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 p h  i ' .                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                               P h c   H i   D c h   D a n h  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 T h  .                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                             X i  m   L a   D   Q u                                                                                                Surfaces\ٱ\о.dds                                                                                                ն                                                                                                                              ^ f f c b 4 a C h   n h n   v t   t r o n g   c n h   g i i   t   ^ F F 0 0 0 0 H u y n   T h i  n   N h t  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           Surfaces\ٱ\쵤.dds                                                                                                           d                                                                                                                          ^ f f c b 4 a N g i   t   t i   c n h   g i i   H u y n   T h i  n   N h t   T r n g   c    t h   l u y n   h  a   a n   d c   n  y \ r n   v  o   s   t n g   1 0 0   T h n   t h c ,   m i   n g  y   n   t i   a   1 0   v i  n .                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                     H u y n   T h i  n   a n                                                                                              Surfaces\ٱ\쵤.dds                                                                                                        
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 d n g .                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                       N g u y n   V n g   L i n h   n g                                                                                  Surfaces\ٱ\޺.dds                                                                                                    I                                                                                                                              ^ f f c b 4 a N   n g   c    l i n h   l c   s i  u   c n g ,   c h   k h   c h u y n   n g      n i m   c in g   k h i n   c  c   h   d i   c h u y n   x a   n g o  i   s c   t n g   t n g \ r C h    p   d n g   d i   c h u y n   t r o n g   ' L c h   s   k i n ' \ r ^ 0 0 f f f f M i   l n   k  c h   c h n   ' L p   t c   t i n   l  n '   s   t   n g   t i  u   h a o   1   n   v   s   d n g .                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                       N g u y n   V n g   L i n h  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 t c   1 0 m ) \ r ^ 1 2 f f 0 0 T h   i   P h i   h  n h   ( k h i   i m   3 ,   c c   t c   5 	\ r ^ 0 0 f f f f K  c h   p h i   c h u t     s   d n g ,   c h         t r n g   1 0      t r o n g   t  i   .                                                     L   b a o   T h  n h      H i   Q u                          :	                                               Surfaces\ٱ\ʵ128.dds                                                                                                 v     &                                                                                                                         ^ f f c b 4 a i   l   b a o   t n g   T  n   t h ,   t r o n g   c    c  c   v t   p h m   t h c   d n g   s a u :   \ r ^ 1 2 f f 0 0 H o  n g   K i m   H   T h n   P h  \ r ^ 1 2 f f 0 0 H o  n g   K i m   T h   T h n   P h  \ r ^ 1 2 f f 0 0 H o  n   M   T i u   T h i t   C h  y   ( 2 ) \ r ^ 1 2 f f 0 0 K t   a n   T h c h   ( 1 0 ) \ r ^ 1 2 f f 0 0    m   r n g   T  i     ( 2 ) \ r ^ 1 2 f f 0 0    m   r n g   K h o   ( 2 ) \ r ^ 1 2 f f 0 0 T r n g   H  n   L i n h   i u   ( k h i   i m   9 m ,   c c   t c   1 0 m ) \ r ^ 0 0 f f f f K  c h   p h i   c h u t     s   d n g ,   c h         t r n g   7      t r o n g   t  i   .                                                                                                                                                                                                                                                                                   L   b a o   K i n h   i n   T h c   H u                    :	                                               Surfaces\ٱ\128.dds                                                                                                 v     T                                                                                                                         ^ f f c b 4 a i   l   b a o   t n g   T  n   t h ,   t r o n g   c  :   \ r ^ 1 2 f f 0 0 B c h   N g  n   H   T h  n   P h  \ r ^ 1 2 f f 0 0 B c h   N g  n   T h   T h n   P h  \ r ^ 1 2 f f 0 0 H o  n   M   T i u   T h i t   C h  y   ( 2 ) \ r ^ 1 2 f f 0 0 K t   a n   T h c h   ( 5 ) 	\ r ^ 1 2 f f 0 0    m   r n g   T  i   \ r ^ 1 2 f f 0 0    m   r n g   K h o \ r ^ 0 0 f f f f K  c h   p h i   c h u t     s   d n g ,   c h         t r n g   6      t r o n g   t  i .                                                                                                                                                                                                                                                                                                                                                                                                                                                                               L   b a o   T  n   t h   s i  u   g i    t r           X                                                       Surfaces\ٱ\תˮ̳.dds                                                                                            =     X                                                                                                                         ^ f f c b 4 a L   b a o   y   t h y   t i n h   l p   l  n h ,   t n g   t r u y n   r t   h u    c h   c h o   n g i   c    p h  c   l c \ r K  c h   p h i   c h u t     d  n g \ r ^ 0 0 f f f f M   r a   c    x  c   s u t   n h n   c   t i u   l   b a o   t h y   t i n h   g m   t i   t h i u   5   v i  n .                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                       L u   C h u y n   T h y   T i n h   L   B a o                                                                     Surfaces\ٱ\ʥ.dds                                                                                                                                                                                                                                     ^ f f f f f f a n   d c   c n   d  n g   c h o   T u y t   T h  n h   T r  n g   K  c h   k h i   t u   l u y n   l i n h   m c h \ r \ r ^ 0 0 f f f f T   L i   v  o   L i n h   m c h   t r o n g   t  i     c    n h  n \ r t i n   v  o   G i a o   d i n   L i n h   m c h ,   n   v  o   8   n  t   ( v    d :   H i    m ) \ r b t   u   b m   h u y t \ r \ r L n g   a n   d c   v    s   l n   i m   k  c h   s   t i  u   h a o   s a u   m i   l n   s   d n g \ r c   t h   t h a m   k h o   T h  n g   b  o \ r l i  n   q u a n   t r  n g   k  c h . \ r \ r ^ f f c 5 5 6 P h n g   t h c   t h u   n h n : ^ f f f f f f \ r 1 .   H o t   n g   M i n h   T h  n h   T r a n h   P h  c h   ( k h  n g   t h   g i a o   d c h ) \ r 2 .   T  i   C  n   K h  n   ( c    t h   g i a o   d c h ) .                                                                                                       T u y t   T h  n h   a n                                                                                             Surfaces\ٱ\ʥ.dds                                                                                                        2   '                                                                                                                         ^ f f f f f f a n   d c   c n   d  n g   c h o   T u y t   T h  n h   T r  n g   K  c h   k h i   t u   l u y n   l i n h   m c h \ r \ r ^ 0 0 f f f f T   L i   v  o   L i n h   m c h   t r o n g   t  i     c    n h  n \ r t i n   v  o   G i a o   d i n   L i n h   m c h ,   n   v  o   8   n  t   ( v    d :   H i    m ) \ r b t   u   b m   h u y t \ r \ r L n g   a n   d c   v    s   l n   i m   k  c h   s   t i  u   h a o   s a u   m i   l n   s   d n g \ r c   t h   t h a m   k h o   T h  n g   b  o \ r l i  n   q u a n   t r  n g   k  c h . \ r \ r ^ f f c 5 5 6 P h n g   t h c   t h u   n h n : ^ f f f f f f \ r 1 .   H o t   n g   M i n h   T h  n h   T r a n h   P h  c h   ( k h  n g   t h   g i a o   d c h ) \ r 2 .   T  i   C  n   K h  n   ( c    t h   g i a o   d c h ) .                                                                                                       T u y t   T h  n h   a n                                                                                             Surfaces\ٱ\.dds                                                                                                  "     	                                                                                                                         ^ f f c b 4 a L   b a o   c h a   5 0   H u y n   G i  m   a n .   