ÿþ[ 0 x 0 4 1 f ] 1 1 0 0 = K u r B a _l a t m a H a t a s 1 1 1 0 1 = % s 1 1 0 2 = % 1 K u r , p r o g r a m 1n k u r u l u m i _l e m i s 1r a s 1n d a s i z e y o l g ö s t e r e c e k o l a n % 2 ' 1 h a z 1r l 1y o r . L ü t f e n b e k l e y i n . 1 1 0 3 = 0_l e t i m S i s t e m i S ü r ü m ü n ü D e n e t l e m e 1 1 0 4 = W i n d o w s ( R ) I n s t a l l e r S ü r ü m ü n ü D e n e t l e m e 1 1 0 5 = W i n d o w s I n s t a l l e r Y a p 1l a n d 1r m a 1 1 0 6 = % s Y a p 1l a n d 1r m a 1 1 0 7 = K u r , s i s t e m i n i z d e k i W i n d o w s I n s t a l l e r p r o g r a m 1n 1 y a p 1l a n d 1r m a y 1 t a m a m l a d 1. Y ü k l e m e y e d e v a m e d i l e b i l m e s i i ç i n s i s t e m i n y e n i d e n b a _l a t 1l m a s 1 g e r e k i r . S i s t e m ö n y ü k l e m e s i i ç i n Y e n i d e n B a _l a t ' 1 t 1k l a t 1n . 1 1 0 8 = % s 1 1 2 5 = K u r u l u m D i l i n i S e ç 1 1 2 6 = B u y ü k l e m e d i l i n i a _a 1d a k i s e ç e n e k l e r a r a s 1n d a n s e ç i n . 1 1 2 7 = Y ü k l e m e p r o g r a m 1, W i n d o w s I n s t a l l e r h i z m e t i y a p 1l a n d 1r m a s 1n 1 t a m a m l a m a k i ç i n s i s t e m i n i z i y e n i d e n b a _l a t m a k z o r u n d a . ^i m d i y e n i d e n b a _l a t m a k i ç i n E v e t ' i , y e n i d e n b a _l a t m a y 1 d a h a s o n r a y a p m a y 1 d ü _ü n ü y o r s a n 1z H a y 1r ' 1 t 1k l a t 1n . 1 1 2 8 = B u k u r u l u m ' % s ' i ç i n b i r s ü r ü m y ü k s e l t m e i _l e m i g e r ç e k l e _t i r e c e k . D e v a m e t m e k i s t i y o r m u s u n u z ? 1 1 2 9 = B u m a k i n e d e ' % s ' p r o g r a m i n i n d a h a y e n i b i r s ü r ü m ü z a t e n y ü k l ü . K u r u l u m d e v a m e d e m i y o r . 1 1 3 0 = T a m a m 1 1 3 1 = 0p t a l 1 1 3 2 = P a r o l a : 1 1 3 3 = Y ü k l e 1 1 3 4 = 0l & e r i > 1 1 5 0 = K u r , W i n d o w s ' u n u y u m s u z b i r s ü r ü m ü n ü a l g 1l a d 1. T a m a m ' 1 t 1k l a t 1n v e k u r u l u m p r o g r a m 1n 1 W i n d o w s 9 5 , W i n d o w s N T 4 . 0 S P 6 v e y a d a h a ü s t ü i _l e t i m s i s t e m i n d e y e n i d e n b a _l a t 1n . 1 1 5 1 = G e ç i c i k o n u m a y a z m a h a t a s 1 1 1 5 2 = G e ç i c i k o n u m a % s a ç m a h a t a s 1 1 1 5 3 = K u r u l u m b a _l a t m a d o s y a s 1 o k u m a h a t a s 1 1 1 5 4 = % s i ç i n d e y ü k l e y i c i b u l u n a m a d 1 1 1 5 5 = % s d o s y a s 1 b u l u n a m a d 1 1 1 5 6 = W i n d o w s I n s t a l l e r ' d a i ç h a t a 1 1 5 8 = D i z e l e r d o l d u r u l u r k e n h a t a o l u _t u . S e t u p . i n i d o s y a s 1n d a k i t ü m d i z e l e r i n g e ç e r l i o l d u u n u d o r u l a y 1n . 1 2 0 0 = Y e n i d e n B a _l a t 1 2 0 1 = K u r , % s i ç i n d e % l u K B ' l i k b o _ d i s k a l a n 1n a g e r e k s i n i m d u y a r . K u l l a n 1l a b i l i r d i s k a l a n 1 e l d e e t t i k t e n s o n r a y e n i d e n d e n e y i n . 