ÿþ[ 0 x 0 4 1 d ] 1 1 0 0 = I n i t i e r i n g s f e l v i d i n s t a l l a t i o n e n 1 1 0 1 = % s 1 1 0 2 = % 1 s t a r t a r % 2 s o m k o m m e r a t t l e d a d i g g e n o m i n s t a l l a t i o n e n . V ä n t a . 1 1 0 3 = K o n t r o l l e r a r o p e r a t i v s y s t e m v e r s i o n 1 1 0 4 = K o n t r o l l e r a r v e r s i o n e n a v W i n d o w s ( R ) I n s t a l l e r 1 1 0 5 = K o n f i g u r e r a r W i n d o w s I n s t a l l e r 1 1 0 6 = K o n f i g u r e r a r % s 1 1 0 7 = I n s t a l l a t i o n s p r o g r a m m e t h a r k o n f i g u r e r a t W i n d o w s I n s t a l l e r p å d a t o r n . O m d u v i l l f o r t s ä t t a i n s t a l l a t i o n e n m å s t e d a t o r n s t a r t a s o m . S t a r t a o m d a t o r n g e n o m a t t k l i c k a p å S t a r t a o m . 1 1 0 8 = % s 1 1 2 5 = V ä l j i n s t a l l a t i o n s s p r å k 1 1 2 6 = V ä l j i n s t a l l a t i o n s s p r å k b l a n d v a l e n n e d a n . 1 1 2 7 = I n s t a l l a t i o n s p r o g r a m m e t m å s t e s t a r t a s o m f ö r a t t s l u t f ö r a k o n f i g u r a t i o n e n a v W i n d o w s I n s t a l l e r . K l i c k a p å J a f ö r a t t s t a r t a o m n u o c h N e j o m d u v i l l s t a r t a o m s e n a r e . 1 1 2 8 = I n s t a l l a t i o n s p r o g r a m m e t u p p g r a d e r a r ' % s ' . V i l l d u f o r t s ä t t a ? 1 1 2 9 = E n s e n a r e v e r s i o n a v ' % s ' f i n n s r e d a n i n s t a l l e r a d p å d e n h ä r m a s k i n e n . D e t g å r i n t e a t t f o r t s ä t t a i n s t a l l a t i o n e n . 1 1 3 0 = O K 1 1 3 1 = A v b r y t 1 1 3 2 = L ö s e n o r d : 1 1 3 3 = I n s t a l l e r a 1 1 3 4 = & N ä s t a > 1 1 5 0 = E n i n k o m p a t i b e l v e r s i o n a v W i n d o w s h a r u p p t ä c k t s . K l i c k a p å O K o c h s t a r t a o m i n s t a l l a t i o n e n p å W i n d o w s 9 5 , W i n d o w s N T 4 . 0 S P 6 e l l e r s e n a r e 1 1 5 1 = E t t f e l u p p s t o d v i d s k r i v n i n g t i l l d e n t e m p o r ä r a p l a t s e n 1 1 5 2 = D e t u p p s t o d e t t f e l n ä r % s s k u l l e e x t r a h e r a s t i l l d e n t e m p o r ä r a p l a t s e n . 1 1 5 3 = E t t f e l u p p s t o d v i d l ä s n i n g a v i n i t i e r i n g s f i l e n t i l l i n s t a l l a t i o n s p r o g r a m m e t . 1 1 5 4 = I n s t a l l a t i o n s p r o g r a m m e t f i n n s i n t e i % s 1 1 5 5 = F i l e n % s f i n n s i n t e 1 1 5 6 = I n t e r n t f e l i W i n d o w s I n s t a l l e r 1 1 5 8 = F e l v i d i f y l l n a d a v s t r ä n g a r . V e r i f i e r a a t t a l l a s t r ä n g a r i S e t u p . i n i ä r g i l t i g a . 1 2 0 0 = S t a r t a o m 1 2 0 1 = I n s t a l l a t i o n e n k r ä v e r % l u k B d i s k u t r y m m e i % s . F r i g ö r m i n n e o c h f ö r s ö k i g e n . 1 2 0 2 = D u h a r i n t e d e å t k o m s t r ä t t i g h e t e r s o m k r ä v s f ö r a t t k u n n a ä n d r a i n s t a l l a t i o n e n f ö r a l l a a n v ä n d a r e . L o g g a p å s o m a d m i n i s t r a t ö r o c h f ö r s ö k a t t i n s t a l l e r a p å n y t t . 