[ M e n u ] 
 
 1 = X - R A Y   S E N S O R 
 
 2 = U r u c h a m i a j   p r z y   s t a r c i e   s y s t e m u 
 
 3 = K o n f i g u r a c j a 
 
 4 = K a t a l o g   z e   z d j c i a m i 
 
 5 = W y j [c i e 
 
 1 0 = W y [w i e t l a j   n o w e   z d j c i a   
 
 1 1 = N i e   w y [w i e t l a j 
 
 1 2 = s e k u n d ( ) 
 
 1 3 = S t a l e 
 
 1 4 = E n a b l e   c o n n e c t i o n 
 
 1 5 = D i s a b l e   c o n n e c t i o n   a t   t i m e o u t 
 
 2 0 = D i s p l a y   s e n s o r   o r i e n t a t i o n   d u r i n g 
 
 2 1 = U p d a t e   f i r m w a r e   n o w 
 
 
 
 
 
 
 
 [ S t r i n g s ] 
 
 1 0 0 = A k t y w a c j a / D e z a k t y w a c j a   C z u j n i k a 
 
 1 0 1 = Z / B e z   p r z e d Bu |e n i a 
 
 3 0 1 = S t a n d a r d o w a   R o z d z i e l c z o [
 
 3 0 2 = P e Bn y 
 
 5 0 0 = W a r n i n g :   Y o u   a r e   a b o u t   t o   c h a n g e   y o u r   W I - F I   p a r a m e t e r s .   R e a d   c a r e f u l l y   t h e   u s e r   m a n u a l   b e f o r e   d o i n g   t h i s   c o m m a n d . 
 
 5 0 1 = Y o u r   a c t i o n   w a s   t a k e n   i n   a c c o u n t . 
 
 1 0 0 0 = A   N E W   F I R M W A R E   U P D A T E   I S   A V A I L A B L E .   R i g h t   c l i c k   o n   t h e   b a r   o r   t h e   i c o n   t o   s t a r t   t h e   u p d a t e . 
 
 
 
 
 
 [ C o n f i g ] 
 
 0 = K O N F I G U R A C J A 
 
 1 = O K 
 
 2 = A n u l u j 
 
 1 6 0 = M o d e l 
 
 1 2 8 = P C I 
 
 1 2 9 = U S B 
 
 1 6 3 = P a s e k   n a r z d z i 
 
 1 3 2 = O p c j e 
 
 1 3 0 = P e Bn a   r o z d z i e l c z o [
 
 1 3 3 = z   p r z e d Bu |e n i e m 
 
 1 6 1 = B e h a v i o r 
 
 1 2 7 = P o k a |  p r z y c i s k   a k t y w a c j i 
 
 1 0 1 = P r z e p r o w a d z  a k t y w a c j   w   c z a s i e : 
 
 1 0 2 = m i n u t ( y ) 
 
 1 2 5 = N a   s t a Be 
 
 1 6 2 = O b r a z 
 
 1 1 8 = S k o r y g u j 
 
 1 1 6 = P o p r a w   o s t r o [
 
 ; 2 2 9 = U S B 
 
 ; 2 2 8 = P C I 
 
 ; 2 3 0 = K r y s t a l - X   W i f i 
 
 ; 2 3 6 = D S X 7 3 0   V 1   -   1 0 0 
 
 ; 2 3 7 = D S X 7 3 0   V 2   -   1 0 0 
 
 ; 2 3 8 = D S X 7 3 0   V 3   E v o 1   &   2   -   1 0 3 
 
 ; 2 3 9 = D S X 7 3 0   V 3   -   1 0 4 
 
 ; 2 4 0 = U p i x   -   1 0 2 
 
 ; 2 4 1 = D S X 7 3 0   E v o 3   -   5 0 1 
 
 ; 2 4 2 = K r y s t a l - X   -   5 0 0 
 
 
 
 3 2 8 = D a t e   a n d   t i m e   o n   i m a g e 
 
 3 3 0 = F a c t o r y   S e t t i n g s 
 
 
 
 4 5 6 = F i l m   a l i k e 
 
 4 5 7 = A u t o   c o n t r a s t 
 
 4 5 8 = T e s t   m o d e 
 
 
 
 
 
 
 
 [ L a s t I m a g e s ] 
 
 0 = K a t a l o g   z e   z d j c i a m i 
 
 1 = U r u c h o m 
 
 2 = A n u l u j 
 
 1 0 = P o t w i e r d z
 
 1 1 = O s t r z e |e n i e 
 
 1 0 1 6 = P o d g l d 
 
 1 0 1 8 = U s u D
 
 1 0 1 7 = U s u D  p r z y   s t a r c i e 
 
 
 
 
 
 [ W I F I X ] 
 
 1 = O K 
 
 2 = C a n c e l 
 
 4 5 0 = I P   A d d r e s s   
 
 4 5 1 = S u b - N e t   M a s k 
 
 4 5 2 = C h a n n e l 
 
 4 5 3 = S S I D 
 
 