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��[ M a i n ] D i s p l a y N a m e = T i � n g V i � t [ D B _ F o r m P a s s e n g e r ] b t n C l o s e . H i n t = � n g c h k 1 . C a p t i o n = C � c t � p t i n c � u h � n h c h k 2 . C a p t i o n = C � c t � p t i n g i � y p h � p c h k 3 . C a p t i o n = T h � m � c t � i v � d r i v e r c h k 4 . C a p t i o n = T h � m � c s a o l �u d r i v e r b t n Y e s . C a p t i o n = C � b t n N o . C a p t i o n = K h � n g l b l 2 . C a p t i o n = C h � n d � l i � u m � b � n m u � n x � a b � ( K h � n g k h u y � n n g h � ) : [ D B _ F o r m S a l e C r a c k ] l b l T i t l e . C a p t i o n = B � n a n g s � d � n g D r i v e r B o o s t e r p h i � n b � n k h � n g c h � n h t h � c ! l b l I n f o 1 . C a p t i o n = N � k h � n g c h � l � m c h � m h o � c t r e o m � y t � n h c � a b � n m � c � n c � t h � l � m r � r � d � l i � u c � n h � n d o c h � a n h � n g m � � c h � i . T � i p h i � n b � n D r i v e r B o o s t e r P R O c h � n h t h � c � t r � n h g � y t r e o h � t h � n g v � c h � n g r � r � d � l i � u c � n h � n . b t n C l o s e . H i n t = � n g b t n G e t F r e e . C a p t i o n = N H � N M I � N P H � b t n G e t P r o . C a p t i o n = N H � N P R O [ D B _ F r a m e T o o l s ] l b l C o m m o n _ N e w . C a p t i o n = H o t F i x T o o l s : l b l O t h e r . C a p t i o n = C � c c � n g c � h � u � c h k h � c : b t n R e s c u e . C a p t i o n = S a o l �u & K h � i p h � c b t n R e s c u e . H i n t = K h � i p h � c h � t h � n g c � a b � n v � t r � n g t h � i b � n h t h �� n g n � u c � b � t k � s � c � n � o x � y r a . b t n S o u n d . C a p t i o n = K h � c p h � c k h � n g c � � m t h a n h b t n S o u n d . H i n t = K h � c p h � c s � c � � m t h a n h c � a t h i � t b � � m t h a n h c � a b � n . b t n N e t w o r k . C a p t i o n = S � a l � i m � n g b t n N e t w o r k . H i n t = K h � c p h � c s � c � k � t n � i m � n g c � a t h i � t b � m � n g c � a b � n . b t n E r r o r . C a p t i o n = S � a l � i t h i � t b � b t n E r r o r . H i n t = S � a l � i t h i � t b � c � a b � n . b t n D i s p l a y . C a p t i o n = K h � c p h � c � p h � n g i � i k � m b t n D i s p l a y . H i n t = S � a � p h � n g i � i k h � n g c h � n h x � c c � a t h i � t b � h i � n t h � c � a b � n . b t n C l e a n _ 1 . C a p t i o n = X � a d � l i � u t h i � t b � k h � n g h � p l � b t n C l e a n _ 1 . H i n t = X � a d � l i � u t h i � t b � k h � n g h � p l � t r � n m � y t � n h c � a b � n . b t n S y s I n f o . C a p t i o n = T h � n g t i n h � t h � n g b t n S y s I n f o . H i n t = T h u t h � p v � h i � n t h � t h � n g t i n c h i t i � t v � h � t h � n g c � a b � n . b t n I S U . C a p t i o n = T r � n h c � p n h � t p h � n m � m b t n I S U . H i n t = D � d � n g q u � t v � c � p n h � t t � t c � c � c c h ��n g t r � n h c � a b � n l � n p h i � n b � n m � i n h � t . b t n O f f l i n e D r v . C a p t i o n = T r � n h c � p n h � t d r i v e r n g o � i t u y � n b t n O f f l i n e D r v . H i n t = C � p n h � t t r � n h i � u k h i � n n g o � i t u y � n c h o c a r d m � n g v � c h o h � t h � n g � c � i � t h o � c n � n g c � p . b t n i T o p . C a p t i o n = V P N m i � n p h � v � n h a n h c h � n g b t n i T o p . H i n t = G i � c � c h o � t � n g t r � c t u y � n c � a b � n a n t o � n v � r i � n g t �. b t n I S R . C a p t i o n = T r � n h g h i m � n h � n h b t n I S R . H i n t = G h i l � i m i � n p h � b � t k � m � n h � n h P C , t r � c h �i v � w e b c a m n � o . b t n I n c o m p a t i b l e d r i v e r s . C a p t i o n = S � a T r � n h i � u k h i � n K h � n g t ��n g t h � c h b t n I n c o m p a t i b l e d r i v e r s . H i n t = P h � t h i � n v � s � a l � i t r � n h i � u k h i � n k h � n g t ��n g t h � c h [ D B _ F o r m D r v B s t ] b t n U p t N o t i c e . h i n t = � c � p h i � n b � n m � i b t n E n t e r K e y . H i n t = N h � p g i � y p h � p b t n B a c k H o m e . H i n t = T r � l � i b t n C l o s e . H i n t = � n g b t n M i n i m i z e . H i n t = T h u n h � b t n M a x i m i z e . H i n t = P h � n g t o b t n W i n d o w . H i n t = K h � i p h � c b t n M e n u . H i n t = C � c c � i � t k h � c b t n F e e d b a c k . H i n t = P h � n h � i l b l L i c e n s e . C a p t i o n = Q u � n l � g i � y p h � p b t n R e b o o t . C a p t i o n = K h � i � n g l � i b t n S t a r t U p d a t e . C a p t i o n = C � p n h � t t � t c � b t n S t o p U p d a t e . C a p t i o n = D � n g l b l D r i v e r A g e . C a p t i o n = H i � u n n g d r i v e r : l b l L a s t S c a n . C a p t i o n = L � n c u � i q u � t : C h �a b a o g i � ! c h k A u t o A c t . C a p t i o n = T � � n g t � t m � y m n i M a i n S e t t i n g s . C a p t i o n = C � c t h i � t l � p . . . m n i M a i n R e s c u e . C a p t i o n = C � u h � . . . m n i M a i n F e e d b a c k . C a p t i o n = P h � n h � i . . . m n i M a i n U p d a t e . C a p t i o n = K i � m t r a b � n c � p n h � t m n i M a i n M a n u a l . C a p t i o n = H �� n g d � n s � d � n g ( F 1 ) m n i M a i n S u p p o r t . C a p t i o n = H � t r � k ) t h u � t m n i M a i n T r a n s l a t e . C a p t i o n = G i � p � c h � n g t � i v � d � c h t h u � t m n i M a i n I O b i t . C a p t i o n = I O b i t T r � c t u y � n m n i M a i n H i s t o r y . C a p t i o n = T � n h n n g m � i m n i M a i n A b o u t . C a p t i o n = G i � i t h i � u m n i M a i n L i k e . C a p t i o n = T h � c h I O b i t m n i T r a y S h o w . C a p t i o n = H i � n t h � c � a s � m n i T r a y S c a n . C a p t i o n = Q u � t n g a y ! m n i T r a y S e t t i n g s . C a p t i o n = C � i � t . . . m n i T r a y F e e d b a c k . C a p t i o n = P h � n h � i . . . m n i T r a y U p d a t e . C a p t i o n = K i � m t r a c � p n h � t m n i T r a y E x i t . C a p t i o n = T h o � t m n i I t e m D e t a i l . C a p t i o n = C h i t i � t . . . m n i I t e m U p d a t e . C a p t i o n = C � p n h � t m n i I t e m I g n o r e . C a p t i o n = B � q u a m n i I t e m B a c k u p . C a p t i o n = Q u a y l � i m n i I t e m U n i n s t a l l . C a p t i o n = G � c � i � t m n i I t e m R o l l B a c k . C a p t i o n = T r � l � i b � n t r �� c m n i I t e m E x p o r t . C a p t i o n = T � o d a n h s � c h m n i I t e m F i x S o u n d . C a p t i o n = S � a l � i � m t h a n h m n i I t e m F i x D i s p l a y . C a p t i o n = S � a l � i � p h � n g i � i m n i I t e m F i x N e t w o r k . C a p t i o n = S � a l � i m � n g m n i I t e m F i x F a u l t y . C a p t i o n = S � a c � c l � i m n i A u t o S h u t d o w n . C a p t i o n = T � � n g t � t m � y m n i A u t o R e b o o t . C a p t i o n = T � � n g k h � i � n g l � i m � y l b l F a i l I g n o r e . C a p t i o n = C h �a c � i � t �� c m � t s � d r i v e r d o l � i t ��n g t h � c h . C h � n g t � i s � c u n g c � p c � c d r i v e r t ��n g t h � c h s a u . l b l A s c T i t l e . C a p t i o n = K h u y � n d � n g : A d v a n c e d S y s t e m C a r e l b l A s c T e x t . C a p t i o n = M � t c � n h � p c h u � t � b � o v � v � t � i �u h � a m � y b � n l b l A s c D o w n l o a d . C a p t i o n = T � i v � m i � n p h � n g a y l b l N e w s O f f l i n e . C a p t i o n = C h i a s � D r i v e r B o o s t e r v � i g i a � n h v � b � n b � c � a b � n . H � s � r � t v u i k h i s � d � n g p h � n m � m n � y ! b t n P r o F u n 1 . C a p t i o n = N h i � u d r i v e r h �n b t n P r o F u n 1 . H i n t = H � t r � t o � n d i � n n h i � u d r i v e r h �n b t n P r o F u n 2 . C a p t i o n = S a o l �u d r i v e r b t n P r o F u n 2 . H i n t = K h � i p h � c l � i c � c d r i v e r v � c � c p h i � n b � n t r �� c n � u p h � t s i n h l � i b t n P r o F u n 3 . C a p t i o n = T � � n g c � p n h � t d r i v e r b t n P r o F u n 3 . H i n t = T � � n g c � p n h � t l � n p h i � n b � n m � i n h � t l b l H o m e D e v i c e . C a p t i o n = C � c d r i v e r c � a c � c t h i � t b � l b l H o m e G a m e . C a p t i o n = C � c t h � n h p h � n g a m e l b l R i g h t B o x I n f o . C a p t i o n = T H � N G T I N P C l b l R i g h t B o x M o r e . C a p t i o n = T � m h i � u t h � m l b l S c a n A g a i n . C a p t i o n = Q u � t l � i l b l _ N o I t e m s . C a p t i o n = K h � n g c � m � c n � o p h � h � p v � i t � m k i � m c � a b � n . [ D B _ F o r m S e t t i n g s ] l b l T i t l e . C a p t i o n = C � i � t b t n C a n c e l . C a p t i o n = H � y b � b t n A p p l y . C a p t i o n = � n g � b t n R e c o m m e n d e d . C a p t i o n = K h u y � n d � n g b t n C l o s e . H i n t = � n g b t n T a b N e t w o r k . C a p t i o n = M � n g b t n T a b D r i v e r s . C a p t i o n = C � c d r i v e r b t n T a b I g n o r e d . C a p t i o n = B � b � q u a b t n T a b S c a n . C a p t i o n = Q u � t b t n T a b G e n e r a l . C a p t i o n = T � n g q u � t b t n T a b F o c u s . C a p t i o n = C h � � i m l � n g b t n T a b S c h e d u l e r . C a p t i o n = L � p l � c h q u � t [ D B _ F o r m R e s c u e ] l b l T i t l e . C a p t i o n = S a o l �u & K h � i p h � c b t n C l o s e . H i n t = � n g b t n T a b D r v B k p . C a p t i o n = S a o l �u d r i v e r b t n T a b D r v B k p . h i n t = S a o l �u d r i v e r b t n T a b S y s R s t . C a p t i o n = K h � i p h � c h � t h � n g b t n T a b S y s R s t . h i n t = K h � i p h � c h � t h � n g b t n T a b D r v R s t . C a p t i o n = K h � i p h � c d r i v e r b t n T a b D r v R s t . h i n t = K h � i p h � c h � t h � n g l b l W a i t i n g . C a p t i o n = a n g c h � . . . l v S y s R s t L i s t . C o l u m n s [ 0 ] . C a p t i o n = N g � y g i � l v S y s R s t L i s t . C o l u m n s [ 1 ] . C a p t i o n = M � t � l v S y s R s t L i s t . C o l u m n s [ 2 ] . C a p t i o n = K i � u l v D r v R s t L i s t _ L n g _ E x . C o l u m n s [ 0 ] . C a p t i o n = T h i � t b � l v D r v R s t L i s t _ L n g _ E x . C o l u m n s [ 1 ] . C a p t i o n = P h i � n b � n h i � n t � i l v D r v R s t L i s t _ L n g _ E x . C o l u m n s [ 2 ] . C a p t i o n = K h � i p h � c p h i � n b � n l v D r v B k p L i s t _ L n g _ E x . C o l u m n s [ 0 ] . C a p t i o n = T h i � t b � l v D r v B k p L i s t _ L n g _ E x . C o l u m n s [ 1 ] . C a p t i o n = P h i � n b � n h i � n t � i l v D r v B k p L i s t _ L n g _ E x . C o l u m n s [ 2 ] . C a p t i o n = T r � n g t h � i [ D B _ F o r m L i c e n s e ] l b l T i t l e . C a p t i o n = Q u � n l � g i � y p h � p l b l T i t l e 1 . C a p t i o n = Q u � n l � g i � y p h � p l b l T i t l e 2 . C a p t i o n = N h � p g i � y p h � p l b l S t a t e . C a p t i o n = T r � n g t h � i g i � y p h � p : l b l C o d e . C a p t i o n = M � g i � y p h � p : l b l D a t e . C a p t i o n = N g � y h � t h � n : l b l R e f r e s h . C a p t i o n = L � m m � i l b l E x p o r t . C a p t i o n = X u � t l b l L i c e n s e D e s c . C a p t i o n = V u i l � n g n h � p m � g i � y p h � p v � n h � n " K � c h h o � t " � c � t � c � c � p n h � t n h a n h v � d � c h v � t � t h �n . � t r � n h l � i � n h m � y , h � y s a o c h � p v � d � n m � g i � y p h � p t � e m a i l b � n � n h � n v � o k h u n g d �� i � y . l b l L i c e n s e C o d e . C a p t i o n = M � g i � y p h � p : l b l L i c e n s e E r r . C a p t i o n = M � g i � y p h � p s a i ! V u i l � n g n h � p m � t m � g i � y p h � p h � p l � . l b l L i c e n s e E g . C a p t i o n = ( V � d � : A A A A A - B B B B B - C C C C C - D D D D D ) l b l V a l i d a t e . C a p t i o n = a n g k i � m c h � n g . . . l b l G e t L i c e n s e . C a p t i o n = N h � n g i � y p h � p l b l R e t r i v e C o d e . C a p t i o n = L � y l � i m � b t n C l o s e . H i n t = � n g b t n C l o s e 2 . C a p t i o n = � n g b t n B a c k . C a p t i o n = Q u a y l � i b t n A c t i v a t e . C a p t i o n = K � c h h o � t l b l H e l p . C a p t i o n = T r � g i � p m n i E d i t C u t . C a p t i o n = C � t m n i E d i t C o p y . C a p t i o n = S a o c h � p m n i E d i t P a s t e . C a p t i o n = D � n m n i E d i t D e l e t e . C a p t i o n = X � a m n i E d i t S e l e c t A l l . C a p t i o n = C h � n t � t c � [ D B _ F o r m D e t a i l ] l b l W h q l I n f o . C a p t i o n = D r i v e r n � y � � t b � i K i � m t r a W H Q L v � Q u y � n h n g h i � m n g � t c � a I O b i t . b t n C l o s e . H i n t = � n g b t n U p d a t e . C a p t i o n = C � p n h � t l b l T i t l e . C a p t i o n = C h i t i � t v � c � c d r i v e r l b l M o r e I n f o . C a p t i o n = N h � n v � o � y � x e m n h i � u c h i t i � t h �n l b l I g n o r e . C a p t i o n = B � q u a l b l U n i n s t . C a p t i o n = G � c � i � t l b l R o l l b k . C a p t i o n = T r � l � i b � n t r �� c l v I n f o L i s t . C o l u m n s [ 0 ] . C a p t i o n = T h � n g t i n l v I n f o L i s t . C o l u m n s [ 1 ] . C a p t i o n = D r i v e r c i l v I n f o L i s t . C o l u m n s [ 2 ] . C a p t i o n = D r i v e r m � i l v I n f o L i s t . I t e m s [ 0 ] . C a p t i o n = P h i � n b � n : l v I n f o L i s t . I t e m s [ 1 ] . C a p t i o n = N g � y : l v I n f o L i s t . I t e m s [ 2 ] . C a p t i o n = P h � t h � n h b � i : [ D B _ F o r m H i n t P o p ] b t n C l o s e . H i n t = � n g b t n S e t t i n g s . H i n t = C � c t h i � t � t c h k O p t i o n 1 . C a p t i o n = K h � n g n h � c l � i c h k O p t i o n 2 . C a p t i o n = K h � n g h i � n t h � l � i c h k O p t i o n 3 . C a p t i o n = K h � n g h i � n t h � l � i c h k O p t i o n 4 . C a p t i o n = K h � n g h i � n t h � l � i r d G a m e T i t l e . C a p t i o n = � c � D r i v e r g a m e m � i ! b t n L e a r n M . C a p t i o n = T � m h i � u t h � m [ D B _ F o r m D r o p d o w n O p t s ] l b l A u t o U p d a t e . C a p t i o n = C � p n h � t t � � n g l b l B a c k u p . C a p t i o n = T � � n g s a o l �u [ D B _ F o r m A b o u t ] b t n C l o s e . H i n t = � n g l b l T i t l e . C a p t i o n = D r i v e r B o o s t e r l b l C o p y r i g h t I O b i t . C a p t i o n = � I O b i t . �� c b � o v � b � n q u y � n . l b l W a r n i n g 1 . C a p t i o n = C � N H B � O l b l W a r n i n g 2 . C a p t i o n = P h � n m � m n � y �� c b � o v � b � i L u � t S � h � u T r � t u � v � c � c H i � p �� c q u � c t � . l b l T h a n k s T i t l e . C a p t i o n = T r � n t r � n g c � m �n n h � n g c � n h � n s a u � y c h o n h � n g � n g g � p l � n c � a h � : p n l T h a n k s T i t l e . C a p t i o n = C � m �n l b l E u l a . C a p t i o n = < a > K N D C < / a > | < a > C h � n h s � c h v � q u y � n r i � n g t �< / a > l b l E u l a . L i n k I t e m s [ 0 ] . H i n t = E U L A l b l E u l a . L i n k I t e m s [ 1 ] . H i n t = C h � n h s � c h b � o m � t l b l U n i n s t a l l . C a p t i o n = < a > H �� n g d � n g � c � i � t < / a > [ D B _ F o r m F e e d b a c k ] l b l S e n d M a i l x . C a p t i o n = H � y c in g g � i k � m t � p t i n d e b u g n � u � l � v � n � k ) t h u � t . < a > P r i v a c y P o l i c y < / a > l b l T i t l e . C a p t i o n = P h � n h � i l b l E m a i l . C a p t i o n = E - m a i l : l b l T y p e . C a p t i o n = Y � u c � u v � : l b l D e s c . C a p t i o n = M � t � : M a x H i n t L b l . C a p t i o n = ( < a > T � i a : 2 0 0 0 k � t � < / a > ) l b l W a i t i n g . C a p t i o n = a n g g � i p h � n h � i . . . b t n C l o s e . H i n t = � n g b t n S e n d . C a p t i o n = G � i b t n C a n c e l . C a p t i o n = H � y b � l b l E m a i l H i n t . C a p t i o n = H � y c h � c c h � n r � n g � a c h � e m a i l c � a b � n l � c � t h � c � c h � n g t � i c � t h � l i � n l � c v � i b � n k h i c � n t h i � t . l b l C a l l T i t l e . C a p t i o n = H � y g � i c h o c � c c h u y � n g i a k ) t h u � t c � a c h � n g t � i n � u b � n c � b � t k � v � n � m � y l b l C a l l H i n t . C a p t i o n = ( G � i m i � n p h � , 2 4 � 7 ) m n i E d i t C u t . C a p t i o n = C � t m n i E d i t C o p y . C a p t i o n = S a o c h � p m n i E d i t P a s t e . C a p t i o n = D � n m n i E d i t D e l e t e . C a p t i o n = X � a m n i E d i t S e l e c t A l l . C a p t i o n = C h � n t � t c � m n i A t t a c h E m p t y . C a p t i o n = ( T r � n g ) m n i A t t a c h C l e a r . C a p t i o n = D i c h u y � n t � t c � b t n A t t a c h A d d . H i n t = T h � m b t n A t t a c h V i e w . H i n t = X e m d l g A t t a c h . T i t l e = V u i l � n g c h � n c � c t � p t i n b � n m u � n � n h k � m : b t n F i x T i t l e . C a p t i o n = C � c c � c h g i � i q u y � t c h o c � c v � n � t h �� n g g � p : b t n F i x S y s I n f o . C a p t i o n = T h � n g t i n h � t h � n g l b l F i x S o u n d . C a p t i o n = S � a l � i k h � n g c � � m t h a n h l b l F i x N e t w o r k . C a p t i o n = S � a l � i v � m � n g l b l F i x D i s p l a y . C a p t i o n = S � a l � i � p h � n g i � i m � n h � n h l b l F i x T e l . C a p t i o n = N h � n h � t r � k ) t h u � t 2 4 / 7 l b l F i x R e I n s t . C a p t i o n = C � i � t l � i P r o l b l F i x R e S e n d . C a p t i o n = G � i l � i m � l b l B l u S r c D e s c . C a p t i o n = T r u n g t � m c � u h � l b l O n l i n e . C a p t i o n = C � c g i � i p h � p t r � c t u y � n l b l F e e d b a c k F A Q . C a p t i o n = C � u h � i t h �� n g g � p [ D B _ F o r m T e l ] i m g C l o s e . H i n t = � n g l b l d e s c 1 . C a p t i o n = G � i n g a y � �� c c h � n o � n v � n � m i � n p h � . l b l d e s c 2 . C a p t i o n = C h � � : D � c h v � c � t � n h p h � s � �� c � p d � n g k h i c � n . [ D B _ F o r m I n s t T i p s ] l b l T i t l e . C a p t i o n = C � c m � o c � i � t c h k D o n t R e m i n d . C a p t i o n = K h � n g h i � n t h � l � i b t n C o n t i n u e . C a p t i o n = T i � p t � c c � i � t b t n C l o s e . H i n t = � n g b t n O K . C a p t i o n = � n g � [ D B _ F o r m M e n u ] b t n M e n u S e t t i n g s . C a p t i o n = T h i � t l � p . . . b t n M e n u R e s c u e . C a p t i o n = C � u h � . . . b t n M e n u F e e d b a c k . C a p t i o n = P h � n h � i . . . b t n M e n u L i c e n s e . C a p t i o n = G i � y p