H u y n   G i  m   a n   l    n   d c \ r c n     t i n   h  n h   H u y n   G i  m   T r  n g   K  c h   v    T u y t   T h  n h   T r  n g   K  c h   k h i   t u   l u y n   l i n h   m c h . \ r \ r ^ 0 0 f f f f N h p   p h i   c h u t     s   d n g .                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                 H u y n   G i  m   a n   L   B a o                                                                                 Surfaces\ٱ\ľ.dds                                                                                                                                                                                                                                  ^ f f 9 9 0 0 C u   t   g i  n g   l  m   n h p   t   h i ,   u   q u   h i n   t h   n  o   n g i  h . \ r ^ f f 9 9 0 0 T i n h   k h    n g n g   t   k h  n g   t    p h  p ,   p h  c h   t  m   n   c   c   q u   t h n . \ r ^ f f c b 4 a M a n g   n   g p   i   s   K )  n n g   T h    T c     V n   H  a   T h  n h     i   S  c h   k )  n n g   B i n   t h  n   c a o   c p . \ r ^ f f f f f f S a u    ,   t i p   t c   n h n   c   s  c h   k )  n n g   m i n  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 T h c h                                                             !          Surfaces\ٱ\.dds                                                                                                                                                                                                                                 ^ f f c b 4 a D  n g   p h    n  y     c h   C h u y  n   V i  n   K    G i   T m   B o   T h i  n   H  n h     k h  a   1   v t   p h m , \ r c    t h   b i n   v t   p h m        v  o   t r n g   t h  i   k h  a   T m   B o   T h i  n   H  n h . \ r V t   p h m   k h  a   T m   B o   T h i  n   H  n h   s   t h i  n   n h  n   h p   n h t ,   n h n g   s   c    t h   k    g i     T m   B o   T h i  n   H  n h . \ r ^ 0 0 f f f f V t   p h m   k h  a   T m   B o   T h i  n   H  n h   s   k h  n g   b   r i   k h i   n h  n   v t   t   v o n g . \ r n g   t h i ,   k h  n g   t h   g i a o   d c h ,   b   i ,   b  n ,   t  c h . \ r T i   c h   N g i   Q u n   L    H o t   n g   H o  n   M   c    t h   t i  u   h y   v t   p h m   k h  a   T m   B o   T h i  n   H  n h . \ r ^ F F 0 0 0 0   t r n g   t h  i   t i  u   h y ,   c    t h T  m   B o   D c h   T h  n g   P h                                                                      "          Surfaces\ٱ\˲.dds                                                                                                                  :	                                                                                                                 ^ f f c b 4 a T n g   t r u y n   m a n g   c h i c   c h u  n g   n  y ,   m u n   t i   n i   n  o ,   c h   c n   l c   n h   l    s   t i . \ r ^ 5 9 9 8 F F   v t   p h m   n  y   t r o n g   t  i   ,   k h i   t  m   D i   c h u y n   t i n   h  n h   d i   c h u y n ,   c h   c n   k  c h   v  o   i m   d i   c h u y n   t r  n   b n   \ r s   n   t h n g   c   a   i m    .   P h    t r u n g   c h u y n   s   b   k h u   t r    t . \ r ^ 0 0 f f f f C    t h i   h n   t r o n g   m t   t u n ,   s a u   m t   t u n   s   b i n   m t .                                                                                                                                                                                                                                                                                                                                                             S  c   a   L i n h                                                                                         #          Surfaces\ٱ\.dds                                                                                                       X       '                                                                                                                 ^ f f c b 4 a T n g   t r u y n   m a n g   c h i c   c h u  n g   n  y ,   m u n   t i   n i   n  o ,   c h   c n   l c   n h   l    s   t i . \ r ^ 5 9 9 8 F F   v t   p h m   n  y   t r o n g   t  i   ,   k h i   t  m   D i   c h u y n   t i n   h  n h   d i   c h u y n ,   c h   c n   k  c h   v  o   i m   d i   c h u y n   t r  n   b n   \ r s   n   t h n g   c   a   i m    .   P h    t r u n g   c h u y n   s   b   k h u   t r    t . \ r ^ 0 0 f f f f C    t h i   h n   t r o n g   3 0   n g  y ,   s a u   3 0   n g  y   s   b i n   m t .                                                                                                                                                                                                                                                                                                                                                                 C h    T  n   S  c   a  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 v .                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                           T h t   S  t   n   -   H                                                                                 %          Surfaces\ٱ\ɱӡ.dds                                                                                                    t  
                                                                                                                             \ r ^ C F 0 0 F F Q u a n   n   c a o   c p   c a   T h t   S  t   M i n h   d  n g     n h n   l i   n h i m   v   c h   T h t   S  t   S - H   ( c p   8 1 ~ 1 0 0 ) \ r ^ 0 0 f f f f P h i   c    T h t   S  t   S - H   m i   n h n   c   n h i m   v .                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                           T h t   S  t   n   -   H                                                                                 &          Surfaces\ٱ\Ž128.dds                                                                                                 Pl  
                                                                                                                             ^ f f c b 4 a K  n h   H  o   G i  c   g i  p   t o  n   b   n g i   t r  n   t r  n   m  y   c h   u   c    t h   c h i a   s   v i   c  c   h \ r ^ 0 0 f f f f K  n h   H  o   G i  c   c    t h   b i  n   t p   m  u   s c   c h   v i t   v i   n h n g   b i u   t n g   c   s c \ r M t   l n   p h  t   n g  n   c n   1   H o  n   M   H  o  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k     d                                                                                                                           ^ a a a a a a N i   a n   t n g   t c     t u   h  n h \ r ^ f f c b 4 a C  c h   d  n g \ r ^ 0 0 f f f f C h n   \ r C h n   g  i   d c h   v \ r ^ f f c b 4 a G i i   t h  c h   d a n h   t \ r ^ 0 0 f f f f T h i   g i a n   T   l i n h :   t h i   g i a n   t n g   t h  m   k i n h   n g h i m \ r T h i   g i a n   n g n g   T   l i n h :   t h i   g i a n   k i n h   n g h i m   t h  n g   t h n g \ r T h i   g i a n   T  n   l i n h :   T h i   g i a n   k i n h   n g h i m   s u y   b i   ( n h n   1 0 %   k i n h   n g h i m ) \ r ^ f f c b 4 a H i u   q u   t n g   t h  m   k i n h   n g h i m   c a   T   l i n h   c    t h   n g   t h i   v i   Q u y n   t r c   T u   l u y n   h o c   H i  u   q u   t n g   t h  m   k i n h   n g h i m   c a   h   t h n g .                                                                                                                                   K t   a n   T h c h                                                                                       *          Surfaces\ٱ\ᵤʯ.dds                                                                                                     k                                                                                                                              ^ a a a a a a N i   a n   t n g   t c     t u   h  n h \ r ^ f f c b 4 a C  c h   d  n g \ r ^ 0 0 f f f f C h n   \ r C h n   g  i   d c h   v \ r ^ f f c b 4 a G i i   t h  c h   d a n h   t \ r ^ 0 0 f f f f T h i   g i a n   T   l i n h :   t h i   g i a n   t n g   t h  m   k i n h   n g h i m \ r T h i   g i a n   n g n g   T   l i n h :   t h i   g i a n   k i n h   n g h i m   t h  n g   t h n g \ r T h i   g i a n   T  n   l i n h :   T h i   g i a n   k i n h   n g h i m   s u y   b i   ( n h n   1 0 %   k i n h   n g h i m ) \ r ^ f f c b 4 a H i u   q u   t n g   t h  m   k i n h   n g h i m   c a   T   l i n h   c    t h   n g   t h i   v i   Q u y n   t r c   T u   l u y n   h o c   H i  u   q u   t n g   t h  m   k i n h   n g h i m   c a   h   t h n g .                                                                                                                                   K t   a n   T h c h                                                                                       +          Surfaces\ٱ\Ž128.dds                                                                                                 Pl     ,                                                                                                                          ^ f f c b 4 a K  n h   H  o   G i  c   g i  p   t o  n   b   n g i   t r  n   t r  n   m  y   c h   u   c    t h   c h i a   s   v i  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 t h  n h   c  n g   l  1 / 6 0 .   \ r K h i   c p   t i n h   l u y n   l    5 ,   t   l   t h  n h   c  n g   l  1 / 1 3 0 .   \ r K h i   c p   t i n h   l u y n   l    6 ,   t   l   t h  n h   c  n g   l  1 / 2 1 5 .   \ r K h i   c p   t i n h   l u y n   l    7 ,   t   l   t h C  n   K h  n   T h c h                                                                                     I          Surfaces\ٱ\ףʯ.dds                                                                                                    2  
