a o   c h  p   c  c   t p   t i n   v  o   m t   t h   m c 
 
 3 8 6 0 = D i   c h u y n   c  c   t p   t i n   n   m t   t h   m c 
 
 3 8 6 2 = K h  n g   t h   t  m   t h y   t h   m c   ' % 1 ' ! 
 
 3 8 6 6 = M   C o n t e x t   M e n u   W i n d o w s   E x p l o r e r 
 
 3 8 6 7 = B y t e   t h e o   b y t e 
 
 3 8 7 2 = K i m   t r a   v    x o    c  c   t p   t i n   k h i   k t   q u   t  m   k i m . . . 
 
 3 8 7 3 =   q u y   x o    t t   c   c  c   t p   t r o n g   m t   t h   m c   c   t h   k h i   k t   q u   t  m   k i m 
 
 3 8 7 4 = X o    t t   c   c  c   t p   k h  n g   t n   t i   k h i   k t   q u   t  m   k i m 
 
 3 8 7 5 = X o  
 
 3 8 7 9 = X  c   n h   c h   s   h u   t p   ( c h m   h n ) 
 
 3 8 8 0 = M   r n g   t t   c   c  c   n h  m   s a u   t  m   k i m 
 
 3 8 8 1 = B   q u a   d u   t h i   g i a n 
 
 3 8 8 2 = C h   c h n   t p   u   t i  n   t r o n g   m i   n h  m 
 
 3 8 8 3 = C h   c h n   t p   c u i   c  n g   t r o n g   m i   n h  m 
 
 3 8 8 4 = C h   s   h u 
 
 3 8 8 5 = a n g   c h n   c  c   t p . . . 
 
 3 8 8 7 = B y t e 
 
 3 8 8 8 = K B 
 
 3 8 8 9 = M B 
 
 3 8 9 0 = G B 
 
 3 8 9 1 = T h a y   i   n h   d n g   k  c h   t h c . . . 
 
 3 8 9 2 = N h  m   -   K  c h   t h c   t p   ( % 1 ) 
 
 3 8 9 3 = K  c h   t h c   ( % 1 ) 
 
 3 8 9 5 = H i n   t h   k  c h   t h c   t p   t h e o   b y t e 
 
 3 8 9 6 = H i n   t h   k  c h   t h c   t p   t h e o   k i l o b y t e   ( K B ) 
 
 3 8 9 7 = H i n   t h   k  c h   t h c   t p   t h e o   m e g a b y t e   ( M B ) 
 
 3 8 9 8 = H i n   t h   k  c h   t h c   t p   t h e o   g i g a b y t e   ( G B ) 
 
 3 8 9 9 = T r  n h   q u n   l    t p   t i n 
 
 3 9 0 0 = K  c h   t h c   k h i   c a   b   m   c 
 
 3 9 0 1 = B t   u : 
 
 3 9 0 2 = T i   a : 
 
 3 9 0 3 = T n g   t h  m : 
 
 3 9 0 4 = C h n   t t   c   c  c   t p   t i n   l    b n   s a o   c a   c  c   t p   t i n   t   t h   m c   n  y : 
 
 3 9 0 5 = H y   c h n   t t   c   c  c   t p   t i n   l    b n   s a o   c a   c  c   t p   t i n   t   t h   m c   n  y : 
 
 3 9 0 6 = a n g   c h n   t p   t i n   . . . 
 
 3 9 0 7 = a n g   h y   c h n   c  c   t p   t i n   . . . 
 
 3 9 1 1 = C h   x  a   c  c   t h   m c   k h  n g   t n   t i   n a 
 
 3 9 1 2 = T  m   k i m     )a   h o c   t h   m c   n  o     t  m   c  c   t p   t i n   t r  n g   l p ? 
 
 3 9 1 3 = C h u n g 
 
 3 9 1 4 = N h t   k  
 
 3 9 1 6 = G i    t r   m c   n h 
 
 3 9 1 8 = X  a   k t   q u   t  m   k i m 
 
 3 9 2 4 = T r  n h   p h  t   v i d e o   W i n d o w s 
 
 3 9 2 5 = B y t e 
 
 3 9 2 6 = B y t e 
 
 3 9 2 7 = B y t e 
 
 3 9 2 9 = B t   u   t  m   k i m 
 
 3 9 3 1 = T h   m c   n g u n 
 
 3 9 3 2 = P h n g   p h  p   t  m   k i m 
 
 3 9 3 3 = T  y   c h n 
 
 3 9 3 4 = N h t   k  
 
 3 9 3 5 = X  a   t p   n h t   k    c h  n h 
 
 3 9 3 8 = K h  n g   t h   t i   k t   q u   t  m   k i m ! 
 
 3 9 3 9 = I   T  N :   ' % 1 '   t h  n h   ' % 2 ' 
 
 3 9 4 0 = K h  n g   t h   i   t  n   t p   ' % 1 '   t h  n h   ' % 2 ' :   % 3 
 
 3 9 4 1 = a n g   x  a   c  c   t p   c   c h n   k h i   k t   q u   t  m   k i m   . . . 
 
 3 9 4 5 = L u   v i   t  n   . . . 
 
 3 9 4 6 = G i m   k  c h   t h c   p h  n g   c h 
 
 3 9 4 7 = T n g   k  c h   t h c   p h  n g   c h 
 
 3 9 4 8 = X  a   t t   c   c  c   t p   t i n      c h n   k h i   k t   q u   t  m   k i m 
 
 3 9 4 9 = K t   q u   t  m   k i m 
 
 3 9 5 0 = D i   c h u y n   t p   t i n   v  o   T h  n g   r  c   c a   W i n d o w s 
 
 3 9 5 1 = D i   c h u y n   t t   c   c  c   t p   t i n   k h  c   t r o n g   n h  m   n  y   v  o   T h  n g   r  c   c a   W i n d o w s 
 
 3 9 5 2 = G i   c u   t r  c   t h   m c   c a   c  c   t p   t i n 
 
 3 9 5 3 = T R  N G   L P   % N A M E % % E X T % 
 
 3 9 5 4 = % N A M E %   =   t  n   t p   t i n ,   % E X T %   =   p h n   m   r n g   t p   t i n   v i   d u   c h m 
 
 3 9 5 5 = i   t  n   t p   t i n 
 
 3 9 5 6 = D i   c h u y n   t p   t i n   v  o   T h  n g   r  c   c a   W i n d o w s 
 
 3 9 5 7 = O K 
 
 3 9 5 9 = T h   m c   c o n 
 
 3 9 6 0 =   )a   /   T h   m c 
 
 3 9 6 1 = N h n g   p l u g - i n   n  o   n  n   c   s   d n g     x e m   l o i   t p   t i n   t i   k h u n g   x e m   t r c ? 
 
 3 9 6 2 = T r  n h   x e m   n h 
 
 3 9 6 3 = K  c h   t h c   t p 
 
 3 9 6 4 = K t   q u   t  m   k i m      l u 
 
 3 9 6 5 = K t   q u   t  m   k i m 
 
 3 9 6 6 = i   t  n   k t   q u   t  m   k i m 
 
 3 9 6 7 = T  y   c h n   t  m   k i m 
 
 3 9 6 8 = T i   h   s 
 
 3 9 7 1 = X  a   k t   q u   t  m   k i m   ' % 1 ' ? 
 
 3 9 7 2 = X  a   h   s   ' % 1 ' ? 
 
 3 9 7 6 = H   s   ' % 1 '      t n   t i ! 
 