1 2 0 2 = M a k i n e n i n t ü m k u l l a n 1c 1l a r 1 i ç i n b u y ü k l e m e y i t a m a m l a y a c a k y e t e r l i a y r 1c a l 1 a s a h i p d e i l s i n i z . O t u r u m u y ö n e t i c i o l a r a k y e n i d e n a ç 1n v e b u y ü k l e m e y i y e n i d e n d e n e y i n 1 2 0 3 = K o m u t s a t 1r 1 p a r a m e t r e l e r i : 1 2 0 4 = / L D i l K i m l i i 1 2 0 5 = / S B a _l a n g 1ç i l e t i _i m k u t u s u n u g i z l e y i n . S e s s i z m o d i ç i n b u n u k u l l a n 1n : / S / v / q n . 1 2 0 6 = / V M s i E x e c . e x e p a r a m e t r e l e r i 1 2 0 7 = W i n d o w s ( R ) I n s t a l l e r % s b u l u n d u . B u , W i n d o w s ( R ) I n s t a l l e r ' 1n d a h a e s k i b i r s ü r ü m ü . D e v a m e t m e k i ç i n T a m a m ' 1 t 1k l a t 1n . 1 2 0 8 = S i s t e m d e % s i l e i l g i l i A N S I k o d s a y f a s 1 y ü k l ü o l m a d 1 1n d a n k u r u l u m p r o g r a m 1 s e ç i l e n d i l d e ç a l 1_t 1r 1l a m 1y o r . K u r u l u m p r o g r a m 1n 1 ç a l 1_t 1r 1n v e b a _k a b i r d i l s e ç i n . 1 2 1 0 = K u r u l u m , M i c r o s o f t . N E T F r a m e w o r k s ü r ü m 2 . 0 ' 1 y ü k l e m e k i ç i n W i n d o w s I n s t a l l e r s ü r ü m % s v e y a ü s t ü n e g e r e k s i n i m d u y m a k t a d 1r . L ü t f e n W i n d o w s I n s t a l l e r s ü r ü m % s v e y a ü s t ü n ü y ü k l e y i n v e y e n i d e n d e n e y i n . 1 6 0 3 = W i n d o w s Y ü k l e y i c i s i a l t y a p 1s 1n 1 y ü k l e r k e n h a t a o l u _t u . D e i _t i r i l m e s i g e r e k e n b i r d o s y a k u l l a n 1m d a o l a b i l i r . T ü m u y g u l a m a l a r 1 k a p a t 1p y e n i d e n d e n e y i n . 1 6 0 4 = B u k u r u l u m t ü r ü , i l g i l i y ü k l ü m e y i b u i _l e t i m s i s t e m i n d e ç a l 1_t 1r m a k i ç i n g e r e k l i o l a n ( % s ) W i n d o w s I n s t a l l e r a l t y a p 1s 1n a s a h i p d e i l . 1 6 0 7 = % s S c r i p t i n g R u n t i m e y ü k l e n e m i y o r . 1 6 0 8 = I n s t a l l D r i v e r ö r n e i o l u _t u r u l a m 1y o r , d ö n d ü r ü l e n k o d : % d 1 6 0 9 = L ü t f e n y ü k l e m e p a k e t i n i n k a y d e d i l e c e i b i r k o n u m s e ç i n . 1 6 1 1 = % s d o s y a s 1 a y 1k l a n a m 1y o r . 1 6 1 2 = D o s y a l a r a y 1k l a n 1y o r . 1 6 1 3 = % s d o s y a s 1 y ü k l e n i y o r . 1 6 1 4 = % s d o s y a s 1 y ü k l e n i r k e n h a t a o l u _t u . N e y a p m a k i s t i y o r s u n u z ? 1 6 1 5 = s a 1 6 1 6 = d k 1 6 1 7 = s n 1 6 1 8 = M B 1 6 1 9 = K B 1 6 2 0 = / s n 1 6 2 1 = % s d o s y a s 1n 1n i m z a s 1 d o r u l a n a m a d 1. 1 6 2 2 = T a h m i n i k a l a n s ü r e : 1 6 2 3 = % d % s o f % d % s d o w n l o a d e d a t % 0 1 d . % 0 1 d % s % s 1 6 2 4 = Y ü k l e m e y e H a z 1r l a n 1l 1y o r . . . 