                                                                                                                             ^ f f c b 4 a K h i   t i n h   l u y n   a   v  o   s   t n g   h i u   q u   t i n h   l u y n   \ r ^ 0 0 f f f f K h i   t i n h   l u y n   t h t   b i   k h  n g   b   g i m   c p   \ r K h i   c p   t i n h   l u y n   l    0 ,   t   l   t h  n h   c  n g   l    1 0 0 % .   \ r K h i   c p   t i n h   l u y n   l    1 ,   t   l   t h  n h   c  n g   l    1 / 4 .   \ r K h i   c p   t i n h   l u y n   l    2 ,   t   l   t h  n h   c  n g   l    1 / 1 0 .   \ r K h i   c p   t i n h   l u y n   l    3 ,   t   l   t h  n h   c  n g   l  1 / 2 5 .   \ r K h i   c p   t i n h   l u y n   l    4 ,   t   l   t h  n h   c  n g   l  1 / 6 0 .   \ r K h i   c p   t i n h   l u y n   l    5 ,   t   l   t h  n h   c  n g   l  1 / 1 3 0 .   \ r K h i   c p   t i n h   l u y n   l    6 ,   t   l   t h  n h   c  n g   l  1 / 2 1 5 .   \ r K h i   c p   t i n h   l u y n   l    7 ,   t   l   t h C  n   K h  n   T h c h                                                                                     J          Surfaces\ٱ\ףʯ.dds                                                                                                    2  d   '                                                                                                                          ^ f f c b 4 a K h i   t i n h   l u y n   a   v  o   s   t n g   h i u   q u   t i n h   l u y n   \ r ^ 0 0 f f f f K h i   t i n h   l u y n   t h t   b i   k h  n g   b   g i m   c p   \ r K h i   c p   t i n h   l u y n   l    0 ,   t   l   t h  n h   c  n g   l    1 0 0 % .   \ r K h i   c p   t i n h   l u y n   l    1 ,   t   l   t h  n h   c  n g   l    1 / 4 .   \ r K h i   c p   t i n h   l u y n   l    2 ,   t   l   t h  n h   c  n g   l    1 / 1 0 .   \ r K h i   c p   t i n h   l u y n   l    3 ,   t   l   t h  n h   c  n g   l  1 / 2 5 .   \ r K h i   c p   t i n h   l u y n   l    4 ,   t   l   t h  n h   c  n g   l  1 / 6 0 .   \ r K h i   c p   t i n h   l u y n   l    5 ,   t   l   t h  n h   c  n g   l  1 / 1 3 0 .   \ r K h i   c p   t i n h   l u y n   l    6 ,   t   l   t h  n h   c  n g   l  1 / 2 1 5 .   \ r K h i   c p   t i n h   l u y n   l    7 ,   t   l   t h C  n   K h  n   T h c h                                                                                     K          Surfaces\ٱ\ףʯ.dds                                                                                                    2    P                                                                                                                          ^ f f c b 4 a K h i   t i n h   l u y n   a   v  o   s   t n g   h i u   q u   t i n h   l u y n   \ r ^ 0 0 f f f f K h i   t i n h   l u y n   t h t   b i   k h  n g   b   g i m   c p   \ r K h i   c p   t i n h   l u y n   l    0 ,   t   l   t h  n h   c  n g   l    1 0 0 % .   \ r K h i   c p   t i n h   l u y n   l    1 ,   t   l   t h  n h   c  n g   l    1 / 4 .   \ r K h i   c p   t i n h   l u y n   l    2 ,   t   l   t h  n h   c  n g   l    1 / 1 0 .   \ r K h i   c p   t i n h   l u y n   l    3 ,   t   l   t h  n h   c  n g   l  1 / 2 5 .   \ r K h i   c p   t i n h   l u y n   l    4 ,   t   l   t h  n h   c  n g   l  1 / 6 0 .   \ r K h i   c p   t i n h   l u y n   l    5 ,   t   l   t h  n h   c  n g   l  1 / 1 3 0 .   \ r K h i   c p   t i n h   l u y n   l    6 ,   t   l   t h  n h   c  n g   l  1 / 2 1 5 .   \ r K h i   c p   t i n h   l u y n   l    7 ,   t   l   t h C  n   K h  n   T h c h                                                                                     L          Surfaces\ٱ\ʯ.dds                                                                                                    1     d                                                                                                                           ^ f f c b 4 a T n g   t h  m   h i u   q u   t i n h   l u y n .   \ r ^ 0 0 f f f f T n g   k h   n n g   l u y n     t h  n h   c  n g                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                 T h i  n   C n g  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        Surfaces\ٱ\2012װЬ.dds                                                                                                                                                                                                                                 ^ 0 0 f f f f K h i   m u a   m  u   s c   b t   k  . \ r ^ 0 0 f f f f M i   l n   n h u m   c n   2   l   m  u .                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                             G i  y   C h i n   Q u c   C  n g   T   n a m                                                                   Surfaces\ٱ\װЬ.dds                                                                                                                                                                                                                                 ^ 0 0 f f f f K h i   n h n   m  u   s c   b t   k  .   \ r ^ 0 0 f f f f M i   l n   n h u m   m t   h a i   l   m  u                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                       G i  y   C r u n k   n a m                                                                                             Surfaces\ٱ\װЬ128.dds                                                                                                                                                                                                                                  ^ 0 0 f f f f K h i   t h u   c   m  u   s c   l    n g u   n h i  n   \ r ^ 0 0 f f f f M t   l n   n h u m   c n   3   l   t h u c   n h u m .                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                     G i  y   T i n h   H i   B o   T h c h   n a m                                                           
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 n                                                                                   
        Surfaces\ٱ\˹˫ֳ.dds                                                                                                8            '                                                                                                                ^ f f c b 4 a C h   h i n   t h   t r o n g   t r n g   t h  i   t h i   t r a n g . \ r ^ f f c b 4 a C h   h i n   t h   k h i   v i  k h    t h i   t r a n g   k t   h p   v i   v i  k h  . \ r ^ f f c b 4 a V i  k h    t h i   t r a n g   N g u y t   L i  m   t n g   t h  c h   v i   l o i   v i  k h  : \ r ^ 1 2 f f 0 0 N g u y t   L i  m \ r ^ f f c b 4 a K  c h   c h n   b i u   t n g   ' V i  k h    t h i   t r a n g '     c    c   c h   c   b i t .                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                     T r n g   B i n h   B  t   L  n g   C   n a m                                                                   Surfaces\ٱ\˹˫ֳ.dds                                                                                                9            '                                                                                                                ^ f f c b 4 a C h   h i n   t h   t r o n g   t r n g   t h  i   t h i   t r a n g . \ r ^ f f c b 4 a C h   h i n   t h   k h i   v i  k h    t h i   t r a n g   k t   h p   v i   v i  k h  . \ r ^ f f c b 4 a V i  k h    t h i   t r a n g   N g u y t   L i  m   t n g   t h  c h   v i   l o i   v i  k h  : \ r ^ 1 2 f f 0 0 N g u y t   L i  m \ r ^ f f c b 4 a K  c h   c h n   b i u   t n g   ' V i  k h    t h i   t r a n g '     c    c   c h   c   b i t .                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                     T r n g   B i n h   B  t   L  n g   C   n                                                                     Surfaces\ٱ\ʱװǺ«.dds                                                                                              :            '                                                                                                                ^ f f c b 4 a C h   h i n   t h   t r o n g   t r n g   t h  i   t h i   t r a n g . \ r ^ f f c b 4 a C h   h i n   t h   k h i   v i  k h    t h i   t r a n g   k t   h p   v i   v i  k h  . \ r ^ f f c b 4 a V i  k h    t h i   t r a n g   L o n g   a o   t n g   t h  c h   v i   l o i   v i  k h  : \ r ^ 1 2 f f 0 0 L o n g   a o \ r ^ f f c b 4 a K  c h   c h n   b i u   t n g   ' V i  k h    t h i   t r a n g '     c    c   c h   c   b i t .                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                 n g   H   L    n a m                                                                                   
