x   l a u n c h   =   Z a l a d u j   g r e 
 
 [ ]   l a u n c h   d i r e c t   =   Z a l a d u j   o d   r a z u 
 
 o   c o p y   =   K o p i u j   g r e 
 
   d e l e t e   =   U s u n   g r e 
 
 R 3   f i x   p e r m i s s i o n s   =   S p r a w d z   u p r a w n i e n i a   ( i   d o n t   k n o w n   w h a t   i t   i s ) 
 
 L 3   t e s t   f i l e s   =   S p r a w d z   p l i k i 
 
 L 1   p a t c h   =   P a t c h u j   g r e 
 
 L 2   p a t c h   > 3 . 4 1   =   P a t c h u j   g r   > 3 . 4 2 
 
 R 1   f t p   s e r v e r   =   S e r w e r   F T P 
 
 R 2   M o d e   O M   =   T r y b   O M   ( i   d o n t   k n o w n   w h a t   i t   i s ) 
 
 s e l e c t   h d d   i n t   >   h d d   e x t   =   K o p i u j   n a   d y s k   z e w . 
 
 s t a r t   r e q u i r e   b r - d i s c   =   W y m a g a   d y s k u   B R 
 
 
 
 
 
 O p e n   c o p y   i n s t a l l   1 . 1 a 
 
 
 
 x   e x i t   =   W y j s c i e 
 
 [ ]   c o p y   p a r a m / i c o n   =   K o p i u j   P a r a m / I c o n   ( i   d o n t   k n o w n   w h a t   i t   i s ) 
 
 o   c o p y   =   K o p i u j   g r e 
 
   d e l e t e   =   U s u n 
 
 s e l e c t   h d d   i n t   > h d d   e x t   =   K o p i u j   n a   d y s k   z e w . 