h � p . . . b t n M e n u D r v L o g . C a p t i o n = N h � t k � c � p n h � t d r i v e r b t n M e n u U p d a t e . C a p t i o n = K i � m t r a c � p n h � t b t n M e n u M a n u a l . C a p t i o n = H �� n g d � n s � d � n g ( F 1 ) b t n M e n u S u p p o r t . C a p t i o n = H � t r � K ) t h u � t b t n M e n u T r a n s l a t e . C a p t i o n = G i � p c h � n g t � i d � c h t h u � t b t n M e n u I O b i t . C a p t i o n = I O b i t T r � c t u y � n b t n M e n u H i s t o r y . C a p t i o n = T � n h n n g m � i b t n M e n u A b o u t . C a p t i o n = T h � n g t i n b t n M e n u F a c e b o o k . C a p t i o n = T � m c h � n g t � i t r � n F a c e b o o k b t n I c o n L i k e . H i n t = T h � c h I O b i t b t n I c o n F e e d b a c k . H i n t = P h � n h � i b t n I c o n R e s c u e . H i n t = C � u h � b t n M e n u B a c k . H i n t = Q u a y l � i l b l S k i n B l a c k . C a p t i o n = M � c � n h l b l S k i n W h i t e . C a p t i o n = T r � n g l b l M e n u S k i n . C a p t i o n = M � u n � n S e l C o l o r X . H i n t = M � u t � y c h � n [ D B _ F r a m e B o o s t ] l b l B o o s t T i t l e . C a p t i o n = T � i �u g a m e l b l C a r e T i t l e . C a p t i o n = T � i �u h � t h � n g l b l V p n T i t l e . C a p t i o n = T n g c �� n g I n t e r n e t b t n S e t t i n g . h i n t = C � i � t l b l I S R _ t i t l e . C a p t i o n = G h i l � i v � c h i a s � t r � c h �i c � a b � n m i � n p h � b t n I S R C l o s e . h i n t = o n g b t n I S R D e s c 1 _ N e w . C a p t i o n = K h � n g g i � i h � n t h � i g i a n g h i b t n I S R D e s c 2 . C a p t i o n = 6 0 F P S , g h i k h � n g c � � t r � b t n I S R T r y . C a p t i o n = T h � n g a y [ D B _ M ] M _ S a l e G a m e N o n e M s g = T � t c � c � c t r � n h i � u k h i � n t r � c h �i � u �� c c � p n h � t . N h � p v � o O K � x e m c h i t i � t . M _ F o r m S a l e G a m e D r i v e r T i t l e = K � c h h o � t n g a y � c � p n h � t t h � m < a > % s T r � n h i � u k h i � n t r � c h �i < / a > M _ F o r m S a l e G a m e D r i v e r T i t l e 1 = K � c h h o � t n g a y � c � p n h � t < a > 1 t r � n h i � u k h i � n t r � c h �i k h � c < / a > M _ T r i a l B o o s t P r m T i t l e = K � c h h o � t P R O � b � t T n g t � c G a m e M _ T r i a l B o o s t P r m D e s c = T n g c �� n g h i � u q u � P C c � a b � n b � n g c � c h � n g c � c � n g d � n g v � d � c h v � k h � n g c � n t h i � t c h � v � i m � t c � n h � p c h u � t �n g i � n . M _ M i n N o t i f i e d = D r i v e r B o o s t e r v � n a n g c h � y � � y . B � n c � t h � t h a y � i i � u n � y t � c � i � t . M _ P r e S a l e 0 = N h � n P R O v � i 0 � n g M _ P r e S a l e _ A l l U p d = N h � n P R O n g a y � c � �� c t � t c � c � p n h � t M _ N e w s l b l D o n t P a n i c = C h i a s � D r i v e r B o o s t e r v � i g i a � n h v � b � n b � c � a b � n . C � n g n h a u t h �� n g t h � c c � c t r � n h i � u k h i � n m � i n h � t ! M _ N e w s l b l U p d T i t l e = C � p n h � t q u a n t r � n g c � s � n M _ N e w s l b l U p d D e s c = N h � p v � o � y � t � i x u � n g b � n D r i v e r B o o s t e r m � i n h � t n g a y b � y g i � . M _ O f f l i n e D r v F i l e = N � y � u c � u l i � n k � t h a i l o � i t � p ( * . d b d , * . d b o p ) � c � p n h � t n g o � i t u y � n . B � n c � m u � n l i � n k � t n g a y b � y g i � ? M _ S a l e C r a c k I n f o E n = N h � p v � o < a > N H � N M � < / a > � g i � n h �� c D r i v e r B o o s t e r P r o m i � n p h � M _ S a l e C r a c k I n f o S p = T � n h �� n g < a > G i � m g i � � c b i � t % d < / a > � n h � n p h i � n b � n P R O c h � n h t h � c M _ I S U U d p a t e E = % d c � p n h � t M _ I S U U d p a t e = % d c � p n h � t M _ I S U U d p a t e X = % d c a c c � p n h � t M _ R e b o o t L a t e r = K h � i � n g l � i s a u M _ O u t O f D a t e = % d n g � y h � t h � n M _ O u t D r i v e r = � l � i t h � i M _ A v a i l V e r = P h i � n b � n m � i : % s M _ S c a n U n p l u g 1 _ l n g = < a > 1 < / a > d � l i � u t h i � t b � k h � n g h � p l � c � t h � �� c x � a . M _ S c a n U n p l u g X _ l n g = < a > % d < / a > d � l i � u c � a t h i � t b � k h � n g h � p l � c � t h � �� c d � n d � p . M _ I n s t E t c = % s , v . v . M _ P s g r T i t l e = G � c � i � t D r i v e r B o o s t e r % s M _ P s g r I n f o = B � n t h � c s � m u � n g � c � i � t h o � n t o � n D r i v e r B o o s t e r % s ? M _ B o o s t S a f e A P P = V u i l � n g l �u c � c t � i l i � u t r �� c k h i T n g t � c M _ B o o s t D e t a i l s = < a > C h i t i � t < / a > M _ B o o s t C o n f i g u r e = < a > C � u h � n h < / a > M _ B o o s t D e t a i l s 1 1 = B � t C h � � t r � c h �i W i n d o w s M _ B o o s t D e t a i l s 1 0 = � p h � t h � n h M _ B o o s t D e t a i l s 9 = K h � c ( % d ) M _ B o o s t D e t a i l s 8 = T t t � � n g c � p n h � t M _ B o o s t D e t a i l s 7 = B � t g i � i p h � p h i � u n n g g a m e M _ B o o s t D e t a i l s 6 = �� c t � i �u h � a M _ B o o s t D e t a i l s 5 = D � n c l i p b o a r d M _ B o o s t D e t a i l s 4 = D � n R A M M _ B o o s t D e t a i l s 3 = C � c d � c h v � ( % d ) M _ B o o s t D e t a i l s 2 = � d � n g M _ B o o s t D e t a i l s 1 = C � c q u � t r � n h ( % d ) M _ H e a d O u t d a t e d = � l � i t h � i ( t � n g s � : % s , � c h � n : % d ) M _ H e a d U p T o D a t e = M � i n h � t M _ D o w n D r i v e r = a n g t � i v � d r i v e r . . . M _ I n s t D r i v e r = a n g c � i � t d r i v e r . . . M _ C a r e I n s t = a n g c � i � t M _ C a r e R u n = C h � y n g a y M _ C a r e C h e c k = K i � m t r a n g a y M _ C a r e C h e c k i n g = a n g k i � m t r a M _ C a r e I n s t a l l = C � i � t n g a y M _ C a r e O p t m = T � i �u h � a M _ C a r e O p t m I n f o = � p h � t h i � n % d m � c ( % s ) M _ C a r e O p t m I n f o 2 = � t h � y % d m � c M _ C a r e O p t m I n f o 3 = % d m � c �� c t � m t h � y ( % s ) M _ C a r e O p t m I n f o 4 = % d m � c �� c t � m t h � y M _ C a r e A S C = C h � y A d v a n c e d S y s t e m C a r e � t � i �u h � a m � y t � n h c � a b � n c h � v � i 1 c � n h � p c h u � t . M _ C a r e A S C U = C h � y A d v a n c e d S y s t e m C a r e U l t i m a t e � t � i �u h � a m � y t � n h c � a b � n c h � v � i 1 c � n h � p c h u � t . M _ C a r e I n f o 1 = T � p t i n r � c , c � c d � u v � t c � n h � n , v . v . . . k h � n g t � t c h o m � y t � n h . V u i l � n g k i � m t r a x e m c h � n g c � t � n t � i t r � n m � y t � n h c � a b � n k h � n g M _ C a r e I n f o 2 = � t � m t h � y c � c t � p t i n r � c , c � c d � u v � t c � n h � n , v . v . . . t r � n m � y t � n h c � a b � n . C � i � t A d v a n c e d S y s t e m C a r e � d � n d � p v � t � i �u h � a m � y t � n h c � a b � n . M _ C a r e I n f o 3 = D � n d � p c h � n g v � t � i �u m � y t � n h v � i A d v a n c e d S y s t e m C a r e . M _ C a r e I n f o 4 _ l n g = N h � p v � o " % s " � c � i � t A d v a n c e d S y s t e m C a r e c h o P C s � c h h �n v � n h a n h h �n . M _ C a r e D e t a i l 1 = < a > L � m s � c h t h � c � n g < / a > M _ C a r e D e t a i l 2 = < a > C h i t i � t < / a > M _ C a r e N u l l = K h � n g t � m t h � y m � c n � o . M _ B o o s t O N = � B � T M _ B o o s t O F F = � T � T M _ B o o s t B a s i c = T n g t � c c � b � n M _ B o o s t S u p e r = T n g t � c n � n g c a o M _ B o o s t T u r n O f f = T � t M _ B o o s t T u r n O n = B � t M _ B o o s t i n g = a n g t n g t � c M _ R e s t o r i n g = a n g k h � i p h � c M _ B o o s t I n s t a l l i n g = a n g c � i � t M _ B o o s t I n f o 1 = C � c � n g d � n g / d � c h v � � d � n g : < a > % d < / a > M _ B o o s t I n f o 2 = R A M � �� c g i � i p h � n g : < a > % s < / a > M _ B o o s t I n f o 3 1 = M � y t � n h � �� c t n g t � c � c h �i g a m e m �� t h �n . M _ B o o s t I n f o 3 2 = T � t c � c � n g d � n g / d � c h v � k h � n g c � n t h i � t � c h �i g a m e m �� t h �n . M _ S u p e r B o o s t R u n = C h � y S m a r t G a m e B o o s t e r � t n g t � c P C v � c � i t h i � n h i � u s u � t t r � c h �i . M _ S u p e r B o o s t I m p r o v e = C � i � t S m a r t G a m e B o o s t e r � � p x u n g p h � n c � n g n h � m c � i t h i � n h i � u s u � t t r � c h �i l � n � n 1 3 0 % . M _ H i n t S c a n = Q u � t M _ H i n t U p d a t e = C � p n h � t M _ H i n t B o s t = T n g t � c M _ H i n t T o o l = C � n g c � M _ H i n t A c c t = T r u n g t � m h a n h � #n g M _ H i n t R e w a r d = Q u � t � n g M _ H i n t R e w a r d 2 = C h i a s � D r i v e r B o o s t e r � n h � n q u � M _ A u t o R u n I n f o = S a u k h i �� c k � c h h o � t , L � c h c � p n h � t D r i v e r B o o s t e r s � �� c t � o . M _ A u t o U p d a t e H i n t = D r i v e r B o o s t e r S c h e d u l e r s � �� c t � o t r � k h i b � n c h � n " C � p n h � t t h � c � n g " . M _ C r e S c h e d u l e r 1 = H � y b � t � c v � �� c l � n l � c h c in g s � t � t i c � c t � n h n n g s a u : M _ C r e S c h e d u l e r 2 = - T � � n g k h � i � n g c � n g W i n d o w s