1 2 0 3 = K o m m a n d o r a d s p a r a m e t r a r : 1 2 0 4 = / L s p r å k - I D 1 2 0 5 = / S d ö l j i n i t i e r i n g s d i a l o g r u t a n . A n v ä n d f ö r t y s t l ä g e : / S / v / q n . 1 2 0 6 = / V p a r a m e t r a r t i l l M s i E x e c . e x e 1 2 0 7 = W i n d o w s ( R ) I n s t a l l e r % s h i t t a d e s . D e t h ä r ä r e n ä l d r e v e r s i o n a v W i n d o w s ( R ) I n s t a l l e r . K l i c k a p å O K o m d u v i l l f o r t s ä t t a . 1 2 0 8 = A N S I - k o d s i d a f ö r % s h a r e j i n s t a l l e r a t s i s y s t e m e t o c h d ä r f ö r k a n i n t e i n s t a l l a t i o n e n s k e p å d e t v a l d a s p r å k e t . K ö r i n s t a l l a t i o n e n o c h v ä l j e t t a n n a t s p r å k . 1 2 1 0 = I n s t a l l a t i o n e n k r ä v e r W i n d o w s I n s t a l l e r v e r s i o n % s e l l e r s e n a r e f ö r a t t i n s t a l l e r a M i c r o s o f t . N E T F r a m e w o r k v e r s i o n 2 . 0 . I n s t a l l e r a W i n d o w s I n s t a l l e r v e r s i o n % s e l l e r s e n a r e o c h f ö r s ö k i g e n . 1 6 0 3 = F e l v i d i n s t a l l a t i o n a v i n s t a l l a t i o n s p r o g r a m e t s W i n d o w s - m o t o r . E n f i l s o m m å s t e e r s ä t t a s a n v ä n d s t r o l i g e n . S t ä n g a l l a p r o g r a m o c h f ö r s ö k p å n y t t . 1 6 0 4 = D e n h ä r i n s t a l l a t i o n e n s a k n a r p r o g r a m m e t t i l l W i n d o w s I n s t a l l e r ( % s ) s o m b e h ö v s f ö r a t t k ö r a i n s t a l l a t i o n e n p å d e t h ä r o p e r a t i v s y s t e m e t . 1 6 0 7 = K u n d e i n t e i n s t a l l e r a % s S c r i p t i n g R u n t i m e . 1 6 0 8 = D e t g i c k i n t e a t t s k a p a i n s t a n s f ö r I n s t a l l D r i v e r , s v a r s k o d : % d 1 6 0 9 = A n g e v a r i n s t a l l a t i o n s p a k e t e t s k a s p a r a s . 1 6 1 1 = K u n d e i n t e e x t r a h e r a f i l e n % s . 1 6 1 2 = E x t r a h e r a r f i l e r . 1 6 1 3 = H ä m t a r h e m f i l e n % s . 1 6 1 4 = D e t u p p s t o d e t t f e l n ä r d u s k u l l e h ä m t a h e m f i l e n % s . V a d v i l l d u g ö r a ? 1 6 1 5 = t i m . 1 6 1 6 = m i n . 1 6 1 7 = s e k . 1 6 1 8 = M B 1 6 1 9 = K B 1 6 2 0 = / s e k . 1 6 2 1 = K u n d e i n t e v e r i f i e r a s i g n a t u r e n f ö r f i l % s . 1 6 2 2 = B e r ä k n a d å t e r s t å e n d e t i d : 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 = F ö r b e r e d e r i n s t a l l a t i o n a v . . . 1 6 2 5 = F å h j ä l p m e d d e n h ä r i n s t a l l a t i o n e n . 1 6 2 6 = H j ä l p 1 6 2 7 = K u n d e i n t e s p a r a f i l e n : % s 1 6 2 8 = K u n d e i n t e s l u t f ö r a s c r i p t b a s e r a d i n s t a l l a t i o n . 1 6 2 9 = O g i l t i g k o m m a n d o r a d . 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 = I n i t i e r i n g s f e l v i d i n s t a l l a t i o n e n . K u n d e e j k o p i e r a p r o c e s s e n . 1 6 3 5 = F i l e n % s f i n n s r e d a n . V i l l d u b y t a u t d e n ? 1 6 4 2 = K u n d e i n t e v e r i f i e r a s i g n a t u r e n . D u m å s t e h a I n t e r n e t E x p l o r e r 3 . 