        Surfaces\ٱ\ʱװǺ«.dds                                                                                              ;            '                                                                                                                ^ f f c b 4 a C h   h i n   t h   t r o n g   t r n g   t h  i   t h i   t r a n g . \ r ^ f f c b 4 a C h   h i n   t h   k h i   v i  k h    t h i   t r a n g   k t   h p   v i   v i  k h  . \ r ^ f f c b 4 a V i  k h    t h i   t r a n g   L o n g   a o   t n g   t h  c h   v i   l o i   v i  k h  : \ r ^ 1 2 f f 0 0 L o n g   a o \ r ^ f f c b 4 a K  c h   c h n   b i u   t n g   ' V i  k h    t h i   t r a n g '     c    c   c h   c   b i t .                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                 n g   H   L    n                                                                                             Surfaces\ٱ\ʱװǺ«.dds                                                                                              œ            '                                                                                                                ^ f f c b 4 a C h   h i n   t h   t r o n g   t r n g   t h  i   t h i   t r a n g . \ r ^ f f c b 4 a C h   h i n   t h   k h i   v i  k h    t h i   t r a n g   k t   h p   v i   v i  k h  . \ r ^ f f c b 4 a V i  k h    t h i   t r a n g ,   n   t h   t r n g   b i n h ,   l o i   v i  k h    t n g   t h  c h : \ r ^ 1 2 f f 0 0 n   t h   o n   b i n h ,   S o n g   t h   o n   b i n h \ r ^ 1 2 f f 0 0 S o n g   t h   t r n g   b i n h ,   K h  n g   t h ,   v    Q u y n   s  o . \ r ^ f f c b 4 a K  c h   c h n   b i u   t n g   ' V i  k h    t h i   t r a n g '     c    c   c h   c   b i t .                                                                                                                                                                                                                                                                                                                       B n g   n g   H   L    n a m                                                                                 Surfaces\ٱ\ʱװǺ«.dds                                                                                              ͓            '                                                                                                                ^ f f c b 4 a C h   h i n   t h   t r o n g   t r n g   t h  i   t h i   t r a n g . \ r ^ f f c b 4 a C h   h i n   t h   k h i   v i  k h    t h i   t r a n g   k t   h p   v i   v i  k h  . \ r ^ f f c b 4 a V i  k h    t h i   t r a n g ,   n   t h   o n   b i n h ,   l o i   v i  k h    t n g   t h  c h : \ r ^ 1 2 f f 0 0 n   t h   o n   b i n h ,   S o n g   t h   o n   b i n h . \ r ^ 1 2 f f 0 0 S o n g   t h   t r n g   b i n h ,   K h  n g   t h ,   v    Q u y n   s  o . / r ^ f f c b 4 a K  c h   c h n   b i u   t n g   ' V i  k h    t h i   t r a n g '     c    c   c h   c   b i t .                                                                                                                                                                                                                                                                                                                         B n g   n g   H   L    n                                                                                   Surfaces\ٱ\ʱװ.dds                                                                                              Ɠ            '                                                                                                                ^ f f c b 4 a C h   h i n   t h   t r o n g   t r n g   t h  i   t h i   t r a n g . \ r ^ f f c b 4 a C h   h i n   t h   k h i   v i  k h    t h i   t r a n g   k t   h p   v i   v i  k h  . \ r ^ f f c b 4 a V i  k h    t h i   t r a n g ,   S o n g   t h   t r n g   b i n h ,   l o i   v i  k h    t n g   t h  c h : \ r ^ 1 2 f f 0 0 n   t h   o n   b i n h ,   S o n g   t h   o n   b i n h \ r ^ 1 2 f f 0 0 S o n g   t h   t r n g   b i n h ,   K h  n g   t h ,   v    Q u y n   s  o . \ r ^ f f c b 4 a K  c h   c h n   b i u   t n g   ' V i  k h    t h i   t r a n g '     c    c   c h   c   b i t .                                                                                                                                                                                                                                                                                                                     T i  n   P h  o  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 c   b i t .                                                                                                                                                                                                                                                                                                                   T i  n   P h  o   n                                                                                                 Surfaces\ٱ\ʱװ.dds                                                                                                Ǔ            '                                                                                                                ^ f f c b 4 a C h   h i n   t h   t r o n g   t r n g   t h  i   t h i   t r a n g . \ r ^ f f c b 4 a C h   h i n   t h   k h i   v i  k h    t h i   t r a n g   k t   h p   v i   v i  k h  . \ r ^ f f c b 4 a V i  k h    t h i   t r a n g ,   P h  p   c u ,   l o i   v i  k h    t n g   t h  c h : \ r ^ 1 2 f f 0 0 P h  p   C u \ r ^ f f c b 4 a K  c h   c h n   b i u   t n g   ' V i  k h    t h i   t r a n g '     c    c   c h   c   b i t .                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                     S i   C o   M  a   X u  n  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 k h    t n g   t h  c h : \ r ^ 1 2 f f 0 0 n   t h   o n   b i n h ,   S o n g   t h   o n   b i n h . \ r ^ 1 2 f f 0 0 S o n g   t h   t r n g   b i n h ,   K h  n g   t h ,   v    Q u y n   s  o . / r ^ f f c b 4 a K  c h   c h n   b i u   t n g   ' V i  k h    t h i   t r a n g '     c    c   c h   c   b i t .                                                                                                                                                                                                                                                                                                                       n g   S  t   n a m                                                                                                 Surfaces\ٱ\ʱװͭ.dds                                                                                                ԓ            '                                                                                                                ^ f f c b 4 a C h   h i n   t h   t r o n g   t r n g   t h  i   t h i   t r a n g . \ r ^ f f c b 4 a C h   h i n   t h   k h i   v i  k h    t h i   t r a n g   k t   h p   v i   v i  k h  . \ r ^ f f c b 4 a V i  k h    t h i   t r a n g ,   S o n g   t h   o n   b i n h ,   l o i   v i  k h    t n g   t h  c h : \ r ^ 1 2 f f 0 0 n   t h   o n   b i n h ,   S o n g   t h   o n   b i n h \ r ^ 1 2 f f 0 0 S o n g   t h   t r n g   b i n h ,   K h  n g   t h ,   v    Q u y n   s  o / r ^ f f c b 4 a K  c h   c h n   b i u   t n g   ' V i  k h    t h i   t r a n g '     c    c   c h   c  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 b i t .                                                                                                                                                                                                                                                                                                                                                                                                                                                                                               K i m   L    T h y   T h n g   N                                                                       "        Surfaces\ٱ\2014˫ֶ128.dds                                                                                             b            '                                                                                                                ^ f f c b 4 a C h   h i n   t h   d i   d n g   t h i   t r a n g . \ r ^ f f c b 4 a C h   h i n   t h   d i   d n g   k t   h p  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 T r n g   B i n h : \ r ^ 1 2 f f 0 0 n   T h   o n   B i n h ,   S o n g   T h   o n   B i n h \ r ^ 1 2 f f 0 0 S o n g   T h   T r n g   B i n h ,   K h  n g   T h   Q u y n   S  o \ r ^ f f c b 4 a C l i c k   ' V i  k h    T h i   t r a n g '   s   t   n g   x u t   h i n   c  c   h  n h   n g   c   b i t .                                                                                                                                                                                                                                                                                                                       