 3 9 7 7 = T  n   h   s : 
 
 3 9 7 8 = V u i   l  n g   n h p   m t   t  n   m i : 
 
 3 9 8 0 = L u   h   s 
 
 3 9 8 2 = i   t  n   h   s 
 
 3 9 8 3 = X  a   h   s 
 
 3 9 8 5 = C  c   h   s 
 
 3 9 8 6 = C  c   t h i t   l p   c h n g   t r  n h   c   l u   t r 
 
 3 9 8 7 = K h  n g   n g   n h p   b t   k   h  n h   n g   t p   n  o   ( n h a n h   h n ) 
 
 3 9 8 8 = H  n h   n g : 
 
 3 9 8 9 = a n g   x   l    t p   t i n : 
 
 3 9 9 4 = -   K t   q u   t  m   k i m   ' % 1 ' 
 
 3 9 9 5 = K t   q u   t  m   k i m 
 
 3 9 9 6 = K h  n g   n h p   b t   k   t h   m c   n g u n   n  o   k h i   t i   m t   h   s 
 
 3 9 9 9 = C h n   t t   c   c  c   t p   t i n   n g o i   t r   t p   t i n   n h   n h t   t r o n g   m i   n h  m 
 
 4 0 0 0 = C h n   t t   c   c  c   t p   t i n   n g o i   t r   t p   t i n   l n   n h t   t r o n g   m i   n h  m 
 
 4 0 0 1 = S o   s  n h   t r c   m t   k h i   d   l i u     c u i   c  c   t p   t i n   t r c   k h i   s o   s  n h   t i p 
 
 4 0 0 3 = B   q u a   s i  u   d   l i u   c a   c  c   t p   J P E G / C R 2 
 
 4 0 0 4 = K  c h   c   k h i : 
 
 4 0 0 5 = n g   d n 
 
 4 0 0 7 = K h  n g   q u a n   t  m   n   c  c   k    t   c   t h   t   t  n   t p   t i n 
 
 4 0 0 8 = N i   d u n g   t p 
 
 4 0 1 1 = H i n   t h   c t   ' N g  y   s a   i   c u i   c  n g ' 
 
 4 0 1 2 = H i n   t h   c t   ' N g  y   t o ' 
 
 4 0 1 3 = H i n   t h   c t   ' T h u c   t  n h ' 
 
 4 0 1 4 = H i n   t h   c t   ' C h   s   h u ' 
 
 4 0 1 5 = H i n   t h   c t   ' n g   d n ' 
 
 4 0 1 6 = H i n   t h   c t   ' n g   d n   l u   t r ' 
 
 4 0 1 7 = H i n   t h   c t   ' K  c h   t h c ' 
 
 4 0 1 8 = n g   d n   l u   t r 
 
 4 0 1 9 = K h  n g   g i i   n  n   c  c   t p   c    k  c h   t h c   b n g   h o c   l n   h n : 
 
 4 0 2 1 =    x y   r a   l i   k h i   g i i   n  n   t p   ' % 1 '   t   l u   t r   ' % 2 ' :   % 3 
 
 4 0 2 8 = a n g   g i i   n  n   t p   t i n   ' % 1 ' . . . 
 
 4 0 2 9 = a n g   x  a   c  c   n h  m   v i   % 1   t p   t i n   . . . 
 
 4 0 3 0 = G D I   k h  n g   h   t r   n h   d n g   n h   n  y 
 
 4 0 3 1 = K h i   t o   G D I   t h t   b i :   % 1 
 
 4 0 3 2 = K h  n g   t h   t i   n h   ( % 1 ) 
 
 4 0 3 6 = L u   t r   t p   t i n 
 
 4 0 3 7 =    q u  t   t p   t i n :   % 1 
 
 4 0 3 8 = N h  m :   % 1 
 
 4 0 4 1 = T h  m   b   l c   t h   m c   m i 
 
 4 0 4 2 = M   r n g   c h   c  c   n h  m   v i   s   l n g   t p   t i n   l n   h n   m t   s   n h t   n h   . . . 
 
 4 0 4 3 = S o   s  n h   c  c   l o i   t p   t i n   n  y   b n g   c  c h   s   d n g   M i c r o s o f t   W o r d : 
 
 4 0 4 5 = S o   s  n h   n i   d u n g   c a   % 1 
 
 4 0 4 6 = S o   s  n h   c  c   t p   c   t    m 
 
 4 0 4 9 = X  a   d a n h   s  c h   b   l c 
 
 4 0 5 0 = t   k  c h   t h c   t p   t i n   t h  n h   0 
 
 4 0 5 1 = L u   t r   l u   t r :   % 1 
 
 4 0 5 3 = T   n g   t i   u   c h i u   r n g   c t 
 
 4 0 5 4 = X  a   t t   c   c  c   t h   m c 
 
 4 0 5 7 = K h  n g   h i n   t h   h p   t h o i   h y   b   n u   x y   r a   l i 
 
 4 0 5 9 = N g u n : 
 
 4 0 6 1 = H u 	y   c h o #n   t  t   c a 	  c a c   t h   m u #c 
 
 4 0 6 2 = X  a   c  c   t h   m c   t r n g   s a u   K h i   D i   c h u y n / X  a 
 
 4 0 6 3 = D  n   t h   m c   t   b n   s a o 
 
 4 0 6 4 = K h  n g   t h   x  a   t h   m c   t r n g   ' % 1 ' :   % 2 
 
 4 0 6 5 = T o   t h   m c   c o n : 
 
 4 0 6 7 = X  c   n h   s   l n g   l i  n   k t   c n g   c h o   m i   t p   t i n   ( c h m   h n ) 
 
 4 0 6 8 = H i n   t h   n h  m   m   r n g   t i p   t h e o 
 
 4 0 6 9 = H i n   t h   c t   ' L i  n   k t   c n g ' 
 
 4 0 7 0 = L i  n   k t   c n g 
 
 4 0 7 3 = L u   k t   q u   t  m   k i m   v    t h o  t   A l l D u p 
 
 4 0 7 4 = T h o  t   A l l D u p 
 
 4 0 7 9 = K  c h   t h c   h  n h   t h u   n h   t i   a   ( P i x e l ) : 
 
 4 0 8 0 = H  n h   n h 
 
 4 0 8 1 = T p   t i n 
 
 4 0 8 2 = K  c h   t h c 
 
 4 0 8 3 = T h   m c 
 
 4 0 8 4 = K  c h   t h c 
 
 4 0 8 5 = X  a   t t   c   c  c   n h  m   c h   c h a   c  c   l i  n   k t   c n g 
 
 4 0 8 6 = T o   c h     x e m   t h u   n h   . . . 
 
 4 0 9 1 = C h n   t t   c   c  c   t p   t i n   n g o i   t r   t p   t i n   c    t  n   n g n   n h t   t r o n g   m i   n h  m 
 
 4 0 9 2 = C h n   t t   c   c  c   t p   t i n   n g o i   t r   t p   t i n   c    t  n   d  i   n h t   t r o n g   m i   n h  m 
 
 4 0 9 3 = C h n   t t   c   c  c   t p   t i n   n g o i   t r   t p   t i n   c    n g   d n   n g n   n h t   t r o n g   m i   n h  m 
 
 4 0 9 4 = C h n   t t   c   c  c   t p   t i n   n g o i   t r   t p   t i n   c    n g   d n   d  i   n h t   t r o n g   m i   n h  m 
 
 4 0 9 5 = X  a   c  c   t p   t i n   c   t    m   k h i   k t   q u   t  m   k i m 
 
 4 0 9 6 = a n g   x  a   t t   c   c  c   n h  m   c   c h n   . . . 
 
 4 0 9 7 = a n g   x  a   t t   c   c  c   t p   t i n   c   c h n   . . . 
 