0 2 e l l e r s e n a r e m e d A u t h e n t i c o d e - u p p d a t e r i n g . 1 6 4 3 = I n s t a l l a t i o n s p r o g r a m m e t k r ä v e r e n s e n a r e v e r s i o n a v W i n I n e t . d l l . D u k a n s k e m å s t e i n s t a l l e r a I n t e r n e t E x p l o r e r 3 . 0 2 e l l e r s e n a r e . 1 6 4 4 = D u h a r i n t e d e å t k o m s t r ä t t i g h e t e r s o m k r ä v s f ö r a t t k u n n a ä n d r a i n s t a l l a t i o n e n f ö r a l l a a n v ä n d a r e . L o g g a p å s o m a d m i n i s t r a t ö r o c h f ö r s ö k a t t i n s t a l l e r a p å n y t t . 1 6 4 5 = E t t f e l u p p s t o d n ä r M i c r o s o f t ( R ) . N E T F r a m e w o r k i n s t a l l e r a d e s . R e t u r k o d : % d 1 6 4 6 = % s a n v ä n d e r M i c r o s o f t ( R ) . N E T % s F r a m e w o r k s o m t i l l v a l . V i l l d u i n s t a l l e r a d e t n u ? 1 6 4 8 = E n i n k o m p a t i b e l v e r s i o n a v W i n d o w s h a r u p p t ä c k t s . K l i c k a p å O K o c h s t a r t a o m i n s t a l l a t i o n e n p å W i n d o w s 9 5 , W i n d o w s N T 4 . 0 S P 3 e l l e r s e n a r e 1 6 4 9 = % s k a n a n v ä n d a 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 . V i l l d u i n s t a l l e r a d e t n u ? 1 6 5 0 = ( D e t t a k o m m e r ä v e n a t t i n s t a l l e r a . N E T F r a m e w o r k . ) 1 6 5 1 = I n s t a l l a t i o n e n h a r u p p t ä c k t e n i c k e k o m p a t i b e l v e r s i o n a v W i n d o w s . K l i c k a p å O K f ö r a t t b e k r ä f t a a t t m å l s y s t e m e t k ö r W i n d o w s 2 0 0 0 S e r v i c e P a c k ( e l l e r s e n a r e ) , i n n a n i n s t a l l a t i o n e n å t e r s t a r t a s 1 6 5 2 = % s k r ä v e r a t t f ö l j a n d e o b j e k t ä r i n s t a l l e r a d e p å d a t o r n . K l i c k a p å I n s t a l l e r a f ö r a t t p å b ö r j a i n s t a l l a t i o n e n a v d e m . 1 6 5 3 = I n s t a l l e r a r % s 1 6 5 4 = V i l l d u a v s l u t a i n s t a l l a t i o n e n n ä r % s h a r i n s t a l l e r a t s k l a r t ? 1 6 5 5 = F i l e r n a f ö r i n s t a l l a t i o n s f ö r u t s ä t t n i n g % s h i t t a d e s i n t e . I n s t a l l a t i o n e n a v b r y t s . D e t t a b e r o r f ö r m o d l i g e n p å e n m i s s l y c k a d e l l e r a v b r u t e n h ä m t n i n g . 1 6 5 6 = I n s t a l l a t i o n e n a v % s v e r k a r h a m i s s l y c k a t s . V i l l d u f o r t s ä t t a i n s t a l l a t i o n e n ? 1 6 5 7 = S l u t f ö r d 1 6 5 8 = I n s t a l l e r a r 1 6 5 9 = V ä n t a r 1 6 6 0 = I n s t a l l e r a t 1 6 6 1 = S t a t u s 1 6 6 2 = F ö r u t s ä t t n i n g 1 6 6 3 = M i s s l y c k a d 1 6 6 4 = E x t r a h e r a r 1 6 6 5 = H ä m t a r 1 6 6 6 = I g n o r e r a d 1 6 6 7 = I n s t a l l a t i o n e n a v % s m i s s l y c k a d e s . I n s t a l l a t i o n e n a v s l u t a s . 1 6 6 8 = I n s t a l l a t i o n e n a v % s k r ä v e r o m s t a r t . K l i c k a p å J a f ö r a t t s t a r t a o m n u o c h N e j o m d u v i l l s t a r t a o m s e n a r e . 1 6 6 9 = % 1 a n v ä n d e r a l t e r n a t i v t % 2 . V i l l d u i n s t a l l e r a d e t n u ? 