H    H n g   T h  y   L  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 b i t .                                                                                                                                                                                                                                                                                                                       H    H n g   T h  y   L   n                                                                           &        Surfaces\ٱ\2014128.dds                                                                                                 g            '                                                                                                                ^ f f c b 4 a C h   h i n   t h   d i   d n g   t h i   t r a n g . \ r ^ f f c b 4 a C h   h i n   t h   d i   d n g   k t   h p   v i  k h    t h i   t r a n g   v    v i  k h  . \ r ^ f f c b 4 a L o i   v i  k h    k t   h p   c  n g   v i  k h    t h i   t r a n g   C u n g : \ r ^ 1 2 f f 0 0 C u n g ,   N ,   n   C u n g . \ r ^ f f c b 4 a C l i c k   ' V i  k h    T h i   t r a n g '   s   t   n g   x u t   h i n   c  c   h  n h   n g   c   b i t .                                                                                                                                                                                                                                                                                                                                                                                                                                                                                               K h  c   D n   T r n g   C a   n a m                                                                     '        Surfaces\ٱ\2014128.dds                                                                                                 h            '                                                                                                                ^ f f c b 4 a C h   h i n   t h   d i   d n g   t h i   t r a n g . \ r ^ f f c b 4 a C h   h i n   t h   d i   d n g   k t   h p   v i  k h    t h i   t r a n g   v    v i  k h  . \ r ^ f f c b 4 a L o i   v i  k h    k t   h p   c  n g   v i  k h    t h i   t r a n g   C u n g : \ r ^ 1 2 f f 0 0 C u n g ,   N ,   n   C u n g . \ r ^ f f c b 4 a C l i c k   ' V i  k h    T h i   t r a n g '   s   t   n g   x u t   h i n   c  c   h  n h   n g   c  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 k t   h p   v i  k h    t h i   t r a n g   v    v i  k h  . \ r ^ f f c b 4 a L o i   v i  k h    k t   h p   c  n g   v i  k h    t h i   t r a n g   n   T h   o n   B i n h : \ r ^ 1 2 f f 0 0 n   T h   o n   B i n h ,   S o n g   T h   o n   B i n h \ r ^ 1 2 f f 0 0 S o n g   T h   T r n g   B i n h ,   K h  n g   T h   Q u y n   S  o \ r ^ f f c b 4 a C l i c k   ' V i  k h    T h i   t r a n g '   s   t   n g   x u t   h i n   c  c   h  n h   n g   c   b i t .                                                                                                                                                                                                                                                                                                                             V )n h   T r  n   L i  n   H o a   n a m                                                                     +        Surfaces\ٱ\2014ֶ128.dds                                                                                             l            '                                                                                                                ^ f f c b 4 a C h   h i n   t h   d i   d n g   t h i   t r a n g . \ r ^ f f c b 4 a C h   h i n   t h   d i   d n g   k t   h p   v i  k h    t h i   t r a n g   v    v i  k h  . \ r ^ f f c b 4 a L o i   v i  k h    k t   h p   c  n g   v i  k h    t h i   t r a n g   n   T h   o n   B i n h : \ r ^ 1 2 f f 0 0 n   T h   o n   B i n h ,   S o n g   T h   o n   B i n h \ r ^ 1 2 f f 0 0 S o n g   T h   T r n g   B i n h ,   K h  n g   T h   Q u y n   S  o \ r ^ f f c b 4 a C l i c k   ' V i  k h    T h i   t r a n g '   s   t   n g   x u t   h i n   c  c   h  n h   n g   c   b i t .                                                                                                                                                                                                                                                                                                                             V )n h   T r  n   L i  n   H o a   n                                                                       ,        Surfaces\ٱ\2014ذ128.dds                                                                                               m            '                                                                                                                ^ f f c b 4 a C h   h i n   t h   d i   d n g   t h i   t r a n g . \ r ^ f f c b 4 a C h   h i n   t h   d i   d n g   k t   h p   v i  k h    t h i   t r a n g   v    v i  k h  . \ r ^ f f c b 4 a L o i   v i  k h    k t   h p   c  n g   v i  k h    t h i   t r a n g   C h y  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 b i t .                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                             H o a   P h i m   n h   n                                                                                 0        Surfaces\ٱ\˫ֳ2128.dds                                                                                                q            '                                                                                                                ^ f f c b 4 a C h   h i n   t h   d i   d n g   t h i   t r a n g . \ r ^ f f c b 4 a C h   h i n   t h   d i   d n g  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 t r a n g   k t   h p   V i  k h  . \ r ^ f f c b 4 a L o i   v i  k h    k t   h p   c  n g   V i  k h    t h i   t r a n g   n   T h y   o n   B i n h \ r ^ 1 2 f f 0 0 n   T h   o n   B i n h ,   S o n g   T h   o n   B i n h \ r ^ 1 2 f f 0 0 S o n g   T h   T r n g   B i n h ,   K h  n g   T h   v    Q u y n   S  o   \ r ^ f f c b 4 a K  c h   c h n   n  t   b i u   t n g   ' V i  k h    t h i   t r a n g '   s   k  c h   h o t   n h n g   n g   t  c   c   b i t .                                                                                                                                                                                                                                                                   H   L a   B c   n a m                                                                                       5        Surfaces\ٱ\ֶ̺ܲ128.dds                                                                                             |            '                                                                                                                ^ f f c b 4 a C    t h   h i n   t h   d i   h  n h   t h c   t h i   t r a n g . \ r ^ f f c b 4 a C    t h   h i n   t h   d i   h  n h   t h c   V i  k h    t h i   t r a n g   k t   h p   V i  k h  . \ r ^ f f c b 4 a L o i   v i  k h    k t   h p   c  n g   V i  k h    t h i   t r a n g   n   T h y   o n   B i n h \ r ^ 1 2 f f 0 0 n   T h   o n   B i n h ,   S o n g   T h   o n   B i n h \ r ^ 1 2 f f 0 0 S o n g   T h   T r n g   B i n h ,   K h  n g   T h   v    Q u y n   S  o   \ r ^ f f c b 4 a K  c h   c h n   n  t   b i u   t n g   ' V i  k h    t h i   t r a n g '   s   k  c h   h o t   n h n g   n g   t  c   c   b i t .                                                                                                                                                                                                                                                                   H   L a   B c   n                                                                                         6        Surfaces\ٱ\ֶ㽶128.dds                                                                                               }            '                                                                                                                ^ f f c b 4 a C    t h   h i n   t h   d i   h  n h   t h c   t h i   t r a n g . \ r ^ f f c b 4 a C    t h   h i n   t h   d i   h  n h   t h c   V i  k h    t h i   t r a n g   k t   h p   V i  k h  . \ r ^ f f c b 4 a L o i   v i  k h    k t   h p   c  n g   V i  k h    t h i   t r a n g   n   T h y   o n   B i n h \ r ^ 1 2 f f 0 0 n   T h   o n   B i n h ,   S o n g   T h   o n   B i n h \ r ^ 1 2 f f 0 0 S o n g   T h   T r n g   B i n h ,   K h  n g   T h   v    Q u y n   S  o   \ r ^ f f c b 4 a K  c h   c h n   n  t   b i u   t n g   ' V i  k h    t h i   t r a n g '   s   k  c h   h o t   n h n g   n g   t  c   c   b i t .                                                                                                                                                                                                                                                                   