 4 0 9 9 = C h n   t p   t i n   c   t    m 
 
 4 1 0 0 = T  m   t h y   % 1   b n   s a o   v i   t n g   c n g   % 3   t r o n g   t h   m c   ' % 2 ' 
 
 4 1 0 1 = C h n   t p   t i n   t h e o   t  n 
 
 4 1 0 2 = V u i   l  n g   n h p   c h u i   t  m   k i m   b  n   d i : 
 
 4 1 0 3 = B n   c    t h   s   d n g   c  c   p h n   g i   c h   * , ?   v    # . 
 
 4 1 0 5 = P h  m   t t 
 
 4 1 0 8 = P h  m   t t   ' % 1 '      c   s   d n g ! 
 
 4 1 0 9 = H i n   t h   s   t h p   p h  n 
 
 4 1 1 0 = H i n   t h   n h  m   m   r n g   t r c    
 
 4 1 1 1 = H i n   t h   n h  m   t i p   t h e o 
 
 4 1 1 2 = H i n   t h   n h  m   p h  a   t r c 
 
 4 1 1 3 = C h n / B   c h n   t p 
 
 4 1 1 4 = X  a   c  c   t p   c   l  m   n i   b t   v )n h   v i n 
 
 4 1 1 6 = C h n / B   c h n   n h  m 
 
 4 1 1 7 = T r   g i  p 
 
 4 1 1 8 = O K 
 
 4 1 1 9 = H y 
 
 4 1 2 0 = Q u y  n   g  p 
 
 4 1 2 1 = V u i   l  n g   q u y  n   g  p   v    h   t r   p h  t   t r i n   A l l D u p 
 
 4 1 2 2 = T p   t i n 
 
 4 1 2 3 = S   n h  m 
 
 4 1 2 4 = H y   c h n   c  c   t p   t h e o   t  n 
 
 4 1 2 5 = H y   t h a o   t  c   t  m   k i m ? 
 
 4 1 2 6 = B   q u a 
 
 4 1 2 7 = n h   d n g   h i n   t h   n g  y   t p   t i n : 
 
 4 1 2 8 = T h  m   t h   m c   c   b i t 
 
 4 1 6 8 = T B 
 
 4 1 8 8 = T p   t i   x u n g   ' % 1 '      t n   t i ! 
 
 5 0 0 0 = T h   v i n   ' % 1 ' 
 
 5 0 0 1 = H   t r   v n   b n   U n i c o d e 
 
 5 0 0 2 = X  a   t t   c   c  c   t h   m c   k h i   d a n h   s  c h ? 
 
 5 0 0 3 = M u   v n   b n   ' % 1 '   k h  n g   h p   l . % ! L i :   % 2 
 
 5 0 0 4 = C t 
 
 5 0 0 5 = H i n   t h / n   c t 
 
 5 0 0 6 = K  c h   t h c 
 
 5 0 0 7 = T h a y   i   n h   d n g   k  c h   t h c 
 
 5 0 0 8 = T h o  t 
 
 5 0 0 9 = D c h   A l l D u p 
 
 5 0 1 4 = H   s      c   l u   t h  n h   c  n g . 
 
 5 0 1 5 = T h i t   k   % 1 
 
 5 0 1 6 = N h  m 
 
 5 0 1 8 = T t   c   c  c   n h  m 
 
 5 0 1 9 = C  c   n h  m   c   m   r n g 
 
 5 0 2 0 = C  c   n h  m   c   t h u   g n 
 
 5 0 2 1 = N h  m   k h  n g   c    t p   c   c h n 
 
 5 0 2 2 = N h  m   c    t t   c   c  c   t p   c   c h n 
 
 5 0 2 3 = N h  m   c    m t   s   t p   c   c h n 
 
 5 0 2 4 = N h  m   c   l  m   n i   b t 
 
 5 0 2 5 = N h  m   k h  n g   c   l  m   n i   b t 
 
 5 0 2 7 = P h n g   p h  p   s o   s  n h 
 
 5 0 2 8 = T o   m    k i m   t r a   % 1 
 
 5 0 2 9 =    x y   r a   l i   k h i   t o   m    k i m   t r a   c a   t p   ' % 2 ' :   % 1 
 
 5 0 3 0 =    x y   r a   l i   k h i   c   t   t p   ' % 2 ' :   % 1 
 
 5 0 3 1 =    x y   r a   l i   k h i   m   t p   ' % 1 ' :   % 2 
 
 5 0 3 3 = M D 5   ( 1 2 8   b i t ) 
 
 5 0 3 4 = S H A - 1   ( 1 6 0   b i t ) 
 
 5 0 3 5 = S H A - 2   ( 2 5 6   b i t ) 
 
 5 0 3 6 = S H A - 2   ( 3 8 4   b i t ) 
 
 5 0 3 7 = S H A - 2   ( 5 1 2   b i t ) 
 
 5 0 3 9 = N h p   s   l n g   t p : 
 
 5 0 4 0 = X  a   t t   c   c  c   n h  m   v i   c  c   t p   k h  n g   t n   t i   t r o n g   t t   c   c  c   t h   m c   n g u n 
 
 5 0 4 1 = V    h i u   h  a   n h   t u y n   h   t h n g   t p   6 4   b i t   c a   W i n d o w s 
 
 5 0 4 3 = S   l n g   s o   s  n h   t p :   % 1 
 
 5 0 4 4 = N h n   c h u t   p h i   v  o   k t   q u   t  m   k i m     m   m e n u   v i   c  c   h  n h   n g   k h  c . 
 
 5 0 4 5 = N h n   c h u t   p h i      y     t h  m   b   l c   t h   m c   m i % ! h o c   n h n   n  t   ' T h   m c   N g u n '   t r  n   t h a n h   c  n g   c . 
 
 5 0 4 6 = N h p   c h u t   p h i   v  o   h   s     m   m e n u   v i   c  c   h  n h   n g   k h  c . 
 
 5 0 4 7 = N h n   c h u t   p h i      y     t h  m   b   l c   t h   m c   m i % ! h o c   n h n   n  t   ' B   l c   T h   m c '   t r  n   t h a n h   c  n g   c . 
 
 5 0 4 8 = N h p   c h u t   p h i   v  o   b   l c   t h   m c     m   m e n u   v i   c  c   h  n h   n g   k h  c . 
 
 5 0 4 9 = N h n   c h u t   p h i      y     t h  m   b   l c   t p   m i % ! h o c   n h n   n  t   ' B   l c   t p '   t r  n   t h a n h   c  n g   c . 
 
 5 0 5 0 = N h n   c h u t   p h i   v  o   b   l c   t p     m   m e n u   v i   c  c   h  n h   n g   k h  c . 
 
 5 0 5 1 = N h n   c h u t   p h i      y     m   m e n u   v i   c  c   h  n h   n g   k h  c . 
 
 5 0 5 2 = a n g   k i m   t r a     )a   % 1   . . . 
 
 5 0 5 3 = H i n   t h   c t   ' K h p ' 
 
 5 0 5 4 = H  n h   n h   t n g   t 
 
 5 0 5 5 = K h p 
 
 5 0 5 9 = K  c h   t h c   s o   s  n h 
 
 5 0 6 2 = P i x e l 
 
 5 0 6 7 = P h  t 
 
 5 0 6 8 = G h i   l o g   s a u   m i   x   p h  t   t h n g   k    t  m   k i m   c a   t h  n g   t i n   t i n   t r  n h   t  m   k i m 
 
 5 0 7 3 =    h y   t  m   k i m   b i   n g i   d  n g . 
 
 5 0 7 5 = K    t 
 
 5 0 7 6 = C h   s o   s  n h   k    t     u   t  n   t p 
 
 5 0 7 9 = B   q u a   s i  u   d   l i u   c a   c  c   t p   F L A C 
 
 5 0 8 0 = T  n   t p   t i n 
 
 5 0 8 3 = K h  n g   t h   t  m   t h y   k h i   t h  n g   t i n   l u n g   t i   t p   ' % 1 ' ! 
 