M _ C r e S c h e d u l e r 3 = - Q u � t v � i t � n s u � t c � � n h M _ C r e S c h e d u l e r 4 = - T � � n g c � p n h � t d r i v e r k h i h � t h � n g t r o n g t r � n g t h � i r � n h ( P R O ) M _ C r e S c h e d u l e r 5 = - T � � n g c � p n h � t D r i v e r B o o s t e r l � n p h i � n b � n m � i n h � t ( P R O ) M _ C r e S c h e d u l e r 6 = - T h � n g b � o v � i b � n k h i c � c � p n h � t m � i c h o D r i v e r B o o s t e r M _ C r e S c h e d u l e r 7 = B � n t h � c s � m u � n h � y b � t � c v � �� c l � n l � c h ? M _ L i c e n s e B l o c k e d = K h � n g t h � k � c h h o � t �� c b � i t � p t i n H o s t s c � a b � n � c h � n � a c h � m � y c h � c � a c h � n g t � i . N h � n � n g � � s � a c h � a . M _ L i c e n s e E r r N e t = K h � n g t h � k � t n � i � n m � y c h � . V u i l � n g k i � m t r a m � n g / c � i � t p r o x y v � x � c n h � n l � i g i � y p h � p c � a b � n s a u . M _ L i c e n s e E r r G i v e = G i � y p h � p v � i m � % s k h � n g h � p l � t � i q u � c g i a h o � c k h i v � c c � a b � n . H � y n h � n � n g � � m u a m � t g i � y p h � p h � p l � . M _ G e t 3 0 D a y F r e e = N h � n g � i P R O v � i 0 � n g M _ V a l i d a t i n g = a n g x � c m i n h . . . M _ E n e r K e y = N h � p g i � y p h � p M _ I n v a l i d K e y = M � g i � y p h � p s a i ! H � y n h � p m � t m � � n g . M _ E g K e y = V � d � : A A A A A - B B B B B - C C C C C - D D D D D M _ H e a d S e l e c t A l l = C h � n t � t c � M _ m n i B a c k u p = S a o l �u M _ m n i B a c k e d U p = S a o l �u M _ A u t o U p d a t e Q u e r y = � � m b � o c � i � t �� c a n t o � n , b � n n � n t � o i � m k h � i p h � c v � t � � n g s a o l �u c � c d r i v e r t r �� c k h i c � i � t t r o n g T h i � t l � p M _ S C A N = Q u � t M _ S T O P = D � n g M _ U P D A T E _ M a i n = C � P N H � T M _ D r i v e r A g e 0 = T � t M _ D r i v e r A g e 1 = K � m M _ D r i v e r A g e 2 = R � t k � m M _ D r i v e r A g e 3 = Q u � k � m M _ D r i v e r A g e 4 = T h � t b � i ! M _ D r i v e r A g e 5 = K h � i � n g l � i ! M _ D r i v e r A g e 6 = H o � n t h � n h ! M _ D r i v e r A g e 7 = T h i � u d r i v e r M _ D r i v e r A g e 8 = G � p t r � c t r � c ! M _ D r i v e r A g e 9 = C h �a �� c c � i � t ! M _ O u t d a t e d = q u � c i M _ U p t o d a t e = m � i n h � t M _ N o t I n s t a l l e d = C h �a �� c c � i � t M _ A t t e n t i o n = L �u � ! M _ C o n g r a t u l = X i n c h � c m � n g ! M _ R e p o r t 0 = T � t c � c � c d r i v e r � �� c c � p n h � t ! M _ R e p o r t 0 0 = T � t c � c � c d r i v e r � �� c c � p n h � t t r o n g p h i � n b � n m i � n p h � M _ R e p o r t 0 0 0 = D r i v e r B o o s t e r F r e e � c � p n h � t t � t c � c � c t r � n h i � u k h i � n c � t h � c � p n h � t c h o b � n . M _ R e p o r t 1 = C h �a b a o g i � �� c q u � t . M _ R e p o r t 2 = Q u � t r � n h q u � t g � p l � i ! M _ R e p o r t 3 = C � c d r i v e r q u � c i, b � t h i � u s � t h a y c � t r � c t r � c c � t h � l � m c h � m l � m m � y t � n h b � t � n � n h , v � l � m m � t h � n g t h � c h �i g a m e c � a b � n . N h � m Q U � T � k i � m t r a t � n h t r � n g c � c d r i v e r . M _ R e p o r t 4 = V � i c � c d r i v e r �� c c � p n h � t t h �� n g x u y � n , m � y t � n h c � a b � n s � r � t � n � n h v � c � c g a m e s � c h � y m �� t m � . N h � n Q U � T � k i � m t r a c � p n h � t . M _ R e p o r t 5 = S � c � n h i � u d r i v e r h �n �� c c u n g c � p t r o n g t ��n g l a i v � i c � s � d � l i � u l i � n t � c �� c m � r � n g . M _ R e p o r t 6 _ 1 = < a > % d < / a > d r i v e r � �� c c � p n h � t t � k h i D r i v e r B o o s t e r �� c c � i � t . < a > X e m l � c h s � c � p n h � t < / a > M _ R e p o r t 6 _ 2 = < a > % d < / a > d r i v e r � �� c c � p n h � t t � k h i D r i v e r B o o s t e r �� c c � i � t . < a > X e m l � c h s � c � p n h � t < / a > M _ R e p o r t 6 _ X = < a > % d < / a > d r i v e r � �� c c � p n h � t t � k h i D r i v e r B o o s t e r �� c c � i � t . < a > X e m l � c h s � c � p n h � t < / a > M _ R e p o r t D e v c _ 1 = < a > % d < / a > d r i v e r t h i � t b � � q u � c i M _ R e p o r t D e v c _ 2 = < a > % d < / a > d r i v e r t h i � t b � � q u � c i M _ R e p o r t D e v c _ X = < a > % d < / a > d r i v e r t h i � t b � � q u � c i M _ R e p o r t G a m e _ 1 = < a > % d < / a > t h � n h p h � n g a m e � q u � c i M _ R e p o r t G a m e _ 2 = < a > % d < / a > t h � n h p h � n g a m e � q u � c i M _ R e p o r t G a m e _ X = < a > % d < / a > t h � n h p h � n g a m e � q u � c i M _ R e p o r t G a m e _ 1 N = T r � n h i � u k h i � n t r � c h �i c h �a �� c c � i � t < a > % d < / a > M _ R e p o r t G a m e _ 2 N = < a > % d < / a > t r � n h i � u k h i � n t r � c h �i c h �a �� c c � i � t M _ R e p o r t G a m e _ X N = < a > % d < / a > t r � n h i � u k h i � n t r � c h �i c h �a �� c c � i � t M _ R e p o r t T r a y _ 1 = � c � p n h � t �� c % d d r i v e r t r � n t � n g s � . M _ R e p o r t T r a y _ 2 = � c � p n h � t �� c % d d r i v e r t r � n t � n g s � . M _ R e p o r t T r a y _ X = � c � p n h � t �� c % d d r i v e r t r � n t � n g s � . M _ L a s t S c a n = L � n q u � t c u � i : M _ N e e d S c a n = C � n t i � n h � n h q u � t M _ W a i t S c a n = a n g q u � t . . . M _ N e v e r = C h �a b a o g i � ! M _ T o d a y = H � m n a y M _ Y e s t e r d a y = H � m q u a M _ D a y s A g o = n g � y t r �� c M _ S t o p p e d = � d � n g M _ U p d a t e = C � p n h � t M _ F a i l e d = T h � t b � i M _ R e b o o t = K h � i � n g l � i M _ R e t r y = T h � l � i M _ I n s t a l l e d = � c � i � t M _ A v a i l a b l e = H i � n c � M _ V e r n = P h i � n b � n M _ D a t e = N g � y M _ D e t a i l s = C h i t i � t M _ I n i t U p d a t e = a n g c h u � n b � c � p n h � t . . . M _ I n i t D o w n = a n g c h u � n b � t � i v � c � c d r i v e r . . . M _ I n i t I n s t = a n g c h u � n b � c � i � t c � c d r i v e r . . . M _ C a n c e l Q u e r y = B � n t h � c s � m u � n h � y b � c � p n h � t ? M _ C a n c e l Q u e r y I n f o = N o t e : � h � n c h � c � c h � n g h � c c � t h � x � y r a , q u � t r � n h c � p n h � t t r o n g l � c c � i � t k h � n g t h � b � h � y b � . M _ U p d a t e F a i l e d = C � p n h � t b � l � i ! M _ U p d a t e F i n i s h e d = � c � p n h � t x o n g . M _ N e e d R e b o o t = K h � i � n g l � i m � y t � n h n g a y � c � c c � p n h � t c � h i � u l � c . M _ R e b o o t Q u e r y = B � n c � c h � c b � n m u � n k h � i � n g l � i n g a y ? T r �� c � , v u i l � n g x � c n h � n b � n � l �u v i � c c � a b � n v � � � n g t � t c � c � c c h ��n g t r � n h . M _ N o I t e m S e l = C h �a c h � n m � c n � o . B � n c � m u � n c � p n h � t t � t c � c � c d r i v e r q u � c i? M _ N o I t e m S e l X = K h � n g c � m � c n � o �� c c h � n . V u i l � n g c h � n t r � n h i � u k h i � n � c � p n h � t . M _ D i s k I s F u l l = � )a % s \ � � y ! H � y t h i � t l � p m � t t h � m � c � l �u g � i d r i v e r v � t h � l � i . M _ D o w n l o a d i n g = a n g t � i v � . . . M _ D o w n F a i l e d = T � i v � t h � t b � i ! M _ I n s t a l l i n g = a n g c � i � t : M _ I n s t F a i l e d = C � i � t t h � t b � i ! M _ S y s B a c k u p W a i t = a n g k h � i t � o i � m k h � i p h � c , x i n c h � . . . M _ D r v B a c k u p W a i t = a n g s a o l �u d r i v e r , x i n c h � . . . M _ R e s t o r e E n a b l e = H � t h � n g p h � c h � i W i n d o w s h i � n k h � n g �� c k � c h h o � t ! V u i l � n g b � m " � n g � " � k � c h h o � t n � � D r i v e r B o o s t e r c � t h � t � o i � m k h � i p h � c t r �� c k h i c � i � t c � c d r i v e r m � i . H o � c b � m v � o " H � y b � " � c � i � t c � c d r i v e r m � i m � k h � n g t � o r a b � t k � i � m k h � i p h � c n � o ( K h � n g k h u y � n n g h � ) . M _ B o o s t G a m e = T n g t � c c h o t r � c h �i M _ B o o s t G a m e s = T n g t � c t r � c h �i s a u � y ( % d ) M _ D e v s I n D r v = C � c t h i � t b � s � d � n g d r i v e r n � y ( % d ) M _ R s t L o a d i n g = a n g n � p c � c i � m p h � c h � i . . . M _ R e s t o r e R e b o o t = H � y k h � i � n g l � i m � y c � a b � n n g a y � h o � n t � t v i � c k h � i p h � c ! M _ R e s t o r e Q u e r y = C � N H B � O : X i n l �u � r � n g k h � i p h � c l � i m � y c � a b � n � n m � t i � m p h � c h � i s � x � a c � c � c t h a y � i �� c t h i � t l � p s a u t h � i i � m t � o i � m k h � i p h � c . S a u k h i b � t � u , q u � t r � n h k h � i p h � c h � t h � n g k h � n g t h � �� c h o � n t � c h o � c b � g i � n o � n . B � n c � c h � c c h � n m u � n t i � p t � c ? M _ R e s t o r e W a i t = X i n v u i l � n g c h � t r o n g k h i h � t h � n g k h � i p h � c l � i c � a b � n a n g k h � i t � o . . . M _ R e s t o r e F a i l e d = K h � i p h � c t h � t b � i ! M _ S e l e c t D o w n P a t h = C h � n m � t t h � m � c � l �u l � i c � c g � i d r i v e r M _ S e l e c t B a c k P a t h = C h � n m � t t h � m � c � s a o l �u c � c g � i d r