1 6 2 5 = B u y ü k l e m e i ç i n y a r d 1m a l 1n . 1 6 2 6 = Y a r d 1m 1 6 2 7 = B u d o s y a k a y d e d i l e m i y o r : % s 1 6 2 8 = K o m u t d o s y a s 1n 1 t e m e l a l a n y ü k l e m e t a m a m l a n a m a d 1. 1 6 2 9 = G e ç e r s i z k o m u t s a t 1r 1. 1 6 3 0 = / U A < u r l t o I n s t M s i A . e x e > 1 6 3 1 = / U W < u r l t o I n s t M s i W . e x e > 1 6 3 2 = / U M < u r l t o m s i p a c k a g e > 1 6 3 3 = / U S < u r l t o I s S c r i p t . m s i > 1 6 3 4 = K u r u l u m B a _l a t m a H a t a s 1, s ü r e ç k o p y a l a n a m a d 1. 1 6 3 5 = % s d o s y a s 1 z a t e n v a r . B a _k a b i r d o s y a y l a d e i _t i r m e k i s t e r m i s i n i z ? 1 6 4 2 = 0m z a d o r u l a n a m a d 1. A u t h e n t i c o d e g ü n c e l l e _t i r m e s i i ç e r e n I n t e r n e t E x p l o r e r 3 . 0 2 v e y a d a h a s o n r a k i b i r s ü r ü m g e r e k l i d i r . 1 6 4 3 = K u r , W i n I n e t . d l l d o s y a s 1n 1n d a h a y e n i b i r s ü r ü m ü n ü g e r e k t i r i y o r . I n t e r n e t E x p l o r e r 3 . 0 2 v e y a d a h a s o n r a k i b i r s ü r ü m ü n ü y ü k l e m e n i z g e r e k e b i l i r . 1 6 4 4 = M a k i n e n i n t ü m k u l l a n 1c 1l a r 1 i ç i n b u y ü k l e m e y i t a m a m l a y a c a k y e t e r l i a y r 1c a l 1 a s a h i p d e i l s i n i z . O t u r u m u y ö n e t i c i o l a r a k y e n i d e n a ç 1n v e b u y ü k l e m e y i y e n i d e n d e n e y i n 1 6 4 5 = M i c r o s o f t ( R ) . N E T F r a m e w o r k y ü k l e m e s i n d e h a t a . D ö n ü _ K o d u : % d 1 6 4 6 = % s i s t e e b a l 1 o l a r a k M i c r o s o f t ( R ) . N E T % s F r a m e w o r k k u l l a n 1y o r . ^i m d i y ü k l e m e k i s t i y o r m u s u n u z ? 1 6 4 8 = K u r , W i n d o w s ' u n u y u m s u z b i r s ü r ü m ü n ü a l g 1l a d 1. T a m a m ' 1 t 1k l a t 1n v e k u r u l u m p r o g r a m 1n 1 W i n d o w s 9 5 , W i n d o w s N T 4 . 0 S P 3 v e y a d a h a ü s t ü i _l e t i m s i s t e m i n d e y e n i d e n b a _l a t 1n . 1 6 4 9 = % s , V i s u a l J # R e d i s t r i b u t a b l e P a c k a g e ü r ü n ü n ü i s t e g e b a g l i o l a r a k k u l l a n i r . B u ü r ü n ü s i m d i y ü k l e m e k i s t e r m i s i n i z ? 1 6 5 0 = ( B u i s l e m a y r i c a . N E T F r a m e w o r k ' u d a y ü k l e r . ) 1 6 5 1 = K u r u l u m p r o g r a m 1 u y u m s u z b i r W i n d o w s s ü r ü m ü a l g 1l a d 1. L ü t f e n T a m a m 1 t 1k l a t 1n v e y ü k l e m e y i y e n i d e n b a _l a t m a d a n ö n c e h e d e f s i s t e m d e W i n d o w s 2 0 0 0 S e r v i c e P a c k 3 ( v e y a s o n r a k i s ü r ü m ) ç a l 1_t 1r 1l d 1 1n 1 d o r u l a y 1n 1 6 5 2 = % s , a _a 1d a k i ö e l e r i n b i l g i s a y a r 1n 1z a y ü k l e n m e s i n i g e r e k t i r i y o r . B u g e r e k s i n i m l e r i y ü k l e m e y e b a _l a m a k i ç i n Y ü k l e y i t 1k l a y n . 