 5 0 8 5 = K h  n g   t h   t o   t p   ' % 1 ' :   % 2 
 
 5 0 8 6 =    x y   r a   l i   k h i   g h i   v  o   t p   ' % 1 ' :   % 2 
 
 5 0 8 7 = M    k i m   t r a      c   t o :   % 1 
 
 5 0 8 8 = G h i      t p   n g  n   n g   ' l a n g . t x t '      t n   t i ? 
 
 5 0 8 9 = T o   t p   n g  n   n g   ' l a n g . t x t ' 
 
 5 0 9 0 = S   d n g   t p   n g  n   n g   ' l a n g . t x t ' 
 
 5 0 9 1 = M   t p   n g  n   n g   ' l a n g . t x t ' 
 
 5 0 9 2 = K h i   n g   l i   A l l D u p 
 
 5 0 9 3 = M i 
 
 5 0 9 5 = I N F O :   K h  n g   t h   p h  t   h i n   W i n d o w s   M e d i a   P l a y e r   t r  n   h   t h n g   c a   b n 
 
 5 0 9 8 = A l l D u p   -   T  m   k i m 
 
 5 0 9 9 = C  i   t   h i n   t i 
 
 5 1 0 0 = C h   s o   s  n h   c  c   t p   t r o n g   c  n g   m t   t h   m c   n g u n 
 
 5 1 0 1 = T  m   k i m   p h  n   b i t   h o a   t h n g 
 
 5 1 0 2 = S   d n g   k    t   i   d i n   ( * , ? , # ) 
 
 5 1 0 3 = T  m   k i m   t t   c   c  c   c t   h i n   t h 
 
 5 1 0 5 = B a o   q u a n h   t  m   k i m   s a u   k h i   t   n   c u i   h o c   u   k t   q u   t  m   k i m 
 
 5 1 0 6 = M   t p   v i . . . 
 
 5 1 0 7 = M   r n g   c h   n h n g   n h  m   c h a   c  c   t p   c    t  n   k h  c   n h a u 
 
 5 1 0 8 = T  m   c  c   t p   c    c  n g   t  n   t p   ( k h  n g   c    p h n   m   r n g   t p ) 
 
 5 1 0 9 = T  m   c  c   t p   c    c  n g   p h n   m   r n g 
 
 5 1 1 0 = T  m   c  c   t p   c    c  n g   k  c h   t h c 
 
 5 1 1 1 = T  m   c  c   t p   c    n i   d u n g   g i n g   n h a u 
 
 5 1 1 2 = T  m   c  c   t p   c    c  n g   n g  y   s a   i 
 
 5 1 1 3 = T  m   c  c   t p   c    c  n g   n g  y   t o 
 
 5 1 1 4 = T  m   c  c   t p   c    c  n g   t h u c   t  n h 
 
 5 1 1 7 = T i   k t   q u   t  m   k i m      l u 
 
 5 1 1 8 = T  m   k i m   c  c   t h   m c   n g u n   c   c h n     t  m   t p   t r  n g   l p   t h e o   c  c   t i  u   c h    t  m   k i m      c h n 
 
 5 1 1 9 = T i   h o c   l u   c  i   t   c h n g   t r  n h 
 
 5 1 2 0 = M   t p   n h t   k    c h  n h   v i   c h n g   t r  n h   l i  n   q u a n 
 
 5 1 2 1 =    y ,   b n   c h n   c  c   t h   m c     t  m   k i m   c  c   b n   s a o 
 
 5 1 2 2 =    y ,   b n   c    t h   c h   n h   c  c   t i  u   c h    t  m   k i m   c   s   d n g     t  m   k i m   c  c   b n   s a o 
 
 5 1 2 3 = H n g   d n   k h i   n g   n h a n h 
 
 5 1 2 4 = 1 .   C h n   t h   m c   n g u n 
 
 5 1 2 5 = 2 .   C h n   p h n g   p h  p   t  m   k i m 
 
 5 1 2 6 = 3 .   B t   u   t  m   k i m 
 
 5 1 2 7 = N h p   v  o    y     c h n   t h   m c   n g u n   m    b n   m u n   t  m   k i m   c  c   b n   s a o 
 
 5 1 2 8 = N h p   v  o    y     c h n   p h n g   p h  p   t  m   k i m   m    b n   m u n   s   d n g     t  m   k i m   c  c   b n   s a o 
 
 5 1 2 9 = N h p   v  o    y     b t   u   t  m   k i m   c  c   b n   s a o 
 
 5 1 3 0 = T h a n h   c  n g   c 
 
 5 1 3 1 = T h  m   b   l c   b n g   c  c h   c h n   t h   m c 
 
 5 1 3 3 = T p      l c :   % 1 
 
 5 1 3 4 = T h   m c      l c :   % 1 
 
 5 1 3 5 = S a o   c h  p 
 
 5 1 3 6 =    x y   r a   l i   t r o n g   q u    t r  n h   s o   s  n h   t p   ' % 1 '   v    ' % 2 ' :   % 3 
 
 5 1 3 9 = i   t  n   t p 
 
 5 1 4 0 = K h  n g   t h   k h i   t o   n h    c u n g   c p   h   t h n g   m    h  a :   % 1 
 
 5 1 4 1 =    t o 
 
 5 1 4 2 = T  n 
 
 5 1 4 3 = C h n h   s a   H o t k e y s 
 
 5 1 5 0 = M  u   s c 
 
 5 1 5 1 = T r c   k h i   t  m   k i m   b t   u 
 
 5 1 5 2 = T r o n g   q u    t r  n h   t  m   k i m 
 
 5 1 5 3 = S a u   k h i   t  m   k i m   h o  n   t h  n h 
 
 5 1 5 4 = K h  n g   s o   s  n h   n i   d u n g   c a   c  c   t p   c   l i  n   k t   c n g 
 
 5 1 5 6 = H i n   t h   b i u   t n g   t h  n g   t i n 
 
 5 1 5 7 = c  c   b n   s a o   c   t  m   t h y 
 
 5 1 5 8 = n h  m      t o 
 
 5 1 5 9 = c  c   t p   n  n      c   q u  t 
 
 5 1 6 0 = s   s o   s  n h   t p      c   t h c   h i n 
 
 5 1 6 1 = t p      c   l c 
 
 5 1 6 2 = t h   m c      c   l c 
 
 5 1 6 3 = T h n g   k  
 
 5 1 6 4 = H  n h   n g : 
 
 5 1 6 7 =    x y   r a   l i   k h i   n g   n h p   t t   c   c  c   t p   k h  n g   c    b n   s a o :   % 1 
 
 5 1 6 8 = T r  c h   x u t   t p . . . 
 
 5 1 6 9 =    t o   c h e c k u m 
 
 5 1 7 0 = T p   n  n : 
 
 5 1 7 1 = B c : 
 
 5 1 7 2 = T h   m c   N g u n : 
 
 5 1 7 3 = T  y   c h n :   % 1 
 
 5 1 7 4 = B   l c   t p   c   k  c h   h o t :   % 1 
 
 5 1 7 5 = B   l c   t h   m c   c   k  c h   h o t :   % 1 
 
 5 1 7 6 = B   l c   k  c h   t h c   t p   c   k  c h   h o t 
 
 5 1 7 7 = % 1   t r  n   % 2 
 
 5 1 7 8 = X  c   n h   s   l n g   t p   c a   t t   c   c  c   t h   m c   n g u n 
 
 5 1 7 9 = S o   s  n h   t p 
 
 5 1 8 0 = S o   s  n h   t p   v    t o   k t   q u   t  m   k i m 
 
 5 1 8 1 = T o   k t   q u   t  m   k i m   c a   t t   c   c  c   t p   k h  n g   c    b n   s a o 
 
 5 1 8 2 = n h   d n g   k  c h   t h c   t p 
 
 5 1 8 3 = S p   x p   c  c   n h  m 
 
 5 1 8 4 = n g   n h p   t t   c   c  c   t p   k h  n g   c    b n   s a o 
 
 5 1 8 5 = S o   s  n h   n i   d u n g   t p . . . 
 
