>AB>G=K9  $@>=B  /    b e r s o l d i e r   N a z i   J e e p 
 
 C o n v e r t e d   b y   2 2 n d T G 
 
 I   r e a l l y   d o n ' t   k n o w   w h a t   t y p e   o f   t h i s   c a r .   I t   l o o k s   l i k e   H o r c h   b r a n d   c a r   b u t   I ' m   n o t   s u r e .   S o   I   s t u c k   w i t h   t h a t   n a m e . 
 
 O r i g i n a l   m o d e l   f r o m   g a m e   " >AB>G=K9  $@>=B  /   E a s t e r n   F r o n t "   ( 2 0 0 6 ) ,   a l s o   k n o w n   a s    b e r S o l d i e r   ( i t s   i n t e r n a t i o n a l   r e l e a s e   n a m e ) . 
 
 T h i s   i s   a n   o l d   m o d ,   c o n v e r t e d   i n   2 0 1 2 .   I   f o r g o t   w h a t   p r o g r a m   I   u s e d   t o   c o n v e r t   i t . 
 
 T h e   w h e e l s   a r e   f r o m   a n o t h e r   m o d   w h i c h   I   f o r g o t   w h a t   w a s   t h a t . . . 
 
 R e p l a c e s   I N T R U D E R 
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 P o s i t i v e   p o i n t :   
 
 -   1 0 2 4 x 1 0 2 4 p x   t e x t u r e   f r o m   t h e   o r i g i n a l   g a m e . 
 
 N e g a t i v e   p o i n t s :   
 
 -   n o   r e f l e c t i o n 
 
 -   n o   d a m a g e   m o d e l s 
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 H a n d l i n g . c f g 
 
 I N T R U D E R             3 5 0 0 . 0   	 1 4 0 0 0 . 0   	 4 . 0   	 0 . 0   	 0 . 0   	 - 0 . 2   	 8 0   	 0 . 5 5   	 0 . 8 5   	 0 . 4 6   	 4   	 1 0 0 . 0   	 1 8 . 0   	 2 0 . 0   	 4   	 P   	 4 . 5   	 0 . 6 0   	 0   	 3 0 . 0   	 0 . 9   	 0 . 8   	 0 . 0   	 0 . 2 5   	 - 0 . 1 0   	 0 . 5   	 0 . 1 5   	 0 . 4 6   	 0 . 5 3   	 2 2 0 0 0   	 4 0 0 0   	 2 3 0 1 1 0 1   	 1   	 1   	 0   	 
 
 
 
 v e h i c l e s . i d e 
 
 5 4 6 ,   	 i n t r u d e r ,   	 i n t r u d e r ,   	 c a r ,   	 	 I N T R U D E R ,   	 I N T R U D R , 	 n u l l , 	 n o r m a l , 	 1 0 , 	 	 0 , 	 0 , 	 - 1 , 	 0 . 8 9 4 , 	 0 . 8 9 4 , 	 	 - 1 