H n g   T i  u  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 h o t   n h n g   n g   t  c   c   b i t .                                                                                                                                                                                                                                                                   H n g   T i  u   n                                                                                       8        Surfaces\ٱ\128.dds                                                                                                             '                                                                                                                ^ f f c b 4 a C    t h   h i n   t h   d i   h  n h   t h c   t h i   t r a n g . \ r ^ f f c b 4 a C    t h   h i n   t h   d i   h  n h   t h c   V i  k h    t h i   t r a n g   k t   h p   V i  k h  . \ r ^ f f c b 4 a L o i   v i  k h    k t   h p   c  n g   V i  k h    t h i   t r a n g   P h  p   C u \ r ^ 1 2 f f 0 0 P h  p   C u . \ r ^ f f c b 4 a K  c h   c h n   n  t   b i u   t n g   ' V i  k h    t h i   t r a n g '   s   k  c h   h o t   n h n g   n g   t  c   c   b i t .                                                                                                                                                                                                                                                                                                                                                                                                                                                           P h i  n   G i a   P h  p   C u   n a m                                                                     9        Surfaces\ٱ\128.dds                                                                                                             '                                                                                                                ^ f f c b 4 a C    t h   h i n   t h   d i   h  n h   t h c   t h i   t r a n g . \ r ^ f f c b 4 a C    t h   h i n   t h   d i   h  n h   t h c   V i  k h    t h i   t r a n g   k t   h p   V i  k h  . \ r ^ f f c b 4 a L o i   v i  k h    k t   h p   c  n g   V i  k h    t h i   t r a n g   P h  p   C u \ r ^ 1 2 f f 0 0 P h  p   C u . \ r ^ f f c b 4 a K  c h   c h n   n  t   b i u   t n g   ' V i  k h    t h i   t r a n g '   s   k  c h   h o t   n h n g   n g   t  c   c   b i t .                                                                                                                                                                                                                                                                                                                                                                                                                                                           P h i  n   G i a   P h  p   C u   n                                                                       :        Surfaces\ٱ\ź128.dds                                                                                                               '                                                                                                                ^ f f c b 4 a C    t h   h i n   t h   d i   h  n h   t h c   t h i   t r a n g . \ r ^ f f c b 4 a C    t h   h i n   t h   d i   h  n h   t h c   V i  k h    t h i   t r a n g   k t   h p   V i  k h  . \ r ^ f f c b 4 a L o i   v i  k h    k t   h p   c  n g   V i  k h    t h i   t r a n g   N : \ r ^ 1 2 f f 0 0 C u n g ,   N ,   n   C u n g . \ r ^ f f c b 4 a K  c h   c h n   n  t   b i u   t n g   ' V i  k h    t h i   t r a n g '   s   k  c h   h o t   n h n g   n g   t  c   c   b i t .                                                                                                                                                                                                                                                                                                                                                                                                                                                 N g u   T i t   N   n a m                                                                                 ;        Surfaces\ٱ\ź128.dds                                                                                                               '                                                                                                                ^ f f c b 4 a C    t h   h i n   t h   d i   h  n h   t h c   t h i   t r a n g . \ r ^ f f c b 4 a C    t h   h i n   t h   d i   h  n h   t h c   V i  k h    t h i   t r a n g   k t   h p   V i  k h  . \ r ^ f f c b 4 a L o i   v i  k h    k t   h p   c  n g   V i  k h    t h i   t r a n g   N : \ r ^ 1 2 f f 0 0 C u n g ,   N ,   n   C u n g . \ r ^ f f c b 4 a K  c h   c h n   n  t   b i u   t n g   ' V i  k h    t h i   t r a n g '   s   k  c h   h o t   n h n g   n g   t  c   c  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 k t   h p   V i  k h  . \ r ^ f f c b 4 a L o i   v i  k h    k t   h p   c  n g   V i  k h    t h i   t r a n g   Q u y n   S  o : \ r ^ 1 2 f f 0 0 K h  n g   T h ,   Q u y n   S  o . \ r ^ f f c b 4 a K  c h   c h n   n  t   b i u   t n g   ' V i  k h    t h i   t r a n g '   s   k  c h   h o t   n h n g   n g   t  c   c   b i t .                                                                                                                                                                                                                                                                                                                                                                                                                               B a   L a   Q u y n   S  o   n a m                                                                           =        Surfaces\ٱ\ȭײ128.dds                                                                                                             '                                                                                                                ^ f f c b 4 a C    t h   h i n   t h   d i   h  n h   t h c   t h i   t r a n g . \ r ^ f f c b 4 a C    t h   h i n   t h   d i   h  n h   t h c   V i  k h    t h i   t r a n g   k t   h p   V i  k h  . \ r ^ f f c b 4 a L o i   v i  k h    k t   h p   c  n g   V i  k h    t h i   t r a n g   Q u y n   S  o : \ r ^ 1 2 f f 0 0 K h  n g   T h ,   Q u y n   S  o . \ r ^ f f c b 4 a K  c h   c h n   n  t   b i u   t n g   ' V i  k h    t h i   t r a n g '   s   k  c h   h o t   n h n g   n g   t  c   c   b i t .                                                                                                                                                                                                                                                                                                                                                                                                                               B a   L a   Q u y n   S  o   n                                                                             >        Surfaces\ٱ\˫ֳ128.dds                                                                                                           '                                                                                                                ^ f f c b 4 a C    t h   h i n   t h   d i   h  n h   t h c   t h i   t r a n g . \ r ^ f f c b 4 a C    t h   h i n   t h   d i   h  n h   t h c   V i  k h    t h i   t r a n g   k t   h p   V i  k h  . \ r ^ f f c b 4 a L o i   v i  k h    k t   h p   c  n g   V i  k h    t h i   t r a n g   S o n g   T h   T r n g   B i n h \ r ^ 1 2 f f 0 0 n   T h   o n   B i n h ,   S o n g   T h   o n   B i n h \ r ^ 1 2 f f 0 0 S o n g   T h   T r n g   B i n h ,   K h  n g   T h   v    Q u y n   S  o . \ r ^ f f c b 4 a K  c h   c h n   n  t   b i u   t n g   ' V i  k h    t h i   t r a n g '   s   k  c h   h o t   n h n g   n g   t  c   c   b i t .                                                                                                                                                                                                                                                               i   C a m   G i    n a m                                                                                   ?        