 5 1 8 7 = Z E R O :   % 1 
 
 5 1 8 8 = S o   s  n h   t p   t   t t   c   c  c   t h   m c   n g u n 
 
 5 1 8 9 = C h   s o   s  n h   c  c   t p   g i a   c  c   t h   m c   n g u n   k h  c   n h a u 
 
 5 1 9 0 = K i m   t r a   c p   n h t   t   n g   m t   l n   t r o n g   n g  y 
 
 5 1 9 1 = P h i  n   b n   A l l D u p   % 1      c    s n     t i   x u n g .   B t   u   T r  n h   h n g   d n   C p   n h t   I n t e r n e t   c a   A l l D u p   k h  n g ? 
 
 5 1 9 3 =    x y   r a   l i   k h i   m   t p   n h t   k    ' % 1 ' :   % 2 
 
 5 1 9 4 = H i n   t h   t p      c h n   k   t i p 
 
 5 1 9 5 = H i n   t h   t p      c h n   t r c 
 
 5 1 9 6 = X  a   t t   c   c  c   n h  m   v i   t t   c   c  c   t p   c   c h n 
 
 5 1 9 7 = a n g   x  a   t t   c   c  c   n h  m   v i   t t   c   c  c   t p      c h n . . . 
 
 5 1 9 8 = L i  n   k t   c n g 
 
 5 1 9 9 = C h n   c  c   t p   b n g   n g   d n 
 
 5 2 0 0 = B   c h n   c  c   t p   b n g   n g   d n 
 
 5 2 0 2 = H i n   t h   n h c     l u   k t   q u   t  m   k i m   k h i   t h o  t 
 
 5 2 0 3 = P h n g   p h  p   s o   s  n h   ' % 1 '      c h n   y  u   c u    t   n h t   2   t h   m c   n g u n ! 
 
 5 2 0 4 = N h p   t  n   k t   q u   t  m   k i m : 
 
 5 2 0 5 = K t   q u   t  m   k i m   v i   t  n   t p   ' % 1 '      t n   t i !   G h i    ? 
 
 5 2 0 6 = D a n h   s  c h   B   l c : 
 
 5 2 0 7 = G i i   t h i u   v   A l l D u p 
 
 5 2 0 8 = S o   s  n h   t t   c   c  c   k    t   t r o n g   t  n   t p 
 
 5 2 0 9 = B   q u a   c  c   k    t     c u i   t  n   f i l e 
 
 5 2 1 0 = M t   f i l e   v i   t  n   ' % 1 '      t n   t i ! 
 
 5 2 1 1 = C h n   t h   m c 
 
 5 2 1 2 = C h n   t p   t i n 
 
 5 2 1 3 = T h   m c   d   l i u   n g   d n g 
 
 5 2 1 5 = K h  n g   c  
 
 5 2 1 6 = T h   m c 
 
 5 2 1 7 = B  n h   t h n g 
 
 5 2 1 8 = o 
 
 5 2 1 9 = T  n   ' % 1 '      c   t   b i   h   t h n g   W i n d o w s   v    k h  n g   t h   c   s   d n g ! 
 
 5 2 2 0 = T  n   ' % 2 '   c h a   k    t   k h  n g   h p   l   ' % 1 ' ! 
 
 5 2 2 1 = T  n   ' % 2 '   c h a   k    t   i u   k h i n   k h  n g   h p   l   s   % 1 ! 
 
 5 2 2 2 = P r o x y 
 
 5 2 2 3 = H y   h o t   n g   t  m   k i m   s a u   m t   s   l n g   b n   s a o   n h t   n h   c   t  m   t h y 
 
 5 2 2 5 = T h u t   t o  n   s o   s  n h 
 
 5 2 2 6 = K    t   p h  n   t  c h 
 
 5 2 2 7 = T  m   k i m      b   h y   -   s   l n g   b n   s a o   t i   a   % 1   c   c h   n h      c   t   n . 
 
 5 2 2 8 = T h  m   k    t   u   v  o   c h o   d a n h   s  c h   c  c     )a   b   t h i u 
 
 5 2 3 1 = C h n   t t   c   c  c   t p   t i n   c    T   l   p h n   t r m   l n   h n   h o c   b n g   m t   g i    t r   p h n   t r m   c   t h   t r o n g   m i   n h  m 
 
 5 2 3 2 = C h n   t t   c   c  c   t p   t i n   c    T   l   p h n   t r m   t h p   h n   h o c   b n g   m t   g i    t r   p h n   t r m   c   t h   t r o n g   m i   n h  m 
 
 5 2 3 4 = T h  m   p h n   m   r n g   t p   t i n   v  o   d a n h   s  c h   P l u g i n : 
 
 5 2 3 5 = M i c r o s o f t   W o r d P a d 
 
 5 2 3 6 = T r  n h   d u y t   I n t e r n e t   E x p l o r e r   c a   W i n d o w s 
 
 5 2 3 7 = T r  n h   p h  t   v i d e o   W i n d o w s 
 
 5 2 3 8 = T o   d a n h   s  c h   t p   t i n 
 
 5 2 3 9 = C h   s o   s  n h   c  c   t p   t r o n g   c  n g   n g u n   v    t h   m c   c o n 
 
 5 2 4 0 = N h n g   t p   t i n   n  o   c   x u t ? 
 
 5 2 4 1 = T t   c   c  c   t p   t i n 
 
 5 2 4 2 = C  c   t p      c h n 
 
 5 2 4 3 = C  c   t p   t i n   k h  n g   c   c h n 
 
 5 2 4 4 = n h   d n g   t p   t i n 
 
 5 2 4 5 = K    t   n g n   c  c h   d   l i u 
 
 5 2 4 6 = M   t p   s a u   k h i   l u 
 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
 5 3 6 7 = C  c   t p      c   b o   v :   % 1 
 
 5 3 6 8 = C  c   n h  m   v i   t t   c   c  c   t p   c   c h n :   % 1 
 
 5 3 6 9 = C  c   n h  m   b   x  a   k h i   k t   q u   t  m   k i m :   % 1 
 
 5 3 7 0 = C  c   t p   b   x  a   k h i   k t   q u   t  m   k i m :   % 1 
 
 5 3 7 1 = B o   v   t p 
 
 5 3 7 2 = T i    y   b n   c    t h   t h a y   i   b o   v   t p   c h o   t n g   t h   m c   n g u n : 
 
 5 3 7 3 = N h c   t n g   t 
 
 5 3 7 4 = K h  n g   t h   x  a   t p   t i n   ' % 1 '   v    t h   m c   n g u n   c   b o   v ! 
 
 5 3 7 5 = K h  n g   t h   d i   c h u y n   t p   t i n   ' % 1 '   v    t h   m c   n g u n   c   b o   v ! 
 
 5 3 7 6 = K h  n g   t h   i   t  n   t p   t i n   ' % 1 '   v    t h   m c   n g u n   c   b o   v ! 
 
 5 3 7 7 = H o  n   t  c   h  n h   n g   c h n / h y   c h n   c u i   c  n g 
 
 5 3 7 8 = T H  N G   T I N :   T p   t i n   n  n   ' % 1 '   c   b o   v   b n g   m t   k h u   v    k h  n g   t h   q u  t   c ! 
 