1 6 5 3 = % s y ü k l e n i y o r 1 6 5 4 = % s y ü k l e m e y i t a m a m l a d 1 1n d a k u r u l u m u i p t a l e t m e k i s t e r m i s i n i z ? 1 6 5 5 = % s y ü k l e m e g e r e k s i n i m i n e a i t d o s y a l a r b u l u n a m a d 1. Y ü k l e m e _i m d i d u r a c a k . B u n u n n e d e n i o l a s 1l 1k l a b a _a r 1s 1z o l a n v e y a i p t a l e d i l e n b i r k a r _1d a n y ü k l e m e d i r . 1 6 5 6 = % s y ü k l e m e s i b a _a r 1s 1z o l d u . Y ü k l e m e y e d e v a m e t m e k i s t i y o r m u s u n u z ? 1 6 5 7 = B a _a r 1l 1 1 6 5 8 = Y ü k l e n i y o r 1 6 5 9 = B e k l e m e d e 1 6 6 0 = Y ü k l e n d i 1 6 6 1 = D u r u m 1 6 6 2 = G e r e k s i n i m 1 6 6 3 = B a _a r 1s 1z 1 6 6 4 = A y 1k l a n 1y o r 1 6 6 5 = K a r _1d a n Y ü k l e n i y o r 1 6 6 6 = A t l a n d 1 1 6 6 7 = % s y ü k l e m e s i b a _a r 1s 1z o l d u . K u r u l u m _i m d i ç 1k a c a k . 1 6 6 8 = % s y ü k l e m e s i y e n i d e n b a _l a t m a g e r e k t i r i y o r . ^i m d i y e n i d e n b a _l a t m a k i ç i n E v e t ' i , d a h a s o n r a y e n i d e n b a _l a t m a y 1 p l a n l 1y o r s a n 1z H a y 1r ' 1 t 1k l a t 1n . 1 6 6 9 = % 1 i s t e e b a l 1 o l a r a k % 2 k u l l a n 1y o r . B u n u _i m d i y ü k l e m e k i s t e r m i s i n i z ? 1 6 7 0 = % s m o d ü l ü y ü k l e n e m i y o r , H a t a K o d u : % d 1 6 7 1 = D o s y a l a r 0n d i r i l i y o r : % 2 / % 3 : % 1 1 7 0 0 = I n s t a l l S c r i p t a l t y a p 1s 1 b a _l a t 1l 1r k e n b i r h a t a o l u _t u 1 7 0 1 = I n s t a l l S c r i p t a l t y a p 1s 1 d e s t e k d o s y a l a r 1 g e ç i c i k o n u m a a y 1k l a n a m 1y o r 1 7 0 2 = B u y ü k l e m e i _l e m i , ü r ü n ü n b i r d e n ç o k ö r n e i n i y ü k l e m e n i z e o l a n a k t a n 1r . Y ü k l e m e k i s t e d i i n i z ö r n e i s e ç i n v e d e v a m e t m e k i ç i n 0l e r i y i t 1k l a y 1n : 1 7 0 3 = & Y e n i ö r n e k k u r 1 7 0 4 = & V a r o l a n ö r n e i n b a k 1m 1n 1 y a p y a d a ö r n e i y ü k s e l t 1 7 0 5 = V a r s a y 1l a n 1 7 0 6 = Ö r n e k T a n 1t 1c 1s 1 1 7 0 7 = Ü r ü n A d 1 1 7 0 8 = K o n u m 1 7 1 0 = B u y ü k l e m e i _l e m i , ü r ü n ü n b i r d e n ç o k ö r n e i n e y a m a l a r 1 k u r m a n 1z a o l a n a k t a n 1r . B u y a m a y 1 n a s 1l u y g u l a m a k i s t e d i i n i z b e l i r t m e k i ç i n a _a 1d a b i r s e ç e n e k b e l i r l e y i n v e d e v a m e t m e k i ç i n 0l e r i ' y i t 1k l a y 1n . 1 7 1 1 = V a r o l a n t ü m ö r n e k l e r e y & a m a u y g u l a 1 7 1 2 = V a r o l a n ö r n e e y a m a & u y g u l a 1 7 1 3 = B u y ü k l e m e i _l e m i , W i n d o w s I n s t a l l e r s ü r ü m 4 . 5 y a d a s o n r a k i s ü r ü m ü n ü g e r e k t i r i r . K u r u l u m _i m d i ç 1k a c a k . 