i v e r M _ S a v e W a i t = a n g l �u c � c t h i � t � t . . . M _ S a v e D o n e = � l �u M _ R e g R e p o r t 1 = d r i v e r s � �� c c � p n h � t c h o m � y c � a b � n ! M _ R e g R e p o r t 2 = d r i v e r s � �� c c � p n h � t c h o m � y c � a b � n ! M _ R e g R e p o r t 3 = �u t i � n c � p n h � t d r i v e r q u � c i v � i p h i � n b � n P R O ! M _ R e g R e p o r t 4 = C h � % s d r i v e r �� c c � p n h � t l � n p h i � n b � n m � i n h � t t r o n g h � m n a y v � i p h i � n b � n M i � n p h � . M _ R e g R e p o r t 5 = C h � % s d r i v e r �� c c � p n h � t l � n p h i � n b � n m � i n h � t t r o n g h � m n a y v � i p h i � n b � n M i � n p h � . M _ R e g R e p o r t 6 = N � n g c � p l � n p h i � n b � n P R O � c � t h � c � p n h � t t h � m % s t h i � t b � n � a ! M _ V e r s i o n = P h i � n b � n M _ A l p h a = A l p h a M _ B e t a = B e t a M _ I g n o r e A l l V e r = ( T � t c � c � c p h i � n b � n ) M _ I g n o r e Q u e r y = B � n t h � c s � m u � n b � q u a c � c t h i � t b � n � y ? C � c t h i � t b � �� c b � q u a s � k h � n g �� c q u � t n � a c h o � n k h i b � n x � a c h � n g t r o n g m � c T h i � t l � p . M _ I g n o r e C h e c k = C h � b � q u a c � p n h � t n � y . M _ U n i g n o r e Q u e r y 1 = B � n t h � c s � m u � n k h � i p h � c m � t t h i � t b � h i � n n � m t r o n g D a n h s � c h b � q u a ? T h i � t b � n � y s � �� c q u � t l � i l � n n � a . M _ U n i g n o r e Q u e r y X = B � n t h � c s � m u � n k h � i p h � c c � c t h i � t b � h i � n n � m t r o n g D a n h s � c h b � q u a ? C � c h i � t b � n � y s � �� c q u � t l � i l � n n � a . M _ F e e d b a c k E m a i l = X i n v u i l � n g n h � p m � t � a c h � e m a i l c h � n h x � c � c h � n g t � i c � t h � l i � n l � c v � i b � n � c � t h � n g t i n k h i c � n t h i � t . M _ F e e d b a c k D e s c = C � n c � p h � n M � t � ! M _ F e e d b a c k F a i l e d = K h � n g t h � g � i p h � n h � i �� c ! V u i l � n g t h � l � i s a u . M _ F e e d b a c k T i m e o u t = H � t t h � i g i a n k � t n � i ! V u i l � n g t h � l � i s a u . M _ F e e d b a c k S u c c e e d = C � m �n p h � n h � i c � a b � n . C h � n g t � i k h � n g h � a s � h � i � p c h o b � n d �� i t � c � c h c � n h � n v � c � r � t n h i � u � n g g � p k h � c , n h �n g c h � n g t � i s � t i � p t h u n g h i � m t � c . M _ F e e d b a c k M a n u a l = H o � c g � i e m a i l c h o c h � n g t � i t � i % s M _ F e e d b a c k T y p e L o v e = T � i r � t t h � c h p h � n m � m n � y M _ F e e d b a c k T y p e S u g g = C � c � x u � t M _ F e e d b a c k T y p e S F = Q u � t t h � t b � i M _ F e e d b a c k T y p e U F = C � p n h � t t h � t b � i M _ F e e d b a c k T y p e N F = L � i m � n g M _ F e e d b a c k T y p e R M D = B � o c � o c � c d r i v e r a n g b � m � t M _ F e e d b a c k T y p e B S O D = M � n h � n h x a n h / H � t h � n g c � t r � c t r � c M _ F e e d b a c k T y p e M u t e = K h � n g c � � m t h a n h M _ F e e d b a c k T y p e C o d e = � t h � n g / v � n � b � n q u y � n M _ F e e d b a c k T y p e O t h e r = K h � c M _ F e e d b a c k D e s c D e f = H � y m � t � k ) v � n g � n g � n v � n � c � a b � n . M _ F e e d b a c k D e s c M i s s = V u i l � n g c u n g c � p c h o c h � n g t � i t � n , n g � y t h � n g v � p h i � n b � n c � a t r � n h i � u k h i � n b � t h i � u � c h � n g t � i c � t h � t r � g i � p p h � h � p . M _ F e e d b a c k D e s c B l u e = V u i l � n g i t � i S a o l �u & K h � i p h � c � b � n g b � n p h � i � k h � i p h � c h � t h � n g c � a b � n . M _ F e e d b a c k C l o s e A s k = B � n t h � c s � k h � n g m u � n g � i p h � n h � i ? M _ L i c e n s e S u c c e e d = X i n c h � c m � n g ! G i � y p h � p n � y � �� c k � c h h o � t t h � n h c � n g . M _ L i c e n s e F a i l e d = n g k � g i � y p h � p % s t h � t b � i v � i l � i ( % d ) , v u i l � n g l i � n h � v � i n h � m h � t r � c � a c h � n g t � i . M _ L i c e n s e E x p i r e d = M � g i � y p h � p c � a b � n % s � h � t h � n ! V u i l � n g l � m m � i g i � y p h � p c � a b � n � c � �� c c � c c h � c n n g � y � v � c � c c � p n h � t . M _ L i c e n s e E x p i r e d 2 = G i � y p h � p q u � t � n g n � y l � k h � n g h � p l � ! N h � n " � n g � " � m u a m � t m � g i � y p h � p m � i . M _ L i c e n s e E x p i r e d 3 = % s � q u � h � n ! N h � n " � n g � " � m u a g i � y p h � p m � i . M _ L i c e n s e E x p i r e d 4 = % s l � m � t � n g p h � m c h � d � n h c h o D r i v e r B o o s t e r % s . B � m O K � m u a m � m � i . M _ L i c e n s e E x p i r e d 5 = % s l � m � t r � n � i c h � d � n h c h o D r i v e r B o o s t e r % s . B � m O K � m u a m � m � i . M _ L i c e n s e E x c e e d e d = G i � y p h � p n � y % s � �� c k � c h h o � t c h o q u � n h i � u m � y v � a n d k h � n g t h � s � d � n g �� c n � a . V u i l � n g m u a m � t g i � y p h � p � k � c h h o � t D r i v e r B o o s t e r P R O c h o m � y n � y . M _ R e g I n f o A c t i v a t e d = � k � c h h o � t M _ R e g I n f o E x p i r e d = H � t h � n M _ R e g I n f o E x c e e d e d = Q u � h � n M _ R e g I n f o F a i l e d = C h �a �� c k � c h h o � t ( % d ) M _ R e g I n f o I n v a l i d = K h � n g h � p l � M _ R e g I n f o G i v e A w a y = Q u � t � n g M _ R e g I n f o L i f e T i m e = T h � i g i a n k h � d � n g M _ R e g I n f o T r i a l = D � n g t h � M _ R e g I n f o D a y s L e f t = c � n l � i % d n g � y M _ R e g I n f o D a y s L e f t X = C � n % d n g � y M _ R e g I n f o N e v e r = C h �a b a o g i � M _ E x p o r t T i t l e = - - - - - M � g i � y p h � p c � a % s P r o - - - - - M _ E x p o r t S t a t e = T r � n g t h � i g i � y p h � p : % s M _ E x p o r t C o d e = M � g i � y p h � p : % s M _ E x p o r t S e a t = V � t r � g i � y p h � p : % d M _ E x p o r t D a t e = N g � y h � t h � n : % s M _ W a i t U p d a t i n g = a n g c � p n h � t , v u i l � n g � i . . . M _ W a i t P r o c e s s i n g = a n g x � l � , v u i l � n g � i . . . M _ I n i t i a t i n g = a n g c h u � n b � . . . M _ S c a n n i n g = a n g q u � t : M _ I n i t i a l i z i n g d o t = K h � i t � o . . . M _ U p d a t i n g = a n g c � p n h � t . . . M _ N e w V e r T i t l e = � c � p n h � t t h � n h c � n g D r i v e r B o o s t e r l � n b � n v % s M _ N e w V e r H i n t = D r i v e r B o o s t e r � �� c c � p n h � t l � n p h i � n b � n < a > % s < / a > ! N h � n < a > T � n h n n g m � i < / a > � x e m c � c t � n h n n g v � c � i t i � n m � i n h � t ! M _ W h a t s N e w = T � n h n n g m � i M _ B k p L o a d i n g = a n g n � p c � c d r i v e r t h i � t b � . . . M _ N o R s t S e l = C h �a c h � n m � c n � o . M _ B a c k u p 1 = a n g k h � i t � o . . . M _ B a c k u p 2 = � h o � n t h � n h . M _ B a c k u p X = a n g s a o l �u : M _ R e s t o r X = a n g k h � i p h � c : M _ B a c k u p F a i l = L � i ! M _ B a c k u p F a i l X = ( % d L � i ! ) M _ B a c k u p R e s t o r e = P h � c h � i M _ B a c k P a t h B a d = C h �a c � t h � m � c s a o l �u . B � n c � t h � n h � n " � n g � " � t � o r a m � t t h � m � c m � i n g a y . M _ F a i l A n d F e e d b a c k = C � p n h � t t h � t b � i . V u i l � n g t h � l � i s a u h o � c n h � n � n g � � g � i p h � n h � i c h o c h � n g t � i . M _ R e b o o t T i m e r = M � y c � a b � n s � �� c k h � i � n g l � i t r o n g 1 5 g i � y . N � u b � n k h � n g m u � n k h � i � n g l � i m � y t � n h l � c n � y , h � y n h � n " H � y " . M _ S h u t d o w n T i m e r = M � y c � a b � n s � t � t t r o n g 1 5 g i � y . N � u b � n k h � n g m u � n t � t m � y l � c n � y , h � y n h � n " H � y " . M _ C h e c k C o m p a t = D r i v e r B o o s t e r k h � n g t h � h o � t � n g c h � n h x � c t r o n g c h � � t ��n g t h � c h . V u i l � n g n h � n " C � " � s � a v � n � n � y v � t � � n g k h � i � n g l � i c h ��n g t r � n h , h o � c n h � n v � o " K h � n g " � t i � p t � c c h � y n � t r o n g c h � � t ��n g t h � c h , h o � c n h � p v � o " H � y b � " � t h o � t n g a y . M _ C h e c k A d m i n = D r i v e r B o o s t e r s � t � t h o � t n g a y n � u b � n k h � n g c h � y n � d �� i q u y � n q u � n t r � v i � n . H � y c h � y n � d �� i q u y � n q u � n t r � v i � n � b � n c � t h � c � p n h � t d r i v e r t h � n h c � n g . M _ T i p T i t l e 1 = C � c t h � n g b � o t i � n h � n h c � i � t M _ T i p T i t l e 2 = C h � � t i � n h � n h c � i � t t h � n g m i n h M _ I n s t T i p 1 = 1 . B � n c � t h � c � n p h � i t � m t h � i v � h i � u h � a p h � n m � m b � o m � t � t r � n h v i � c c � i � t d r i v e r b � c h � n . M _ I n s t T i p 2 = 2 . M � y t � n h c � a b � n c � t h � b � t � m c h u y � n s a n g m � n h � n h m � u e n v � n g � t c h ��n g t r � n h k h i b � n c � p n h � t d r i v e r � h � a . D o � , h � y l �u t � t c � c � c c � n g v i � c v � t h o � t k h � i c � c c h ��n g t r � n h c � a b � n . M _ I n s t T i p 3 = 3 . B � n c � t h � b � t � m n g � t k � t n � i m � n g k h i b � n c � p n h � t d r i v e r m � n g . M _ I n s t T i p 4 = Q u � t r � n h c � i � t d r i v e r � t � m d � n g . M _ I n s t T i p 5 = D r i v e r B o o s t e r p h � t h i � n r � n g b � n a n g c h �i g a m e h o � c c � t � c v � c h i � m t o � n m � n h � n h . � t r � n h g � y p h i � n , q u � t r � n h c � i � t d r i v e r � �� c t � m d � n g . V u i l � n g t h o � t k h � i t r � c h �i h o � c c � n g v i � c c � a b � n v � n h � p v � o n � t d �� i � y � t i � p t � c c � i � t . M _ S k i n B l a c k = e n M _ S k i n W h i t e = T r � n g M _ S k i n C o l o r = N h i � u m � u s � c M _ S k i n I n t e r = K h � n g g i a n M _ S k i n C r a f t = M � y b a y M _ S k i n C l e a r = C � t h � � c M _ U n i n s Q u e r y = B � n c � c h � c b � n m u � n t i � n h � n h g � c � i � t d r i v e r n � y ? M _ U n i n s W a r n = C � n h b � o : C � c t h i � t b � l i � n q u a n c � t h � n g � n g l � m v i � c s a u k h i g � c � i � t d r i v e r n � y ! M _ U n i n s W a i t = a n g g � c � i � t . . . M _ U n i n s S u c c = G � c � i � t t h � n h c � n g . M _ U n i n s F a i l = G � c � i � t t h � t b � i . M _ R l l b k Q u e r y = B � n c � c h � c b � n m u � n t i � n h � n h t r � l � i d r i v e r n � y � v � p h i � n b � n t r �� c � ? M _ R l l b k C h e c k = B � q u a c � p n h � t n � y k h i q u � t t r o n g t ��n g l a i . M _ R l l b k W a r n = C � n h b � o : C � c t h i � t b � l i � n q u a n c � t h � n g � n g l � m v i � c s a u k h i t r � l � i d r i v e r n � y ! M _ R l l b k W a i t = a n g t r � l � i . . . M _ R l l b k S u c c = T r � l � i h o � n t � t . M _ R l l b k F a i l = T r � l � i t h � t b � i . M _ F e e d b a c k W a i t = a n g g � i p h � n h � i . . . M _ L o a d i n g = a n g t � i . . . M _ H e a d D e v c s = D r i v e r t h i � t b � M _ H e a d G a m e s = C � c p h � k i � n t r � c h �i M _ U p d a t e A l l = C � p n h � t t � t c � M _ U p d a t e S e l = C � p n h � t m � c � c h � n M _ U p d a t e N o w = C � p n h � t n g a y M _ U p d a t e N o n e = C h �a c h � n m � c n � o M _ G a m e S u p p o r t s = H � t r � v � t r � c h �i M _ D e v c D e s c = D r i v e r t h i � t b � b a o g � m c a r d � h � a , c a r d � m t h a n h , c h i p s e t , m � n g k h � n g d � y v � d r i v e r t h i � t b � B l u e t o o t h , v v . M _ G a m e D e s c = � y l � m � t t h � n h p h � n c � n t h i � t v � g a m e . N h � n v � o n � � t � m h i � u t h � m . M _ D C H D r v D e s c 1 = � y l � m � t t r � n h i � u k h i � n D C H . M _ G a m e R e a d y D e s c = B � n c � p n h � t n � y c � t h � m a n g l � i t r � i n g h i � m c h �i g a m e t � t h �n v � n � n g c a o � � n � n h v � h i � u n n g c h o t h i � t b � . N h � n v � o n � � t � m h i � u t h � m ! M _ P O P G a m e R e a d y D e s c = � c � c � p n h � t s � n s � n g c h o < a > % s < / a > . B � n c � n h v i � c c � i t h i � n � � n � n h v � h i � u n n g , b � n c � p n h � t n � y c � n t � i �u h � a t r � i n g h i � m g a m e c h o b � n . M _ U n p l u g g e d D e s c = � l � m � t t h i � t b � � �� c n g � t k � t n � i . N h � n v � o n � � t � m h i � u t h � m . M _ I n s t W a i t = V u i l � n g � i c h � d r i v e r c � i � t . . . M _ A t t a c h m e n t s = C � c t � p t i n � n h k � m M _ A t t a c h O v e r s i z e = K h � n g t h � � n h k � m � n h m � n h � n h ! K � c h t h �� c k h � n g �� c q u � % d M B . M _ A t t a c h E r r o r E x t = C � c l o � i t � p t i n s a u k h � n g �� c p h � p � n h k � m : M _ A t t a c h E r r E x t _ 1 = . a d e , . a d p , . b a t , . c h m , . c m d , . c o m , . c p l , . e x e , . h t a , . i n s , M _ A t t a c h E r r E x t _ 2 = . i s p , . j s e , . l i b , . l n k , . m d e , . m s c , . m s p , . m s t , . p i f , . s c r , M _ A t t a c h E r r E x t _ 3 = . s c t , . s h b , . s y s , . v b , . v b e , . v b s , . v x d , . w s c , . w s f , . w s h M _ P o p E x p T i t l e 1 = C � n < a > % d < / a > < a > n g � y n � a ! < / a > M _ P o p E x p T i t l e 2 = C � n < a > % d < / a > < a > n g � y n � a ! < / a > M _ P o p E x p T i t l e X = C � n < a > % d < / a > < a > n g � y n � a ! < / a > M _ P o p E x p T i t l e E = < a > n g k � � h � t h � n ! < / a > M _ P o p E x p T e x t 1 1 = n g k � c � a b � n s � h � t h � n s a u 1 n g � y . H � y l � m m � i n g a y � �� c �u � i < a > G i � m g i � � c q u y � n < / a > c h o n g �� i d � n g t h � n t h i � t c � a I O b i t . M _ P o p E x p T e x t 1 2 = n g k � c � a b � n s � h � t h � n t r o n g v � n g % d n g � y t � i . H � y l � m m � i n g a y � �� c �u � i < a > G i � m g i � � c q u y � n < / a > c h o n g �� i d � n g t h � n t h i � t c � a I O b i t . M _ P o p E x p T e x t 1 X = n g k � c � a b � n s � h � t h � n t r o n g v � n g % d n g � y t � i . H � y l � m m � i n g a y � �� c �u � i < a > G i � m g i � � c q u y � n < / a > c h o n g �� i d � n g t h � n t h i � t c � a I O b i t . M _ P o p E x p T e x t 2 1 1 = T r o n g v � n g 1 n g � y q u a , D r i v e r B o o s t e r P r o � s � a c h � a < a > 1 < / a > v � n � c h o b � n . B � n c h � c � n p h � i n h � n c h u � t m � t l � n � l � m m � i l � i g i � y p h � p P r o � � m b � o s � � n � n h c h o m � y t � n h v � h i � u n n g g a m e c a o . � n g b � l � < a > � t g i � m g i � 7 5 % c h o b � n ! < / a > M _ P o p E x p T e x t 2 1 2 = T r o n g v � n g 1 n g � y q u a , D r i v e r B o o s t e r P r o � s � a c h � a < a > % d < / a > v � n � c h o b � n . B � n c h � c � n p h � i n h � n c h u � t m � t l � n � l � m m � i l � i g i � y p h � p P r o � � m b � o s � � n � n h c h o m � y t � n h v � h i � u n n g g a m e c a o . � n g b � l � < a > � t g i � m g i � 7 5 % c h o b � n ! < / a > M _ P o p E x p T e x t 2 2 1 = T r o n g v � n g % d n g � y q u a , D r i v e r B o o s t e r P r o � s � a c h � a < a > 1 < / a > v � n � c h o b � n . B � n c h � c � n p h � i n h � n c h u � t m � t l � n � l � m m � i l � i g i � y p h � p P r o � � m b � o s � � n � n h c h o m � y t � n h v � h i � u n n g g a m e c a o . � n g b � l � < a > � t g i � m g i � 7 5 % c h o b � n ! < / a > M _ P o p E x p T e x t 2 2 2 = T r o n g v � n g % d n g � y q u a , D r i v e r B o o s t e r P r o � s � a c h � a < a > % d < / a > v � n � c h o b � n . B � n c h � c � n p h � i n h � n c h u � t m � t l � n � l � m m � i l � i g i � y p h � p P r o � � m b � o s � � n � n h c h o m � y t � n h v � h i � u n n g g a m e c a o . � n g b � l � < a > � t g i � m g i � 7 5 % c h o b � n ! < / a > M _ P o p E x p T e x t 0 = B � n � m � t t � t c � c � c t � n h n n g P r o . � n g l o l � n g . M � t n m n � a h o � t � n g � n � n h c � a P C & t r � c h �i c h � c � n c � c h m � t c � n h � p c h u � t . G i a h � n D r i v e r B o o s t e r P r o v � i < a > T � T � c q u y � n ! < / a > M _ P o p B t n O K = � n g � M _ P o p B t n F i x = C � p n h � t n g a y M _ P o p B t n A c t = K � c h h o � t n g a y M _ P o p B t n V i e w = X e m t h � n g t i n M _ P o p B t n R e N e w = L � m m � i n g a y M _ P o p B t n R e A c t = K � c h h o � t l � i n g a y M _ P o p L b l M o r e 1 = H i � n t h � t h � m . . . M _ P o p L b l M o r e 2 = . . . v � t h � m n � a M _ S c a n O u t S e r v = P h i � n b � n D r i v e r B o o s t e r b � n a n g d � n g � q u � c i � k � t n � i v � i C S D L m � y c h � . H � y t � i v � D r i v e r B o o s t e r m � i n h � t � c � t h � s � d � n g c � c t � n h n n g m � i n h � t . M _ S c a n N e t F a i l = L � i q u � t ! C � c m � y c h � D r i v e r B o o s t e r k h � n g t h � k � t n � i . V u i l � n g k i � m t r a l � i k � t n � i m � n g , c � c t h i � t l � p p r o x y v � t �� n g l � a . M _ S c a n N e t F a i l 1 = G � p l � i k h i q u � t ! L � i n � m � t h i � t b � m � n g c � a b � n . N h � n " � n g � " � s � a n g a y . M _ S c a n N e t F a i l 2 = G � p l � i k h i q u � t ! D r i v e r B o o s t e r c � t h � a n g b � c h � n b � i c h ��n g t r � n h h o � c t h i � t b � n � o � . N h � n " � n g � " � x e m c h i t i � t . M _ S c a n N e t P r o x y = T h i � t l � p P r o x y M _ F i l e L o s t = M � t t � p t i n q u a n t r � n g b � m � t . H � y c � i � t l � i D r i v e r B o o s t e r v � t h � l � i s a u . M _ F i l e R u p t = M � t t � p t i n q u a n t r � n g g � p l � i . H � y c � i � t l � i D r i v e r B o o s t e r v � t h � l � i s a u . M _ T r i a P m t I n f o = D r i v e r B o o s t e r F r e e �� c c � i � t k h i p h i � n b � n d � n g t h � � h � t t r � n P C n � y . M _ P a y T o U p d a t e = C h � � p d � n g c h o p h i � n b � n P R O . K � c h h o � t n g a y � �� c c � p n h � t t � c t h � i . M _ D e l a y U p d a t e 1 = C h � s a u 1 n g � y . H o � c k � c h h o � t n g a y � �� c c � p n h � t t � c t h � i M _ D e l a y U p d a t e X = P h � i � i % d n g � y . H o � c k � c h h o � t n g a y � �� c c � p n h � t t � c t h � i M _ S e a r c h D e f a u l t = N h � p v � t � m k i � m M _ D a t a V e r s i o n = P h i � n b � n c � s � d � l i � u : % s ( M � i n h � t ) M _ F i l e N o t F o u n d = K h � n g t � m t h � y t � p t i n ! M _ U n k n o w n D e v