 5 3 7 9 = n g   n h p   t p   t i n   c   b o   v   b i   m t   k h u   v  o   n h t   k  
 
 5 3 8 0 = T H  N G   T I N :   T p   t i n   ' % 1 '   c   b o   v   b n g   m t   k h u   t   b  n   t r o n g   t p   t i n   n  n   ' % 2 '   v    k h  n g   t h   t r  c h   x u t ! 
 
 5 3 8 1 = S o   s  n h   c h   c  c   t p   t i n   c    u  i   t p   g i n g   n h a u 
 
 5 3 8 2 = g i  y 
 
 5 3 8 3 =   d  i   q u  t 
 
 5 3 8 4 = T p   t i n   : 
 
 5 3 8 6 = C  c   t p   t i n   l n   h n   % 1   k h  n g   t h   c   h i n   t h   v i   P l u g I n   ' M i c r o s o f t   W o r d P a d ' . 
 
 5 3 8 7 = P h  t    m   t h a n h 
 
 5 3 8 8 = t   P C   v  o   c h     n g 
 
 5 3 8 9 = t   P C   v  o   c h     n g    n g 
 
 5 3 9 0 =    x y   r a   l i   k h i   a   P C   v  o   c h     n g :   % 1 
 
 5 3 9 1 =    x y   r a   l i   k h i   a   P C   v  o   c h     n g    n g :   % 1 
 
 5 3 9 2 = T H  N G   T I N :   N g i   d  n g      h y   t r  c h   x u t   t p   t i n   ' % 1 '   t   b  n   t r o n g   t p   t i n   n  n   ' % 2 ' 
 
 5 3 9 3 = T H  N G   T I N :   K h  n g   t h   t o   c h e c k s u m   c a   t p   t i n    m   t h a n h   ' % 1 ' .   H o c   d i   n h c   n g n   h n   % 2   g i  y ,   h o c   c    q u    n h i u    m   t h a n h   t r o n g   p h m   v i   q u  t . 
 
 5 3 9 4 = P h  t   t p    m   t h a n h 
 
 5 3 9 5 = M e n u   ' % 1 ' 
 
 5 3 9 6 = M e n u   n g   c n h   ' % 1 ' 
 
 5 3 9 7 = L n h   M e n u 
 
 5 3 9 8 = V u i   l  n g   i ,   g i i   p h  n g   b   n h . . . 
 
 5 3 9 9 = X  a   t i n    c h   c h o   d a n h   s  c h   p h n   m   r n g 
 
 5 4 0 0 = T r  n h   p h  t   v i d e o   V L C 
 
 5 4 0 1 = T o  n   m  n   h  n h 
 
 5 4 0 2 = C h u y n    m   t h a n h   b t / t t 
 
 5 4 0 3 =  m   l n g 
 
 5 4 0 4 = C h u y n   i   b t   u / t m   d n g 
 
 5 4 0 5 = S t o p 
 
 5 4 0 7 = T h a n h   c  n g   c   ' F i l e   P r e v i e w ' 
 
 5 4 0 8 = P l u g I n :   T r  n h   x e m   E X I F 
 
 5 4 0 9 = P l u g I n :   T r  n h   x e m   t h  n g   t i n   p h n g   t i n 
 
 5 4 1 0 = K h  n g   t h   t  m   t h y   b t   k   d   l i u   E X I F   n  o . 
 
 5 4 1 1 = T  m   k i m      b   h y   b   -      t   n   s   l n g   b   n h   t i   a   c    s n   c h o   c  c   n g   d n g   3 2 - b i t . 
 
 5 4 1 2 = P C   s   c   a   v  o   c h     c h   t r o n g   % 1   g i  y   . . . 
 
 5 4 1 3 = P C   s   c   a   v  o   c h     n g    n g   t r o n g   % 1   g i  y   . . . 
 
 5 4 1 4 = C h   c    t p   t i n   v i   c  c   p h n   m   r n g   J P G ,   J P E G ,   T I F ,   T I F F ,   P N G ,   G I F   v    W A V   c   h   t r     h i n   t h   d   l i u   E X I F . 
 
 5 4 1 5 = P l u g I n :   M i c r o s o f t   W o r d P a d 
 
 5 4 1 6 = P l u g I n :   W i n d o w s   I n t e r n e t   E x p l o r e r 
 
 5 4 1 7 = P l u g I n :   T r  n h   p h  t   v i d e o   c a   W i n d o w s 
 
 5 4 1 8 = P l u g I n :   T r  n h   p h  t   v i d e o   V L C 
 
 5 4 1 9 = C h n   t t   c 
 
 5 4 2 0 = B  n h   l u n 
 
 5 4 2 1 = P l u g I n :   T r  n h   x e m   h  n h   n h 
 
 5 4 2 2 = B   q u a   c  c   m u   v n   b n   t   t  n   t p   t i n 
 
 5 4 2 3 = N h i u   m u   v n   b n   p h i   c   p h  n   t  c h   b n g   d u   g c h   c h  o   ( / ) 
 
 5 4 2 4 = T h   m c     l u   t r   c  c   t p   t i n   t m   t h i : 
 
 5 4 2 5 = N g h   s )  : 
 
 5 4 2 6 = T  n   b  i   h  t : 
 
 5 4 2 7 = A l b u m   : 
 
 5 4 2 8 = T r a c k   : 
 
 5 4 2 9 = T h i   l n g   : 
 
 5 4 3 0 = N m   p h  t   h  n h : 
 
 5 4 3 1 = T h   l o i   : 
 
 5 4 3 2 = B  n h   l u n   : 
 
 5 4 3 3 = T H  N G   T I N :   K h  n g   t h   p h  t   h i n   c   p h i  n   b n   3 2   b i t   c a   t r  n h   p h  t   v i d e o   V L C   M e d i a   P l a y e r   3   t r  n   h   t h n g 
 
 5 4 3 5 = C h n   t t   c 
 
 5 4 3 6 = K h  n g   c h n   t t   c 
 
 5 4 3 7 = T h a y   i   k  c h   c   v i d e o     p h    h p   v i   k  c h   c   c a   s 
 
 5 4 3 8 = H i n   t h   x e m   t r c   t p   t i n   t r o n g   c a   s   r i  n g   b i t 
 
 5 4 3 9 = L u  n   l u  n   h i n   t h   c a   s   x e m   t r c   t p   t i n   t r  n   u 
 
 5 4 4 0 = N h  m   P r e v i e w 
 
 5 4 4 1 = T r  n h   x e m   E X I F 
 
 5 4 4 2 = T r  n h   x e m   t h  n g   t i n   p h n g   t i n 
 
 5 4 4 3 = H i n   t h   c a   s   x e m   t r c   t p   t i n   t r  n   t h a n h   t  c   v   W i n d o w s 
 
 5 4 4 4 = K h  n g   h i n   t h   l i   h p   t h o i   n  y 
 
 5 4 4 5 = n h   d n g   t p   t i n   k h  n g   x  c   n h :   % 1 
 
 5 4 4 6 = V L C   M e d i a   P l a y e r :      x y   r a   l i   k h i   n g   k    t p   t i n   ' % 1 ' :   % 2 
 
 5 4 4 7 = C  c   t p   t i n   c   n h n   m n h 
 
 5 4 4 8 = C h   h i n   t h   c  c   l n h   c    p h  m   t t 
 
 5 4 4 9 =    t o   l i  n   k t   c n g :   % 1 
 
 5 4 5 0 = T p   t i n   n g u n   l i  n   k t   c n g   c h o   n h  m   ' % 1 ' :   % 2 
 
 5 4 5 2 =  n g 
 
 5 4 5 3 = H i n   t h   c t   ' I D   l i  n   k t   c n g ' 
 
 5 4 5 4 = I D   l i  n   k t   c n g 
 
 5 4 5 5 = T H  N G   B  O :   K h  n g   t h   t o   l i  n   k t   c n g   ' % 1 ' .   T p   t i n   n g u n   l i  n   k t   c n g   c   t   t r  n   b   n h   l u   t r   k h  c . 
 