1 6 7 0 = K u n d e i n t e l ä s a i n m o d u l % s , F e l k o d : % d 1 6 7 1 = H ä m t a r f i l % 2 a v % 3 : % 1 1 7 0 0 = E t t f e l u p p s t o d n ä r I n s t a l l S c r i p t - m o t o r n s k u l l e i n i t i a l i s e r a s 1 7 0 1 = K u n d e i n t e e x t r a h e r a s t ö d f i l e r f ö r I n s t a l l S c r i p t - m o t o r t i l l t i l l f ä l l i g p l a t s 1 7 0 2 = M e d d e n h ä r i n s t a l l a t i o n e n k a n d u i n s t a l l e r a f l e r a i n s t a n s e r a v p r o d u k t e n . M a r k e r a d e n i n s t a n s d u v i l l i n s t a l l e r a o c h k l i c k a s e d a n p å N ä s t a f ö r a t t f o r t s ä t t a : 1 7 0 3 = & I n s t a l l e r a e n n y i n s t a n s 1 7 0 4 = & U n d e r h å l l e l l e r u p p g r a d e r a e n b e f i n t l i g i n s t a n s 1 7 0 5 = S t a n d a r d 1 7 0 6 = I n s t a n s - I D 1 7 0 7 = P r o d u k t n a m n 1 7 0 8 = P l a t s 1 7 1 0 = M e d d e n h ä r i n s t a l l a t i o n e n k a n d u k o r r i g e r a f l e r a i n s t a n s e r a v p r o d u k t e n . M a r k e r a e t t a l t e r n a t i v n e d a n f ö r a t t a n g e h u r d u v i l l a n v ä n d a d e n h ä r k o r r i g e r i n g e n o c h k l i c k a s e d a n p å N ä s t a f ö r a t t f o r t s ä t t a . 1 7 1 1 = K o r r i g e r a & a l l a b e f i n t l i g a i n s t a n s e r 1 7 1 2 = & K o r r i g e r a e n b e f i n t l i g i n s t a n s 1 7 1 3 = D e n h ä r i n s t a l l a t i o n e n k r ä v e r W i n d o w s I n s t a l l e r v e r s i o n 4 . 5 e l l e r s e n a r e . I n s t a l l a t i o n s p r o g r a m m e t a v s l u t a s n u . 1 7 1 4 = E x p a n d e r a r 1 7 1 5 = V e r s i o n 1 8 0 4 = V ä l j i n s t a l l a t i o n s s p r å k 1 8 1 2 = V ä l j i n s t a l l a t i o n s s p r å k f r å n n å g o t a v n e d a n s t å e n d e a l t e r n a t i v . 1 8 1 3 = & O K 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 = A v b r y t 1 8 3 4 = & N ä s t a > 1 8 3 5 = < & T i l l b a k a 1 8 3 7 = V i l l d u i n s t a l l e r a % s ? 1 8 3 8 = Ä k t h e t e n v e r i f i e r a d 1 8 3 9 = I d e n t i t e t e n p å p r o g r a m v a r a n s u t g i v a r e v e r i f i e r a d e s a v % s . 1 8 4 0 = V a r n i n g ! % s i n t y g a r a t t p r o g r a m v a r a n ä r s ä k e r . D u b ö r e n d a s t f o r t s ä t t a o m d u l i t a r p å a t t % s k a n i n t y g a d e t t a . 1 8 4 1 = & L i t a a l l t i d p å p r o g r a m v a r a s o m u t g i v i t s a v % s . 1 8 4 2 = D e n h ä r p r o g r a m v a r a n h a r i n t e ä n d r a t s s e d a n d e n u t g a v s a v % s . O m d u v i l l i n s t a l l e r a % s k l i c k a r d u p å N ä s t a . 1 8 5 4 = I n s t a l l S h i e l d 1 8 6 5 = F ö r b e r e d a i n s t a l l a t i o n s p r o g r a m m e t 1 8 6 6 = V ä n t a m e d a n G u i d e n I n s t a l l S h i e l d f ö r b e r e d e r i n s t a l l a t i o n s p r o g r a m m e t . 1 8 7 2 = S l u t f ö r 1 8 7 3 = Ö v e r f ö r i n g s h a s t i g h e t : 1 8 7 4 = B e r ä k n a d å t e r s t å e n d e t i d : 1 8 8 0 = / s 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 = A v b r y t i n s t a l l a t i o n e n 1 8 8 9 = Ä r d u s ä k e r p å a t t d u v i l l a v b r y t a i n s t a l l a t i o n e n ? 