1 7 1 4 = D o s y a l a r A y 1k l a n 1y o r 1 7 1 5 = S ü r ü m ü 1 8 0 4 = K u r u l u m D i l i n i S e ç i n 1 8 1 2 = A _a 1d a n y ü k l e m e s 1r a s 1n d a k u l l a n m a k i s t e d i i n i z d i l i s e ç i n . 1 8 1 3 = & T a m a m 1 8 1 5 = I n s t a l l S h i e l d W i z a r d 1 8 2 2 = 0p t a l 1 8 3 4 = 0& l e r i > 1 8 3 5 = < & G e r i 1 8 3 7 = % s p r o g r a m 1n 1 y ü k l e m e k i s t i y o r m u s u n u z ? 1 8 3 8 = Ö z g ü n l ü k D o r u l a n d 1 1 8 3 9 = B u y a z 1l 1m y a y 1n c 1s 1n 1n k i m l i i % s t a r a f 1n d a n d o r u l a n d 1. 1 8 4 0 = D i k k a t : % s , b u y a z 1l 1m 1n g ü v e n l i o l d u u n u o n a y l 1y o r . % s t a r a f 1n d a n y a p 1l a n b u b e y a n a g ü v e n i y o r s a n 1z d e v a m e d i n . 1 8 4 1 = % s & t a r a f 1n d a n y a y 1n l a n a n y a z 1l 1m l a r a h e r z a m a n g ü v e n . 1 8 4 2 = B u ü r ü n % s t a r a f 1n d a n y a y 1n l a n d 1 1n d a n b e r i d e i _i k l i e u r a m a m 1_. % s p r o g r a m 1n 1 y ü k l e m e k i ç i n 0l e r i ' y i t 1k l a t 1n . 1 8 5 4 = I n s t a l l S h i e l d 1 8 6 5 = K u r H a z 1r l a n 1y o r 1 8 6 6 = I n s t a l l S h i e l d S i h i r b a z 1 k u r u l u m p r o g r a m 1n 1 h a z 1r l a r k e n l ü t f e n b e k l e y i n . 1 8 7 2 = S o n 1 8 7 3 = A k t a r 1m h 1z 1: 1 8 7 4 = T a h m i n i k a l a n s ü r e : 1 8 8 0 = / s n 1 8 8 7 = % s - I n s t a l l S h i e l d W i z a r d 1 8 8 8 = K u r ' d a n Ç 1k 1 8 8 9 = K u r u l u m u i p t a l e t m e 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 ? 1 9 0 1 = & B u ü r ü n ü n y e n i b i r k o p y a s 1n 1 y ü k l e 1 9 0 3 = U y g u n Ü r ü n l e r A l g 1l a n d 1 1 9 0 4 = G ü n c e l l e _t i r m e k i s t e d i i n i z ü r ü n ü s e ç i n . 1 9 0 5 = K u r , b i l g i s a y a r 1n 1z d a b u ü r ü n g ü n c e l l e _t i r m e s i i ç i n u y g u n ü r ü n l e r a l g 1l a d 1. 1 9 0 6 = & A _a 1d a s e ç i l i o l a n ü r ü n ü g ü n c e l l e _t i r 1 9 0 7 = K u r , b u u y g u l a m a n 1n s i s t e m i n i z d e z a t e n y ü k l ü o l a n b i r v e y a b i r k a ç ö r n e i n i a l g 1l a d 1. V a r o l a n ö r n e i k o r u y a b i l i r v e y a g ü n c e l l e _t i r e b i l i r y a d a t a m a m e n y e n i b i r ö r n e k y ü k l e y e b i l i r s i n i z . 1 9 0 8 = & K o r u m a k v e y a g ü n c e l l e _t i r m e k i s t e d i i n i z u y g u l a m a ö r n e i n i a _a 1d a s e ç i n : 1 9 0 9 = G ö r ü n e n A d 1 9 1 0 = Y ü k l e m e K o n u m u 2 0 0 1 = % s K u r , k u r u l u m s ü r e s i n c e s i z e y a r d 1m c 1 o l a c a k I n s t a l l S h i e l d S i h i r b a z 1' n 1 h a z 1r l 1y o r . L ü t f e n b e k l e y i n . 2 0 0 2 = H a t a K o d u : 2 0 0 3 = H a t a B i l g i l e r i : 2 0 0 4 = K u r ç a l 1_t 1r 1l 1r k e n b i r h a t a ( % s ) o l u _t u . 