 5 4 5 6 = T H  N G   B  O :   T p   t i n   ' % 1 '      l    m t   l i  n   k t   c n g   c a   t p   t i n   ' % 2 ' . 
 
 5 4 5 7 = X  a   t t   c   c  c   n h  m   c h   c h a   l i  n   k t   c n g   v i   c  n g   m t   I D 
 
 5 4 5 8 = a n g   t i :   % 1 
 
 5 4 5 9 = N h  m   ' % 1 ' 
 
 5 4 6 0 = T p   t i n :   % 1 
 
 5 4 6 1 = K h  n g   t h   d i   c h u y n   t p   t i n   ' % 1 '   v  o   T h  n g   r  c   W i n d o w s :   K h  n g   c    T h  n g   r  c   W i n d o w s   n  o   t r  n   )a   ' % 2 ' ! 
 
 5 4 6 2 = C h u y n   i   t  n   t p   t i n 
 
 5 4 6 3 = T p   t i n   v n   b n   l n   h n   % 1   k h  n g   t h   h i n   t h   v i   P l u g I n   ' I n t e r n e t   E x p l o r e r ' . 
 
 5 4 6 4 = S   l n g   n h p   v  o   k h  n g   h p   l ! 
 
 5 4 6 5 = X  c   n h   t h i   l n g ,   t   l   b i t   v    t c     m u   c a   t p   t i n   c    p h n   m   r n g   s a u    y   ( c h m   h n ) 
 
 5 4 6 6 = N u   n h p   n h i u   p h n   m   r n g   t p   t i n ,   h  y   t  c h   c h  n g   b n g   d u   p h y . 
 
 5 4 6 7 = T h i   l n g 
 
 5 4 6 8 = T c     b i t 
 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
 5 5 8 5 = T  m   k i m   c h   c  c   n h  m 
 
 5 5 8 6 = T  m   k i m   c h   c  c   t p 
 
 5 5 8 7 = M   t h   m c   ' l a n g ' 
 
 5 5 8 8 = T h  n g   t i n 
 
 5 5 8 9 = H i n   t h   n g   k   l i 
 
 5 5 9 0 = C h i a   s   ' % 1 ' 
 
 5 5 9 1 = N g i   d c h : 
 
 5 5 9 2 = P h i  n   b n : 
 
 5 5 9 3 = K  c h   t h c : 
 
 5 5 9 4 = T p : 
 
 5 5 9 5 = C h e c k s u m : 
 
 5 5 9 6 = T h  n g   t i n   c   s   d   l i u 
 
 5 5 9 7 = N  n   c   s   d   l i u . . . 
 
 5 5 9 8 = T i   u   c   s   d   l i u . . . 
 
 5 5 9 9 = C   s   d   l i u      c   m   b i   m t   p h i  n   b n   k h  c   c a   A l l D u p !   ( % 1 ) 
 
 5 6 0 0 =    x y   r a   l i   k h  n g   m o n g   m u n ! % ! % ! 
 
 5 6 0 1 = W i n d o w s   a n g   c h u y n   s a n g   c h     c h . . . 
 
 5 6 0 2 = W i n d o w s   a n g   c h u y n   s a n g   c h     n g    n g . . . 
 
 5 6 0 3 =  n h   d u   t t   c   c  c   t p 
 
 5 6 0 4 = V u i   l  n g   i ,   a n g    n h   d u   t t   c   c  c   t p . . . 
 
 5 6 0 5 =    x y   r a   l i   k h  n g   m o n g   m u n   t r o n g   q u    t r  n h   p h  n   t  c h   l u n g    m   t h a n h :   % 1 
 
 5 6 0 6 = K h  n g   t  m   t h y   m    k i m   t r a :   % 1 
 
 5 6 0 7 = K h  n g   c    p h n g   p h  p   t  m   k i m   n  o   c   c h n ! 
 
 5 6 0 8 = C h     t i 
 
 5 6 0 9 = G i a o   d i n   n g i   d  n g 
 
 5 6 1 0 = M  u   c h 
 
 5 6 1 1 = M  u   n n 
 
 5 6 1 2 = M  u   C h   &   N n 
 
 5 6 1 3 = M c   n h 
 
 5 6 1 4 = C  c   t p   c   c h n   b i   n g i   d  n g 
 
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 
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 
 5 6 1 7 = K  c h   t h c   p h  n g   c h   % 1 
 
 5 6 1 8 = n g   l i 
 
 5 6 1 9 = K h  n g   c    n g   l i 
 
 5 6 2 0 = C h   c    n g   l i   n g a n g 
 
 5 6 2 1 = C h   c    n g   l i   d c 
 
 5 6 2 2 = n g   l i   n g a n g   v    d c 
 
 5 6 2 3 = K h i   t o   c   s   d   l i u . . . 
 
 5 6 2 4 = L    d o :   % 1 
 
 5 6 2 5 =  t   n h t   2   t p   p h i   c   c h n   t r o n g   n h  m   ' % 1 ' . 
 
 5 6 2 6 = n g   k    t h  n h   p h n   V L C   ' % 1 ' . . . 
 
 5 6 2 7 = K h  n g   t h   t i   t p   ' % 1 ' . 
 
 5 6 2 8 = a n g   b t   u   t  m   k i m . . . 
 
 5 6 2 9 = K t   q u   t  m   k i m   a n g   t i . . . 
 
 5 6 3 0 = T i   k t   q u   t  m   k i m 
 
 5 6 3 1 = K i m   t r a   v    i u   c h n h   k t   q u   t  m   k i m 
 
 5 6 3 2 = K i m   t r a   v    i u   c h n h   h i n   t h   k  c h   t h c   t p   t r o n g   k t   q u   t  m   k i m 
 
 5 6 3 3 = % 1 - L u   t r 
 
 5 6 3 4 = B o   v   t p   c h o   t h   m c   n g u n   ' % 1 '      c   k  c h   h o t ! 
 
 5 6 3 5 = C  c   t p   t r o n g   t h   m c   n  y   b  y   g i      c   b o   v   v    k h  n g   t h   b   x  a ,   c h u y n   h o c   i   t  n . 
 
 5 6 3 6 = N u   c n ,   b o   v   t p   c    t h   c   t t   t r o n g   k t   q u   t  m   k i m   t h  n g   q u a   m e n u   ' B o   v   t p ' . 
 
 5 6 3 7 = B n   c    m u n   x  a   c   s   d   l i u   h i n   c    v    t o   r a   c   s   d   l i u   m i ? 
 
 5 6 3 8 = T p :   % 1 
 
 5 6 3 9 = T h a y   t h   c  c   t p   c    c  n g   t  n 
 
 5 6 4 0 = X  a   a n   t o  n 
 
 5 6 4 1 = n h   d n g   h  n h   n h 
 
 5 6 4 3 = T h i   g i a n   c  n   l i : 
 
 5 6 4 5 = % 1 - B i t 
 
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 
 5 6 4 7 =   t o   l i  n   k t   c n g ,     )a   ' % 1 '   p h i   c   n h   d n g   v i   N T F S ! 
 
 5 6 4 8 = C h   m   r n g   c  c   n h  m   c h a   t p   v i   t  n   k h  c   n h a u   ( k h  n g   c    p h n   m   r n g   t p ) 
 
 5 6 4 9 = I N F O :   B n   c    t h   t t   b o   v   t p   t r o n g   k t   q u   t  m   k i m   t r o n g   t h a n h   m e n u   t r o n g   m c   ' B o   v   t p ' . 
 
 5 6 5 0 = K h  n g   c    t h   m c   c   c h   n h ! 
 