Surfaces\ٱ\˫ֳ128.dds                                                                                                           '                                                                                                                ^ f f c b 4 a C    t h   h i n   t h   d i   h  n h   t h c   t h i   t r a n g . \ r ^ f f c b 4 a C    t h   h i n   t h   d i   h  n h   t h c   V i  k h    t h i   t r a n g   k t   h p   V i  k h  . \ r ^ f f c b 4 a L o i   v i  k h    k t   h p   c  n g   V i  k h    t h i   t r a n g   S o n g   T h   T r n g   B i n h \ r ^ 1 2 f f 0 0 n   T h   o n   B i n h ,   S o n g   T h   o n   B i n h \ r ^ 1 2 f f 0 0 S o n g   T h   T r n g   B i n h ,   K h  n g   T h   v    Q u y n   S  o . \ r ^ f f c b 4 a K  c h   c h n   n  t   b i u   t n g   ' V i  k h    t h i   t r a n g '   s   k  c h   h o t   n h n g   n g   t  c   c   b i t .                                                                                                                                                                                                                                                               i   C a m   G i    n                                                                                     @        Surfaces\ٱ\˫ֳź֮128.dds                                                                                                       '                                                                                                                ^ f f c b 4 a C    t h   h i n   t h   d i   h  n h   t h c   t h i   t r a n g . \ r ^ f f c b 4 a C    t h   h i n   t h   d i   h  n h   t h c   V i  k h    t h i   t r a n g   k t   h p   V i  k h  . \ r ^ f f c b 4 a L o i   v i  k h    k t   h p   c  n g   V i  k h    t h i   t r a n g   S o n g   T h   T r n g   B i n h \ r ^ 1 2 f f 0 0 n   T h   o n   B i n h ,   S o n g   T h   o n   B i n h \ r ^ 1 2 f f 0 0 S o n g   T h   T r n g   B i n h ,   K h  n g   T h   v    Q u y n   S  o . \ r ^ f f c b 4 a K  c h   c h n   n  t   b i u   t n g   ' V i  k h    t h i   t r a n g '   s   k  c h   h o t   n h n g   n g   t  c   c   b i t .                                                                                                                                                                                                                                                               N g u   T r n g   C h u y   n a m                                                                         A        Surfaces\ٱ\˫ֳź֮128.dds                                                                                                       '                                                                                                                ^ f f c b 4 a C    t h   h i n   t h   d i   h  n h   t h c   t h i   t r a n g . \ r ^ f f c b 4 a C    t h   h i n   t h   d i   h  n h   t h c   V i  k h    t h i   t r a n g   k t   h p   V i  k h  . \ r ^ f f c b 4 a L o i   v i  k h    k t   h p   c  n g   V i  k h    t h i   t r a n g   S o n g   T h   T r n g   B i n h \ r ^ 1 2 f f 0 0 n   T h   o n   B i n h ,   S o n g   T h   o n   B i n h \ r ^ 1 2 f f 0 0 S o n g   T h   T r n g   B i n h ,   K h  n g   T h   v    Q u y n   S  o . \ r ^ f f c b 4 a K  c h   c h n   n  t   b i u   t n g   ' V i  k h    t h i   t r a n g '   s   k  c h   h o t   n h n g   n g   t  c   c   b i t .                                                                                                                                                                                                                                                               N g u   T r n g   C h u y   n                                                                           B        Surfaces\ٱ\˫̴ֶ128.dds                                                                                                           '                                                                                                                ^ f f c b 4 a C    t h   h i n   t h   d i   h  n h   t h c   t h i   t r a n g . \ r ^ f f c b 4 a C    t h   h i n   t h   d i   h  n h   t h c   V i  k h    t h i   t r a n g   k t   h p   V i  k h  . \ r ^ f f c b 4 a L o i   v i  k h    k t   h p   c  n g   V i  k h    t h i   t r a n g   S o n g   T h   o n   B i n h \ r ^ 1 2 f f 0 0 n   T h   o n   B i n h ,   S o n g   T h   o n   B i n h \ r ^ 1 2 f f 0 0 S o n g   T h   T r n g   B i n h ,   K h  n g   T h   v    Q u y n   S  o . \ r ^ f f c b 4 a K  c h   c h n   n  t   b i u   t n g   ' V i  k h    t h i   t r a n g '   s   k  c h   h o t   n h n g   n g   t  c   c   b i t .                                                                                                                                                                                                                                                                   i   T h  n g  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 n a m                                                             I        Surfaces\ٱ\ֶ̰.dds                                                                                                              '                                                                                                                ^ f f c b 4 a T r n g   t h  i   t h i   t r a n g   c    t h   h i n   t h   b  n   d i .   \ r ^ f f c b 4 a L o i   h  n h   v i  k h    v    v i  k h    t h i   t r a n g   c    t h   h i n   t h   p h i   h p   v i   n h a u   \ r ^ f f c b 4 a L o i   h  n h   v i  k h    p h i   t h  c h   h p   v i   v i  k h    t h i   t r a n g   n   T h   o n   B i n h   c  :   \ r ^ 1 2 f f 0 0 n   T h   o n   B i n h ,   S o n g   T h   o n   B i n h   \ r ^ 1 2 f f 0 0 S o n g   T h   T r n g   B i n h ,   K h  n g   T h   v    Q u y n   S  o   \ r ^ f f c b 4 a   k  c h   v  o   n  t   ' v i  k h    t h i   t r a n g '  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 t h ,   Q u y n   s  o . / r ^ f f c b 4 a K  c h   c h n   b i u   t n g   ' V i  k h    t h i   t r a n g '     c    c   c h   c   b i t .                                                                                                                                                                                                                                                                                                                                                                                                                                                                                         G n g   B  n g   c h  y   n a m                                                                             K        Surfaces\ٱ\ȭװ.dds                                                                                                            '                                                                                                                ^ f f c b 4 a C h   h i n   t h   t r o n g   t r n g   t h  i   t h i   t r a n g . \ r ^ f f c b 4 a C h   h i n   t h   k h i   v i  k h    t h i   t r a n g   k t   h p   v i   v i  k h  . \ r ^ f f c b 4 a V i  k h    t h i   t r a n g ,   Q u y n   s  o ,   l o i   v i  k h    t n g   t h  c h : \ r ^ 1 2 f f 0 0 K h  n g   t h ,   Q u y n   s  o . / r ^ f f c b 4 a K  c h   c h n   b i u   t n g   ' V i  k h    t h i   t r a n g '     c    c   c h   c   b i t .                                                                                                                                                                                                                                                                                                                                                                                                                                                                                         G n g   B  n g   c h  y   n                                                                               L        Surfaces\ٱ\ֶ.dds                                                                                                |            '                                                                                                                ^ f f c b 4 a T r n g   t h  i   t h i   t r a n g   c    t h   h i n   t h   b  n   d i .   \ r ^ f f c b 4 a L o i   h  n h   v i  k h    v    v i  k h    t h i   t r a n g   c    t h   h i n   t h   p h i   h p   v i   n h a u   \ r ^ f f c b 4 a L o i   h  n h   v i  k h    p h i   t h  c h   h p   v i   v i  k h    t h i   t r a n g   n   T h   o n   B i n h   c  :   \ r ^ 1 2 f f 0 0 n   T h   o n   B i n h ,   S o n g   T h   o n   B i n h   \ r ^ 1 2 f f 0 0 S o n g   T h   T r n g   B i n h ,   K h  n g   T h   v    Q u y n   S  o   \ r ^ f f c b 4 a   k  c h   v  o   n  t   ' v i  k h    t h i   t r a n g '   s   p h  t   n h n g   n g   t  c   c   t h  !                                                                                                                                                                                                                                         T i n h   D i u   o n   T r n g  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 p h  t   n h n g   n g   t  c   c   t h  !                                                                                                                                                                                                                                         