2 0 0 5 = L ü t f e n ö n c e d e n b a _l a t m 1_ o l d u u n u z b i r k u r u l u m v a r s a t a m a m l a d 1 1n 1z d a n v e d i e r p r o g r a m l a r 1 k a p a t t 1 1n 1z d a n e m i n o l u n . H a t a y 1 g i d e r e m e z s e n i z , l ü t f e n s a t 1c 1n 1z a b a _v u r u n : % s . 2 0 0 6 = & A y r 1n t 1 2 0 0 7 = & R a p o r 2 0 0 8 = K u r u l u m u b a _l a t m a k i ç i n y e t e r l i d i s k a l a n 1 y o k . L ü t f e n k u r u l u m u b a _l a t m a d a n ö n c e % l d K B y e r a ç 1n ( % s s ü r ü c ü n ü z d e ) . 2 0 0 9 = B u u y g u l a m a y 1 y ö n e t i c i h a k l a r 1n a s a h i p o l a n b i r k u l l a n 1c 1 y ü k l e d i . D e i _t i r m e k v e y a k a l d 1r m a k i ç i n a y n 1 a y r 1c a l 1k l a r a s a h i p o l m a n 1z g e r e k i r . 2 0 1 0 = B u k u r u l u m u n b a _k a b i r s ü r ü m ü z a t e n ç a l 1_1y o r . B u k u r u l u m u y e n i d e n ç a l 1_t 1r m a d a n ö n c e t a m a m l a n m a s 1n 1 b e k l e y i n v e y a i _l e m i i p t a l e d i n . 2 1 4 3 = G ü v e n l i k U y a r 1s 1 2 1 4 4 = K u r u l u m a d e v a m e t m e k i s t i y o r m u s u n u z ? 2 1 4 6 = B u u y g u l a m a n 1n k a y n a 1 v e g ü v e n i l i r l i i d o r u l a n a m 1y o r . % s Y a l n 1z c a , y a y 1n c 1y 1 t a n 1y o r v e g ü v e n i y o r s a n 1z v e b u u y g u l a m a n 1n i l k y a y 1n l a n m a s 1n d a n s o n r a d e i _t i r i l m e d i i n d e n e m i n s e n i z d e v a m e d i n . 2 1 4 7 = B u & k u r p r o g r a m 1n a g ü v e n m i y o r u m 2 1 4 8 = & G ü v e n l i k r i s k i n i n f a r k 1n d a y 1m v e d e v a m e t m e k i s t i y o r u m 2 1 5 1 = B u u y g u l a m a y a y 1n c 1s 1 t a r a f 1n d a n i m z a l a n m a d 1 1n d a n , k a y n a 1 v e g ü v e n i l i r l i i d o r u l a n a m 1y o r . Y a l n 1z c a , y a y 1n c 1y 1 t a n 1y o r v e g ü v e n i y o r s a n 1z v e b u u y g u l a m a n 1n i l k y a y 1n l a n m a s 1n d a n s o n r a d e i _t i r i l m e d i i n d e n e m i n s e n i z d e v a m e d i n . 2 1 5 2 = B u u y g u l a m a n 1n k a y n a 1 v e b ü t ü n l ü ü d o r u l a n a m a d 1. Y a z 1l 1m 1 i m z a l a m a k i ç i n k u l l a n 1l a n s e r t i f i k a n 1n k u l l a n 1m s ü r e s i d o l m u _ v e y a g e ç e r l i v e y a g ü v e n i l i r d e i l . Y a l n 1z c a y a y 1n c 1y 1 g ü v e n i l i r b i r i o l a r a k t a n 1y o r s a n 1z v e b u u y g u l a m a n 1n y a y 1n l a n d 1k t a n s o n r a d e i _t i r i l m e d i i n d e n e m i n s e n i z d e v a m e t m e l i s i n i z . 2 1 5 3 = Y a z 1l 1m b o z u k v e y a i l k y a y 1n l a n m a s 1n d a n s o n r a d e i _t i r i l m i _. B u k u r u l u m a d e v a m e t m e m e l i s i n i z . 