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 C  C   L U      K H I   K T   C H U Y N   G I    V N   C  N G   T R  N H 
 
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 -   K h i   k t   c h u y n   S m a r t   s   d a   v  o   n g  y   k t   c h u y n   k h a i   b  o   t r o n g   d a n h   m c   c  c   c  n g   t r  n h     k t   c h u y n . 
 
 V    v y   b n   p h i   n h p   n g  y   k t   c h u y n   c h o   n h n g   c  n g   t r  n h      h o  n   t h  n h . 
 
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 
 -   B n   c    t h   k t   c h u y n   c   n m   b n g   c  c h   n h p   N   v  o      t h  n g . 
 
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 
 -   K h i   k t t   c h u y n   g i    v n   ( N   6 3 2   -   C    1 5 4 )   t h    S m a r t   l y   T n g   c h i   p h    c  c   c  n g   t r  n h . T n g   c h i   p h    =   D   d a n g   u   k   +   P h  t   s i n h   t r o n g   k 
 
 B n   l u      l    n u   s   d   d   d a n g   u   n m   k h  n g   x  c   n h   c   t r o n g      t n g   c h i   p h    N g u y  n   v t   l i u , 
 
 N h  n   C  n g , M  y   t h i   c  n g , S n   x u t   c h u n g   l    b a o   n h i  u   t h    b n   p h i   k h a i   s   t n g   d   d a n g   d    v  o   c t   [ C P    K   6 2 1 ]   v    c t   [ D   d a n g    K ] 
 
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 
 -   T r c   k h i   k t   c h u y n   g i    v n   b n   c in g   p h i   c h n   m c   [ 3 . X   l    g i    t h  n h   c  n g   t r  n h ]   