1 9 0 1 = & I n s t a l l e r a e n n y k o p i a a v d e n h ä r p r o d u k t e n 1 9 0 3 = B e h ö r i g ( a ) p r o d u k t ( e r ) i d e n t i f i e r a d ( e ) 1 9 0 4 = V ä l j v i l k e n p r o d u k t s o m s k a u p p d a t e r a s . 1 9 0 5 = I n s t a l l a t i o n s p r o g r a m m e t h a r i d e n t i f i e r a t f ö l j a n d e p r o d u k t ( e r ) p å d a t o r n s o m b e h ö r i g ( a ) f ö r u p p d a t e r i n g e n . 1 9 0 6 = & U p p d a t e r a d e n p r o d u k t s o m v a l t s n e d a n 1 9 0 7 = I n s t a l l a t i o n e n h a r u p p t ä c k t a t t e n e l l e r f l e r a i n s t a n s e r a v d e t h ä r p r o g r a m m e t r e d a n f i n n s i s y s t e m e t . D u k a n u n d e r h å l l a e l l e r u p p d a t e r a e n b e f i n t l i g i n s t a n s a v p r o g r a m m e t e l l e r i n s t a l l e r a e n h e l t n y . 1 9 0 8 = V ä l j d e n i n s t a n s a v p r o g r a m m e t s o m d u v i l l & u n d e r h å l l a e l l e r u p p d a t e r a n e d a n : 1 9 0 9 = V i s a n a m n 1 9 1 0 = I n s t a l l a t i o n s p l a t s 2 0 0 1 = % s I n s t a l l a t i o n s p r o g r a m m e t f ö r b e r e d e r G u i d e n I n s t a l l S h i e l d s o m v ä g l e d e r d i g g e n o m r e s t e n a v i n s t a l l a t i o n e n . V ä n t a . 2 0 0 2 = F e l k o d : 2 0 0 3 = F e l i n f o r m a t i o n : 2 0 0 4 = E t t f e l ( % s ) u p p s t o d n ä r i n s t a l l a t i o n s p r o g r a m m e t k ö r d e s . 2 0 0 5 = S e t i l l a t t d u h a r s l u t f ö r t a l l a t i d i g a r e i n s t a l l a t i o n e r o c h s t ä n g t a n d r a p r o g r a m O m f e l e t k v a r s t å r k o n t a k t a r d u d i n l e v e r a n t ö r : % s . 2 0 0 6 = & I n f o r m a t i o n 2 0 0 7 = & R a p p o r t 2 0 0 8 = D e t f i n n s i n t e t i l l r ä c k l i g t m e d u t r y m m e f ö r a t t p å b ö r j a i n s t a l l a t i o n e n . F r i g ö r m i n s t % l d K B p å d i n % s d i s k e n h e t i n n a n d u k ö r i n s t a l l a t i o n s p r o g r a m m e t . 2 0 0 9 = E n a n v ä n d a r e m e d a d m i n i s t r a t ö r s b e h ö r i g h e t i n s t a l l e r a d e d e t h ä r p r o g r a m m e t . D u m å s t e h a l i k n a n d e b e h ö r i g h e t f ö r a t t ä n d r a e l l e r a v i n s t a l l e r a d e t . 2 0 1 0 = E n a n n a n i n s t a n s a v d e n n a i n s t a l l a t i o n k ö r s r e d a n . D u m å s t e v ä n t a t i l l s d e n h a r a v s l u t a t s , e l l e r a v b r y t a d e n , i n n a n d e n n a i n s t a l l a t i o n k a n k ö r a s i g e n . 2 1 4 3 = S ä k e r h e t s v a r n i n g 2 1 4 4 = V i l l d u f o r t s ä t t a a t t k ö r a i n s t a l l a t i o n s p r o g r a m m e t ? 2 1 4 6 = D e t g i c k i n t e a t t v e r i f i e r a p r o g r a m m e t s u r s p r u n g o c h o m d e t ä r f r i t t f r å n v i r u s . % s D u b ö r e n d a s t f o r t s ä t t a o m d u ä r s ä k e r p å a t t d u k a n l i t a p å u t g i v a r e n o c h v e t a t t d e t h ä r p r o g r a m m e t i n t e h a r ä n d r a t s s e d a n u t g i v n i n g e n . 