T i n h   D i u   o n   T r n g   n                                                                 N        Surfaces\ٱ\.dds                                                                                                              '                                                                                                                ^ f f c b 4 a C h   h i n   t h   t r o n g   t r n g   t h  i   t h i   t r a n g . \ r ^ f f c b 4 a C h   h i n   t h   k h i   v i  k h    t h i   t r a n g   k t   h p   v i   v i  k h  . \ r ^ f f c b 4 a V i  k h    t h i   t r a n g ,   P h  p   c u ,   l o i   v i  k h    t n g   t h  c h : \ r ^ 1 2 f f 0 0 P h  p  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 b i t .                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                     C m   n m   L i n h   T i  n   n                                                                         P        Surfaces\ٱ\ak47.dds                                                                                                      {            '                                                                                                                ^ f f c b 4 a T r n g   t h  i   t h i   t r a n g   c    t h   h i n   t h   b  n   d i .   \ r ^ f f c b 4 a L o i   h  n h   v i  k h    v    v i  k h    t h i   t r a n g   c    t h   h i n   t h   p h i   h p   v i   n h a u   \ r ^ f f c b 4 a L o i   h  n h   v i  k h    p h i   t h  c h   h p   v i   v i  k h    t h i   t r a n g   N   c  :   \ r ^ 1 2 f f 0 0 C u n g ,   N ,   n   C u n g   \ r ^ f f c b 4 a   k  c h   v  o   n  t   ' v i  k h    t h i   t r a n g '   s   p h  t   n h n g   n g   t  c   c   t h  !                                                                                                                                                                                                                                                                                                                                                                                                                         t   K  c h   B   T h n g  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                                                                                                                             ^ f f c b 4 a ' V t   p h  n g   b   c n   t h i t   c h o   v i c   l   h  n h ,   p h  n g   k h i   b   g i t   n g i   d i t   k h u . ' \ r ^ 0 0 f f f f L  m   c h o   n h  n   v t   c a   b n   k h i   c h t   s a u   k h  n g   b   m t   c   k i n h   n g h i m   h a y   v t   p h m . \ r T r o n g   c  c   h o t   n g   n h   t h  n h   c h i n   v    u   t r n g   k h  n g   c   s   d n g   h  n h   n h  n   t h   m n g .                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                     H  n h   N h  n                                                                                                       Surfaces\ٱ\.dds                                                                                                  A     d                                                                                                                           ^ f f c b 4 a T r  n   s  c h   g h i   l i   v n   t   c a   t h n   \ r C    t h   c m   n h n   c   s   u y   n g h i  m   c a   t h  n h   t h n   \ r ^ 0 0 f f f f T  i   l i u   q u a n   t r n g   m   h  n h   t h c   p h o n g   t h n .                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                               P h o n g   T h n   T h   Q u y n                                                                                 Surfaces\ٱ\.dds                                                                                                  A  
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 ( 1 )                                                                     Surfaces\ٱ\ɽʦ֮ϻ.dds                                                                                                tj     .                                                                                                                          ^ f f c b 4 a B o   H p   t n g   t   b i n   k   n n g   T h   k i m   h o  n \ r G m : \ r 1 T h   k i m   h o  n   i   s   C h i   h p   ( 2 ) \ r 1   T h   k i m   h o  n   T i n h   t h  n g   S   c p \ r T h n   C  n g   H   P h  c h \ r ^ 0 0 f f f f N h p   p h i   c h u t     s   d n g \ r C p   5   t r   l  n   m i   c    t h   s   d n g                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                         K i m   h o  n   i   s   c h i   h p   ( 1 )                                                                   Surfaces\ٱ\ҩʦʦ֮ϻ.dds                                                                                                |j     H&                                                                                                                          ^ f f c b 4 a B o   H p   t n g   t   b i n   k   n n g   D c   s \ r G m : \ r 1 D c   s   i   s   C h i   h p   ( 2 ) \ r 1   D c   s   T i n h   t h  n g   S   c p \ r 1   T h n   C  n g   X a   T i n   T \ r ^ 0 0 f f f f N h p   p h i   c h u t     s   d n g \ r C p   5   t r   l  n   m i   c    t h   s   d n g                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                               D c   s   i   s   c h i   h p   ( 1 )                                                                     Surfaces\ٱ\ʯ.dds                                                                                                    h     '                                                                                                                          ^ f f c b 4 a C    t h   n   g p   C h u y  n   v i  n   T h n g   T h  n h     m   T h c h   u   k h o   t  i   k h o n . \ r ^ a a a a a a C    t h   d  n g   c h u n g   1   k h o   t  i   k h o n   g m   1 6      c h o   c  c   n h  n   v t   t h u c   c  n g   1   t  i   k h o n . \ r C h   c n   1   t r o n g   s   c  c   n h  n   v t   t r o n g   t  i   k h o n   m u a   l    c . \ r T r   c  c   v t   p h m   v    t r a n g   b   c   b i t \ r a   s   c  c   t r a n g   b   v    v t   p h m   b   k h  a \ r u   c    t h   c h a   t r o n g   k h o   t  i   k h o n .                                                                                                                                                                                                                                                                                                                                            m   K h o   t  i   k h o n                                                                                   Surfaces\ٱ\ʱװֿʯ.dds                                                                                              R                                                                                                                               ^ 0 0 f f f f T h n   K    T h c h   u   d  n g     m   r n g   h  m     t h i   t r a n g     c h   C h u y  n   v i  n   T h n g   T h  n h   H o  n   M .   \ r M t   K h o  n g   S u n g   T h c h   c    t h   m   r n g   1 6    .   \ r H  m     t h i   t r a n g  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 C p                                                                                                                 C h a t                                                                                                                            P h   T h  n g                                                                                                               o   C                                                                                                                        o   C                                                                                                                     K   T r  n                                                                                                                   D i   C h u y n                                                                                                               T y   i m                                                                                                                 G i a o   D c h                                                                                                               T i n h   L i n h                                                                                                               K h  c                                                                                                                            D   D u n g                                                                                                                   T  m   T  n h                                                                                                                 K h o  n g   S n                                                                                                             V t   L i u                                                                                                                 