2 1 5 4 = B u k u r u l u m % s B E T A S Ü R Ü M Ü i l e o l u _t u r u l d u 2 1 5 5 = B u k u r u l u m % s D E E R L E N D 0R M E S Ü R Ü M Ü i l e o l u _t u r u l d u 2 1 5 6 = L ü t f e n p a r o l a y 1 g i r i n 2 1 5 7 = B u k u r u l u m , i ç M S I d o s y a s 1n 1n a y 1k l a n m a s 1n 1 d e s t e k l e m e y e n % s ü r ü n ü n ü n D E E R L E N D 0R M E S Ü R Ü M Ü i l e o l u _t u r u l m u _. I n s t a l l S h i e l d 1n t a m s ü r ü m ü b u i _l e v i d e s t e k l e r . E k b i l g i i ç i n Q 2 0 0 9 0 0 n u m a r a l 1 I n s t a l l S h i e l d K B m a k a l e s i n e b a k 1n . 2 1 5 8 = B u k u r u l u m , % s ü r ü n ü n ü n D E E R L E N D 0R M E S Ü R Ü M Ü i l e o l u _t u r u l m u _. D e e r l e n d i r m e k u r u l u m l a r 1, o l u _t u r u l d u k t a n s o n r a y a l n 1z c a % s g ü n s ü r e y l e ç a l 1_1r . T e k r a r ç a l 1_t 1r m a k i ç i n k u r u l u m u y e n i d e n o l u _t u r u n . K u r u l u m _i m d i s o n l a n d 1r 1l a c a k . 2 1 5 9 = B u k u r u l u m % s t a r i h i n e k a d a r ç a l 1_1r . K u r u l u m _i m d i s o n l a n d 1r 1l a c a k . [ L a n g u a g e s ] 0 x 0 4 0 1 = A r a p ç a 0 x 0 4 0 2 = B u l g a r c a 0 x 0 4 0 3 = K a t a l a n c a 0 x 0 4 0 4 = Ç i n c e ( G e l e n e k s e l ) 0 x 0 4 0 5 = Ç e k ç e 0 x 0 4 0 6 = D a n c a 0 x 0 4 0 7 = A l m a n c a 0 x 0 4 0 8 = Y u n a n c a 0 x 0 4 0 9 = 0n g i l i z c e 0 x 0 4 0 a = 0s p a n y o l c a 0 x 0 4 0 b = F i n c e 0 x 0 4 0 c = F r a n s 1z c a ( S t a n d a r t ) 0 x 0 4 0 d = 0b r a n i c e 0 x 0 4 0 e = M a c a r c a 0 x 0 4 1 0 = 0t a l y a n c a 0 x 0 4 1 1 = J a p o n c a 0 x 0 4 1 2 = K o r e D i l i 0 x 0 4 1 3 = H o l l a n d a D i l i 0 x 0 4 1 4 = N o r v e ç D i l i 0 x 0 4 1 5 = L e h ç e 0 x 0 4 1 6 = P o r t e k i z c e ( B r e z i l y a ) 0 x 0 4 1 8 = R u m e n c e 0 x 0 4 1 9 = R u s ç a 0 x 0 4 1 a = H 1r v a t ç a 0 x 0 4 1 b = S l o v a k ç a 0 x 0 4 1 d = 0s v e ç D i l i 0 x 0 4 1 e = T a y D i l i 0 x 0 4 1 f = T ü r k ç e 0 x 0 4 2 1 = E n d o n e z y a D i l i 0 x 0 4 2 4 = S l o v e n c e 0 x 0 4 2 d = B a s k D i l i 0 x 0 8 0 4 = Ç i n c e ( B a s i t l e _t i r i l m i _) 0 x 0 8 1 6 = P o r t e k i z c e ( S t a n d a r t ) 0 x 0 c 0 c = F r a n s 1z c a ( K a n a d a ) 0 x 0 c 1 a = S 1r p ç a ( K r i l )Download Driver Pack
After your driver has been downloaded, follow these simple steps to install it.
Expand the archive file (if the download file is in zip or rar format).
If the expanded file has an .exe extension, double click it and follow the installation instructions.
Otherwise, open Device Manager by right-clicking the Start menu and selecting Device Manager.
Find the device and model you want to update in the device list.
Double-click on it to open the Properties dialog box.
From the Properties dialog box, select the Driver tab.
Click the Update Driver button, then follow the instructions.
Very important: You must reboot your system to ensure that any driver updates have taken effect.
For more help, visit our Driver Support section for step-by-step videos on how to install drivers for every file type.