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 
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 
 5 6 5 3 = C  c   t p   t r o n g   t h   m c   n  y   k h  n g   t h   b   x  a ,   c h u y n   h o c   i   t  n . 
 
 5 6 5 4 = I N F O :   T  y   c h n   ' K h  n g   x   l    n h  m   h o  n   t o  n   c   c h n ' ,   d o      c  c   t p   t r o n g   c  c   n h  m   n h   v y   k h  n g   c   x   l  . 
 
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 
 5 6 5 6 = C  c   t h   m c   c o n   c a   t h   m c   n g u n   k h  n g   c   t  m   k i m . 
 
 5 6 5 7 = C  c   t p   t r o n g   t h   m c   n  y   c    t h   b   x  a ,   c h u y n   h o c   i   t  n . 
 
 5 6 5 8 = N h p    p   v  o   t r n g   t h  n g   t i n     c h n h   s a   n i   d u n g . 
 
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 
 5 6 6 0 = C    n  n   l u   k t   q u   t  m   k i m   k h  n g ? 
 
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 
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 
 5 6 6 3 = A n   e r r o r   o c c u r r e d   w h i l e   r e g i s t e r i n g   t h e   c o n t e x t   m e n u   f o r   W i n d o w s   E x p l o r e r :   % 1   ( % 2 ) 
 
 5 6 6 4 = C o n t e x t   m e n u   w i t h   U n i c o d e   s u p p o r t 
 
 5 6 6 5 = C o n t e x t   m e n u   w i t h o u t   U n i c o d e   s u p p o r t 
 
 5 6 6 6 = A c c e s s   t o   t h e   d a t a b a s e   i s   c u r r e n t l y   n o t   p o s s i b l e   b e c a u s e   i t   i s   b e i n g   u s e d   b y   a n o t h e r   A l l D u p   i n s t a n c e ! 
 
 5 6 6 7 = T h e   d i a l o g   w i l l   b e   c l o s e d   i n   % 1   s e c o n d s . . . 
 
 5 6 6 8 = R e g i s t e r 
 
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 
 5 6 7 0 = S e l e c t   s o u n d   f i l e   f r o m   t h e   s y s t e m   f o l d e r   M e d i a 
 
 5 6 7 1 = M e d i a   P l a y e r 
 
 5 6 7 2 = S a v e d   P i c t u r e s 
 
 5 6 7 3 = S c r e e n s h o t s 
 
 5 6 7 4 = P h o t o   A l b u m s 
 
 5 6 7 5 = T   l   k h u n g   h  n h   : 
 
 5 6 7 6 = Q u    t r  n h   t  m   k i m      b   h y   b   v    W i n d o w s   k h  n g   t h   p h  n   b   t h  m   b   n h   c h o   q u    t r  n h   t  m   k i m . 
 
 5 6 7 7 = T h i   g i a n :   % 1 
 
 5 6 7 8 = T i n   :   % 1 % 
 
 5 6 7 9 = B n   s a o   t r  n g   l p :   % 1 
 
 5 6 8 0 = R A M :   % 1   ( % 2 ) 
 
 5 6 8 1 = T p      l c :   % 1 
 
 5 6 8 2 = T h   m c      l c :   % 1 
 
 5 6 8 3 = L o i   t r   k h i   q u  t   c a   W i n d o w s   D e f e n d e r 
 
 5 6 8 4 = T h  m   v  o   d a n h   s  c h   l o i   t r   c a   W i n d o w s   D e f e n d e r 
 
 5 6 8 5 = X  a   k h i   d a n h   s  c h   l o i   t r   c a   W i n d o w s   D e f e n d e r 
 
 5 6 8 6 = M   W i n d o w s   D e f e n d e r 
 
 5 6 8 7 = C h n   t t   c   t p   h  n h   n h   b   h n g 
 
 5 6 8 8 = C h n   t p 
 
 5 6 8 9 = B   c h n   t p 
 
 5 6 9 1 = H  n h   n g   n  o   n  n   c   t h c   h i n ? 
 
 5 6 9 2 = T i  u   c h    s o   s  n h 
 
 5 6 9 3 = B   c h n   t p   t h e o   k  c h   t h c 
 
 5 6 9 4 = c i  h n 
 
 5 6 9 5 = m i   h n 
 
 5 6 9 6 = C h n   t p   t h e o   n g  y 
 
 5 6 9 7 = B   c h n   t p   t h e o   n g  y 
 
 5 6 9 8 = S o   s  n h   d a   t r  n 
 
 5 6 9 9 = g i  y 
 
 5 7 0 0 = p h  t 
 
 5 7 0 1 = g i 
 
 5 7 0 2 = n g  y 
 
 5 7 0 3 = t u n 
 
 5 7 0 4 = t h  n g 
 
 5 7 0 5 = q u  
 
 5 7 0 6 = n m 
 
 5 7 0 7 =    x y   r a   l i   k h i   t i   c  c   t p   h  n h   n h   s a u : 
 
 5 7 0 8 = % 1 .   T p :   % 2 
 
 5 7 0 9 = - - -   L i :   % 1 
 
 5 7 1 0 = % 1   t p      c   c h n . 
 
 5 7 1 1 = % 1   t p      b   h y   c h n . 
 
 5 7 1 2 = K h  n g   t  m   t h y   t p   n  o   d a   t r  n   v n   b n   t  m   k i m . 
 
 5 7 1 3 = X  a   v n   b n   t  m   k i m   k h i   d a n h   s  c h 
 
 5 7 1 4 = - - -   L    d o :   % 1 
 
 5 7 1 5 =    x y   r a   l i   k h i   k h i   t o   M e d i a I n f o :   % 1 
 
 5 7 1 6 = C  c   t p    m   t h a n h   s a u    y   c    t h u c   t  n h   b   h n g : 
 
 5 7 1 7 = T h i   l n g   k h  n g   c h  n h   x  c .   ( % 1 ) 
 
 5 7 1 8 = T c     b i t   k h  n g   c h  n h   x  c .   ( % 1 ) 
 
 5 7 1 9 = T n   s   l y   m u   k h  n g   c h  n h   x  c .   ( % 1 ) 
 
 5 7 2 0 = L i   x y   r a   k h i   x  c   n h   t n   s   l y   m u :   % 1 
 
 5 7 2 1 = L i   x y   r a   k h i   x  c   n h   t c     b i t :   % 1 
 
 5 7 2 2 = L i   x y   r a   k h i   x  c   n h   t h i   l n g :   % 1 
 
 5 7 2 3 = X y   r a   l i   k h i   m   t p    m   t h a n h :   % 1 
 
 5 7 2 4 = C h n   t t   c   t p    m   t h a n h   b   h n g 
 
 5 7 2 5 = T o   t h   m c   c o n   t r o n g   ' % 1 ' 
 
 5 7 2 6 = T  n   t h   m c : 
 
 5 7 2 7 = T h   m c   k h  n g   t h   c   t o : % ! % ! % 1 
 
 5 7 2 8 = C h n   t p . . . 
 
 5 7 2 9 = C h n   t p . . . 
 
 5 7 3 0 = C h n   t h   m c . . . 
 
 5 7 3 1 = C h n   t h   m c . . . 
 
 5 7 3 2 = B   q u a   c  c   k    t     u   t  n   t p 
 
 5 7 3 3 = C h n   t t   c   t p   n m   n g o  i   t h   m c   s a u . . . 
 
 5 7 3 4 = B   c h n   t t   c   t p   n m   n g o  i   t h   m c   s a u . . . 
 
 5 7 3 5 = C h n   t t   c   c  c   t p   b  n   n g o  i   c u   t r  c   t h   m c   s a u ? 
 
 5 7 3 6 = B   c h n   t t   c   c  c   t p   b  n   n g o  i   c u   t r  c   t h   m c   s a u ? 