2 1 4 7 = J a g & l i t a r i n t e p å d e t h ä r i n s t a l l a t i o n s p r o g r a m m e t 2 1 4 8 = J a g & ä r m e d v e t e n o m s ä k e r h e t s r i s k e n o c h v i l l f o r t s ä t t a 2 1 5 1 = D e t g i c k i n t e a t t v e r i f i e r a d e t h ä r p r o g r a m m e t s u r s p r u n g o c h o m d e t ä r f r i t t f r å n v i r u s e f t e r s o m u t g i v a r e n i n t e b e k r ä f t a t a t t d e n n e ä r u t g i v a r e a v p r o g r a m m e t . D u b ö r e n d a s t f o r t s ä t t a o m d u ä r s ä k e r p å a t t d u k a n l i t a p å u t g i v a r e n o c h v e t a t t d e t h ä r p r o g r a m m e t i n t e h a r ä n d r a t s s e d a n u t g i v n i n g e n . 2 1 5 2 = D e t h ä r p r o g r a m m e t s u r s p r u n g o c h i n t e g r i t e t k u n d e r i n t e v e r i f i e r a s . C e r t i f i k a t e t s o m a n v ä n d e s v i d r e g i s t r e r i n g e n a v p r o g r a m m e t h a r u p p h ö r t a t t g ä l l a , ä r o g i l t i g t e l l e r o t i l l f ö r l i t l i g t . D u b ö r e n d a s t f o r t s ä t t a o m d u k ä n n e r i g e n u t g i v a r e n o c h l i t a r p å d e n n e o c h o m d u ä r s ä k e r p å a t t d e t h ä r p r o g r a m m e t i n t e h a r ä n d r a t s e f t e r u t g i v n i n g e n . 2 1 5 3 = P r o g r a m v a r a n ä r s k a d a d e l l e r h a r ä n d r a t s s e d a n u t g i v n i n g e n . D u b ö r i n t e f o r t s ä t t a m e d i n s t a l l a t i o n e n . 2 1 5 4 = D e n h ä r i n s t a l l a t i o n e n s k a p a d e s m e d e n B E T A V E R S I O N a v % s 2 1 5 5 = D e n h ä r i n s t a l l a t i o n e n s k a p a d e s m e d e n U T V Ä R D E R I N G S V E R S I O N a v % s 2 1 5 6 = A n g e l ö s e n o r d e t [ L a n g u a g e s ] 0 x 0 4 0 1 = A r a b i c 0 x 0 4 0 2 = B u l g a r i s k a 0 x 0 4 0 3 = K a t a l a n s k a 0 x 0 4 0 4 = K i n e s i s k a ( t r a d i t i o n e l l ) 0 x 0 4 0 5 = T j e c k i s k a 0 x 0 4 0 6 = D a n s k a 0 x 0 4 0 7 = T y s k a 0 x 0 4 0 8 = G r e k i s k a 0 x 0 4 0 9 = E n g e l s k a 0 x 0 4 0 a = S p a n s k a 0 x 0 4 0 b = F i n s k a 0 x 0 4 0 c = F r a n s k a ( s t a n d a r d ) 0 x 0 4 0 d = H e b r e w 0 x 0 4 0 e = U n g e r s k a 0 x 0 4 1 0 = I t a l i e n s k a 0 x 0 4 1 1 = J a p a n s k a 0 x 0 4 1 2 = K o r e a n s k a 0 x 0 4 1 3 = N e d e r l ä n d s k a 0 x 0 4 1 4 = N o r s k a 0 x 0 4 1 5 = P o l s k a 0 x 0 4 1 6 = P o r t u g i s i s k a ( b r a s i l i a n s k ) 0 x 0 4 1 8 = R u m ä n s k a 0 x 0 4 1 9 = R y s k a 0 x 0 4 1 a = K r o a t i s k a 0 x 0 4 1 b = S l o v a k i s k a 0 x 0 4 1 d = S v e n s k a 0 x 0 4 1 e = T h a i l ä n d s k a 0 x 0 4 1 f = T u r k i s k a 0 x 0 4 2 1 = I n d o n e s i s k a 0 x 0 4 2 4 = S l o v e n s k a 0 x 0 4 2 d = B a s k i s k a 0 x 0 8 0 4 = K i n e s i s k a ( f ö r e n k l a d ) 0 x 0 8 1 6 = P o r t u g i s i s k a ( s t a n d a r d ) 0 x 0 c 0 c = F r a n s k a ( k a n a d e n s i s k ) 0 x 0 c 1 a = S e r b i s k a ( k y r i l l i s k s k r i f t )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.