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