i c e = T h i � t b � k h � n g n h � n d i � n �� c M _ S p e e d u p 1 = T n g t � c t � i v � M _ S p e e d u p 2 = a n g t n g t � c : C � n % d g i � y . M _ P o p F r e e U p d a t e 1 = < a > % d < / a > d r i v e r � q u � c i. H � y n h � n C � p n h � t n g a y � c � c � c d r i v e r m � i n h � t . M _ P o p F r e e U p d a t e 2 = < a > % d < / a > d r i v e r � q u � c i. H � y n h � n C � p n h � t n g a y � c � c � c d r i v e r m � i n h � t . M _ P o p F r e e U p d a t e X = < a > % d < / a > d r i v e r � q u � c i. H � y n h � n C � p n h � t n g a y � c � c � c d r i v e r m � i n h � t . M _ P o p P r e S a l e U p d a t e = T r � n h i � u k h i � n < a > % d < / a > c � n �� c c � p n h � t . M _ P o p P r o U p d a t e = K � c h h o � t P R O � c � p n h � t t h � m c � c b � n c � p n h � t t r � n h i � u k h i � n < a > % d < / a > . M _ P o p P r o I n s t a l l = T r � n h i � u k h i � n < a > % d < / a > �� c t � i x u � n g v � s � n s � n g c � i � t . M _ P o p P n p D e t e c t = T h i � t b � v � a �� c k � t n � i c � n h i � u d r i v e r � q u � c i. H � y c � p n h � t n g a y . M _ B a l l o o n H i n t 1 = � p h � n g i � i m � n h � n h d �� n g n h � t h � p h �n h i � n t � i . B � n c � m u � n n h � n � n g � � s � a c h � a ? M _ B a l l o o n H i n t 2 = D r i v e r B o o s t e r s � t � i v � � n c � c d r i v e r m � i v � s � c h � b � o k � t q u � c h o b � n M _ B a l l o o n H i n t 3 = D r i v e r B o o s t e r s � c � i � t � n c � c d r i v e r m � i v � s � c h � b � o k � t q u � c h o b � n M _ F i x D i s p Q u e r y = � p h � n g i � i m � n h � n h d �� n g n h � t h � p h �n h i � n t � i . B � n c � m u � n n h � n � n g � � s � a c h � a ? M _ B a d S y s t e m = D r i v e r B o o s t e r k h � n g t h � c � i � t c � c d r i v e r �� c , h � t h � n g c � a b � n a n g g � p t r � c t r � c . H � y t h � s � a l � i h � t h � n g . M _ D e v i c e U p d a t e I n f o = � y l � b � n t � n g k � t c � c t h i � t b � � �� c c � p n h � t t � k h i D r i v e r B o o s t e r �� c c � i � t . M _ D e v i c e U p d a t e C o u n t = C � c t h i � t b � � �� c c � p n h � t : < a > % s < / a > M _ N o D e v i c e U p d a t e I n f o = B � n h i � n a n g d � n g d r i v e r m � i n h � t c h o t h i � t b � n � y . M _ N o D e v i c e U p d a t e C o u n t = B � n m u � n t � i �u h � a m � y t � n h h �n n � a � n � n g c a o t h � m h i � u n n g ? H � y n h � n Q u � t t h � m � k i � m t r a n g a y ! M _ U p d a t e E n d i n g = a n g h o � n t � t c � p n h � t d r i v e r . . . M _ S t o p W a i t = C h ��n g t r � n h a n g d � n g . X i n c h � t r o n g g i � y l � t . M _ E x p P a t h F a i l = K h � n g k � t x u � t �� c . X i n h � y c h � n n �i l �u t r � k h � c v � t h � l � i . M _ C r t R s t Q u e r y = B � n c � c h � c c h � n t � o i � m k h � i p h � c ? M _ C r t R s t S u c c e d = � t � o i � m k h � i p h � c t h � n h c � n g ! M _ R e m o v e R s t Q u e r y = i � m k h � i p h � c � c h � n s � b � x � a ? B � n c h � c c h � n c h � ? M _ D e l e t e R s t F a i l e d = K h � n g x � a �� c i � m k h � i p h � c ! M _ R s c D e s c D r v B k p = B � n n � n s a o l �u c � c d r i v e r h i � n a n g �� c c � i � t � k h � i p h � c k h i c � n M _ R s c D e s c D r v R s t = G i � p b � n k h � i p h � c m � t d r i v e r v � p h i � n b � n � �� c s a o l �u n � u p h i � n b � n h i � n t � i g � y r a v � n � . M _ R s c D e s c S y s R s t = G i � p b � n k h � i p h � c m � y t � n h v � t r � n g t h � i c i k h i t h � c h i � n s a o l �u . B � n m � i n h � t k h � n g t h � b � x � a d o b � o m � t h � t h � n g . M _ R s c D k R s t F a i l D e s c = T � p t i n s a o l �u � b � x � a h o � c h � n g . M _ F i x E r r C o u n t 1 = % d l � i M _ F i x E r r C o u n t 2 = % d l � i M _ I n c o m p a t i b l e C o u n t 1 = % d t r � n h i � u k h i � n M _ I n c o m p a t i b l e C o u n t 2 = % d t r � n h i � u k h i � n M _ F i x U n p l u g 1 = 1 t h i � t b � M _ F i x U n p l u g 2 = % d t h i � t b � M _ R s t T y p e I n s t a l l = C � i � t M _ R s t T y p e U n I n s t a l l = G � c � i � t M _ R s t T y p e U n k n o w n = C h �a x � c � n h M _ R s t T y p e U n d o = H o � n t � c M _ R s t T y p e S y s t e m = H � t h � n g M _ R s t T y p e M a n u a l = T h � c � n g M _ R s t T y p e C r t l U p d = C � p n h � t r � t q u a n t r � n g M _ C r t R s t F a i l e d = T h � t b � i k h i t � o i � m k h � i p h � c ! M _ R s t N o B a c k u p = K h � n g / C h �a �� c s a o l �u M _ S a l e P o p D e v E r r N m e = T r � n h s � a l � i t h i � t b � M _ S a l e P o p D e v E r r T l e = K � c h h o � t p h i � n b � n P R O � s � a c � c l � i t h i � t b � M _ S a l e P o p D e v E r r D s c = T � m h i � u c � c m � l � i t r o n g D e v i c e M a n a g e r � s � a c � c l � i p h � n c � n g v � g i � c h o m � y t � n h a n t o � n M _ S a l e P o p D e v E r r O n e = P h � t h i � n < a > 1 l � i t h i � t b � < / a > . K � c h h o � t p h i � n b � n P R O � s � a c h � a n � M _ S a l e P o p D e v E r r M r e = P h � t h i � n < a > % d l � i t h i � t b � < / a > . K � c h h o � t p h i � n b � n P R O � s � a c h � a c h � n g M _ S a l e P o p A c D o w n N m e = T n g t � c t � i v � M _ S a l e P o p A c D o w n T l e = K � c h h o � t p h i � n b � n P R O � t � i d r i v e r v � n h a n h h �n M _ S a l e P o p A c D o w n D s c = T � i v � c � p n h � t d r i v e r v � i t � c � c a o g � p 3 0 0 % v � c h � m � t v � i g i � y � n h � n �� c � n g d r i v e r M _ S a l e P o p A u D o w n N m e = T � � n g c � p n h � t d r i v e r M _ S a l e P o p A u D o w n T l e = K � c h h o � t p h i � n b � n P R O � b � t T � � n g c � p n h � t M _ S a l e P o p A u D o w n D s c = T � � n g q u � t , t � i v � , v � c � i � t c � c c � p n h � t k h � d � n g c � a d r i v e r t h i � t b � & v � t h � n h p h � n g a m e k h i h � t h � n g r � n h r � i . M _ S a l e P o p D r v B k p N m e = S a o l �u & k h � i p h � c t h i � t b � M _ S a l e P o p D r v B k p T l e = K � c h h o � t p h i � n b � n P R O � s a o l �u t � t c � c � c d r i v e r M _ S a l e P o p D r v B k p D s c = S a o l �u c � c d r i v e r � b � n c � t h � k h � i p h � c c h � n g k h i c � n t h i � t � � m b � o a n t o � n g � p � i v � � b � o m � t c � a m � y t � n h . M _ S a l e P o p D a t a b s N m e = H �n 1 8 . 0 0 0 . 0 0 0 t r � n h i � u k h i � n M _ S a l e P o p D a t a b s D s c = T � n h �� n g �u t i � n c � p n h � t n h i � u d r i v e r c i h �n , � c b i � t l � n h � n g d r i v e r h i � m . M _ S a l e E m b e d l b l T i l e = N � n g c � p l � n p h i � n b � n P R O � n � n g c � p t h � m < a > % d < / a > t h i � t b � v � t h � n h p h � n g a m e . M _ P r e s l E m b e d l b l T i l e 0 = T r � n h i � u k h i � n t h i � t b � v � t r � n h i � u k h i � n t r � c h �i < a > % d < / a > k h � c c � t h � �� c c � p n h � t � n g c � c h . M _ S a l e E m b e d l b l T i l e H = N � n g c � p l � n p h i � n b � n P R O � n � n g c � p t h � m % d t h i � t b � v � t h � n h p h � n g a m e . M _ S a l e E m b e d l b l T i l e C = N � n g c � p n g a y l � n p h i � n b � n P R O � c � p n h � t n h i � u d r i v e r t h i � t b � & t h � n h p h � n g a m e h �n . M _ S a l e S c a n M o r e P r o = N h � n < a > �u � i � c q u y � n < / a > � n h � n �u � i g i � m g i � V I P c h o m � i s � n p h � m c � a I O b i t ( c h � v � i n g . d � n g P R O ) . M _ S a l e E x c l u s i v e = �u � � c q u y � n M _ S a l e E x t e n d e d = B � n c � m u � n n h � n �� c s � b � o v � t o � n d i � n h �n v � m � y t � n h s � c h s � h �n ? M _ S a l e N o T h a n k s = K h � n g , c � m �n M _ l b l p g 1 P 2 = B � n c � m u � n c h � n o � n m � y t � n h s � u v � k ) c � n g h �n ? M _ l b l p g 1 P 3 = C h � c � n n h � n < a > Q u � t t h � m < / a > v � n h � n g i � i p h � p m � t c h � m � c h � n o � n v � t � i �u h � a h i � u n n g m � y t � n h M _ r d b t n p g 1 F i n i s h = H o � n t � t M _ r d b t n p g 1 S c a n M o r e = Q u � t t h � m M _ F e e d b a c k S C M a x = K h � n g t h � c h i � n t h a o t � c �� c . B � n � � n h k � m t � i a 5 � n h . M _ F e e d b a c k D e l e t e = B � n t h � c s � m u � n x � a � n h m � n h � n h n � y ? M _ D r v L o g E m p t y = K h � n g c � l � c h s � c � p n h � t < b r > V u i l � n g t h � c h i � n Q U � T � k i � m t r a x e m c � b � n c � p n h � t n � o k h � n g . M _ D r v L o g T y p e 1 = � �� c c � i � t M _ D r v L o g T y p e 2 = � �� c g � c � i � t M _ D r v L o g T y p e 3 = Q u a y v � t r �� c M _ D r v L o g T y p e 4 = � k h � i p h � c M _ D r v L o g T y p e 5 = � b � q u a M _ D r v L o g T y p e 6 = � b � q u a M _ D r v L o g T y p e 7 = � p h � c h � i M _ D r v L o g T y p e 8 = � b � q u a M _ D r v L o g T y p e 9 = � b � q u a M _ D r v U p d I n s t I n f o = T h i � t b � s a u ( D r i v e r t h i � t b � / T h � n h p h � n g a m e ) s � �� c t � � n g c � p n h � t s a u < a > % s < / a > M _ D r v U p d I n s t I n f o 2 = C � c t h i � t b � < a > % d < / a > s a u ( D r i v e r t h i � t b � / T h � n h p h � n g a m e ) s � �� c t � � n g c � p n h � t s a u < a > % s < / a > M _ D r v U p d U p d a t e N o w = C � p n h � t n g a y M _ D r v U p d C o m p l e t e d = C � p n h � t x o n g ! M _ D r v U p d O K = � n g � M _ D r v U p d R e b o o t = K h � i � n g l � i M _ D r v U p d N e e d R e b o o t = � c � p n h � t x o n g ! H � y k h � i � n g l � i � c � c t h a y � i c � h i � u l � c . M _ D r v U p d I n s t a l l i n g = a n g c � i � t . . . M _ D r v U p d C a n c e l l i n g = a n g h � y b � . . . M _ D r v U p d S t o p I n f o = V u i l � n g c h � k h i h � y b � . S � m � t m � t l � c . M _ D r v U p d B l l n H i n t = D r i v e r B o o s t e r a n g t � � n g c � p n h � t c � c d r i v e r t h i � t b � v � t h � n h p h � n g a m e d �� i n � n M _ D r v U p d M i n i m i z e = T h u n h � M _ D r v U p d C a n c e l = H � y b � M _ A c t i v e T o F e e d b a c k = P h � n h � i M _ A c t i v e F o r T r i a l = M u a n g a y M _ A c t i v e F o r F r e e = K � c h h o � t n g a y M _ G u i d e F a c e I O T _ D e s = Q u � t v � d � n d � p c � c t � p t i n r � c t r � n t h i � t b � i O S � n � n g c a o d u n g l �� n g t r � n g M _ G u i d e F a c e I O T _ S c a n = Q u � t M _ G u i d e F a c e S a n W i t h P r o = N h i � u c � p n h � t h �n v � i p h i � n b � n P R O M _ G u i d e F a c e S a n W i t h P r o _ D e s = N � n g c � p l � n p h i � n b � n P R O � c � p n h � t t h � m t r � n h i � u k h i � n t h i � t b � v � c � c t h � n h p h � n t r � c h �i . M _ G u i d e F a c e S a n W i t h P r o _ D e s _ N u m = N � n g c � p l � n p h i � n b � n P R O � c � p n h � t t h � m < a > % s < / a > t r � n h i � u k h i � n t h i � t b � v � t r � n h i � u k h i � n t r � c h �i . M _ G u i d e F a c e V i e w = N � n g c � p M _ G u i d e F a c e D e v i c e E r r o r = L � i t h i � t b � M _ G u i d e F a c e D e v i c e E r r o r _ D e s = < a > % s < / a > l � i t h i � t b � c � t h � �� c s � a c h � a . M _ G u i d e F a c e F i x = S � a c h � a M _ G u i d e F a c e U n p l u g D e v D a t a _ l n g = D � l i � u t h i � t b � k h � n g h � p l � M _ G u i d e F a c e U n p l u g D e v D a t a _ D e s _ l n g = < a > % s < / a > d � l i � u c � a t h i � t b � k h � n g h � p l � c � t h � �� c d � n d � p . M _ G u i d e F a c e C l e a n = D � n d � p M _ G u i d e F a c e P C P e r S c a n = Q u � t h i � u n n g m � y M _ G u i d e F a c e P C P e r S c a n _ N e w D e s = L � m s � c h v � t � i �u h � a P C c � a b � n � c � h i � u s u � t t � t h �n . M _ G u i d e F a c e S c a n = Q u � t M _ G u i d e F a c e U p C o u n t D e s = < a > % d < / a > d r i v e r � �� c c � p n h � t t � k h i D r i v e r B o o s t e r �� c c � i � t . < a > X e m L � c h s � c � p n h � t < / a > M _ G u i d e F a c e H i s t o r y = < a > X e m L � c h s � c � p n h � t < / a > M _ G u i d e F a c e U p d a t e d = � �� c c � p n h � t M _ G u i d e F a c e D r i v e r = d r i v e r t h i � t b � M _ G u i d e F a c e C o m p o n e n t = t h � n h p h � n g a m e M _ G u i d e F a c e T i t l e = C h � c m � n g ! � c � p n h � t t h � n h c � n g ! M _ G u i d e F a c e r d h t m l d e s C a p = S � c � n h i � u d r i v e r h �n �� c c u n g c � p t r o n g t ��n g l a i v � i c � s � d � l i � u l i � n t � c �� c m � r � n g . M _ G u i d e F a c e F i x D o n e = � s � a l � i c � c t h i � t b � M _ G u i d e F a c e C l e a n D o n e _ l n g = D � l i � u c � a t h i � t b � k h � n g h � p l � s � �� c d � n d � p . M _ G u i d e F a c e D e v i c e E r r o r _ D e s 1 = < a > % s < / a > l � i t h i � t b � c � t h � �� c s � a c h � a . M _ G u i d e F a c e U n p l u g D e v D a t a _ D e s 1 _ l n g = < a > % s < / a > d � l i � u c � a t h i � t b � k h � n g h � p l � c � t h � �� c d � n d � p . M _ G u i d e F a c e U p C o u n t D e s 1 = < a > % d < / a > d r i v e r � �� c c � p n h � t t � k h i D r i v e r B o o s t e r �� c c � i � t . < a > X e m L � c h s � c � p n h � t < / a > M _ G u i d e F a c e D r i v e r 1 = d r i v e r t h i � t b � M _ G u i d e F a c e C o m p o n e n t 1 = t h � n h p h � n g a m e M _ G u i d e F a c e C l e a n e d = � d � n d � p M _ G u i d e F a c e F i x e d = � s � a c h � a M _ G u i d e F a c e I S U _ D e s = Q u � t c � c c h ��n g t r � n h � c � i � t c � a b � n � t � m c � c b � n c � p n h � t . M _ G u i d e F a c e I S U _ S c a n = Q u � t M _ P c P e r S c a n P r i v a c y = D � u v � t r i � n g t � M _ P c P e r S c a n J u n k = T � p t i n r � c M _ P c P e r S c a n I n t e r n e t = C � i t h i � n i n t e r n e t M _ P c P e r S c a n R e g i s t r y = R e g i s t r y e n t r i e s M _ P c P e r S c a n S y s t e m = C � c t � i �u h � t h � n g M _ P c P e r S c a n P r o b D e s = % s m � c � �� c t � m t h � y ( % s ) M _ P c P e r S c a n P r o b D e s 1 = % s m � c � �� c t � m t h � y M _ P c P e r S c a n P r o b D e s 2 = % s m � c � �� c t � m t h � y ( % s ) M _ P c P e r S c a n P r o b D e s 3 = % s m � c � �� c t � m t h � y M _ P c P e r S c a n P r o b D e s 6 = � t � m t h � y < a > % d < / a > m � c . < a > C h i t i � t < / a > M _ P c P e r S c a n P r o b D e s 5 = K h � n g t � m t h � y v � n � M _ P c P e r S c a n T i p 1 = S � � n h h �� n g t � i h i � u n n g h � t h � n g . C h � n g t � i k h u y � n n g h � d � n g A d v a n c e d S y s t e m C a r e � s � a c h � a . M _ P c P e r S c a n T i p 2 = V � c h � n g t � i k h u y � n n g h � c � i � t A d v a n c e d S y s t e m C a r e � l u � n g i � m � y t � n h c � a b � n s � c h s � v � n h a n h n h � n . M _ P c P e r S c a n N o E r r o r = K h � n g c � v � n � M _ P c P e r S c a n t i t l e C a p = C h i t i � t q u � t h i � u n n g m � y t � n h M _ P c P e r S c a n I n s t a l l i n g = a n g c � i � t M _ P c P e r S c a n R d h t m l b l C a p = Q u a v i � c n h � n C � i � t � s � a c h � a , b � n c h � p n h � n < a > K N D C < / a > v � < a > C h � n h s � c h r i � n g t �< / a > c � a A d v a n c e d S y s t e m C a r e v � c � i � t n � . M _ P c P e r S c a n R d h t m l b l C a p 1 = Q u a v i � c c � i � t , b � n c h � p n h � n < a > K N D C < / a > v � < a > C h � n h s � c h r i � n g t �< / a > c � a A d v a n c e d S y s t e m C a r e v � c � i � t n � . M _ P c P e r S c a n O p t i m i z e T i t l e = C h i t i � t t � i �u h i � u n n g M _ P c P e r S c a n O p t i m i z e D e s c = N h � n g m � c n � y s � � n h h �� n g t � i h i � u n n g m � y t � n h . C h � n g t � i k h u y � n n g h � c � i � t A d v a n c e d S y s t e m C a r e � t � i �u h � a . M _ P c P e r S c a n O p t i m i z e B t n = C � i � t � t � i �u h � a M _ S c a n W i t h P r o D e s = N � n g c � p l � n p h i � n b � n P R O � n � n g c � p t h � m < a > % d < / a > t h i � t b � v � t h � n h p h � n g a m e . M _ S c a n W i t h P r o L e v e l _ 0 = C i M _ S c a n W i t h P r o L e v e l _ 1 = R � t c i M _ S c a n W i t h P r o L e v e l _ 2 = Q u � c i M _ S c a n W i t h P r o A v i a i l a b l e = K h � d � n g : M _ S c a n W i t h P r o C m p = C h �a c � i � t M _ S c a n W i t h P r o M i s s = D r i v e r b � t h i � u M _ S c a n W i t h P r o P o r b = C � l � i M _ G u i d e F a c e A u t o U p d a t e = T � � n g c � p n h � t d r i v e r M _ G u i d e F a c e A u t o U p d a t e _ D e s = K � c h h o � t C � p n h � t d r i v e r t � � n g � l u � n t � � n g c � p n h � t d r i v e r . M _ G u i d e F a c e N o P r o b l e m = C � c v � n � � �� c k h � c p h � c M _ G u i d e F a c e E n a b l e = K � c h h o � t M _ G u i d e F a c e E n a b l e d = � k � c h h o � t M _ G u i d e F a c e S e t t i n g = C � i � t M _ G u i d e F a c e S e t t i n g D e s = � b � t t � � n g c � p n h � t d r i v e r . B � n c � t h � t h a y � i t r o n g C � i � t . M _ G u i d e F a c e R u n A S C = C h � y A d v a n c e d S y s t e m C a r e � q u � t t h � m c � c v � n � k h � c v � c � c t � p t i n r � c . M _ G u i d e F a c e D e t a i l s = X e m c h i t i � t M _ G u i d e F a c e C a r e C o u n t = < a > % d < / a > v � n � � �� c t � m t h � y . C � i � t A d v a n c e d S y s t e m C a r e � s � a c h � a . M _ U p d a t e H i s t o r y D a t e = N g � y : M _ U p d a t e H i s t o r y V e r s i o n = P h i � n b � n : M _ U p d a t e H i s t o r y C l o s e = � n g M _ U p d a t e H i s t o r y T i t l e = L � c h s � c � p n h � t d r i v e r M _ U p d a t e H i s t o r y A l l V e r s i o n = T � t c � c � c p h i � n b � n M _ R s t M o d B a c k u p F l d e r = T h a y � i t h � m � c s a o l �u M _ R s t B a c k u p = S a o l �u M _ R s t E x p B a c k u p F l d e r = X e m t h � m � c s a o l �u M _ R s t R e s t o r e = K h � i p h � c M _ R s t C r e a t e R s t P o i n t = T � o i � m k h � i p h � c M _ R s t V i e w R s t P o i n t = X e m K h � i p h � c h � t h � n g M _ R s t S y s R s t R e s t o r e = K h � i p h � c M _ R s t S y s R s t R e m o v e = G � b � M _ S a l e B e n e f i t s = K � c h h o � t P R O v � n h � n �� c l � i � c h M _ S a l e F e a t u r e 1 = C � p n h � t n h i � u d r i v e r h �n v � i c � s � d � l i � u l � n h �n 2 0 0 % M _ S a l e F e a t u r e 2 = N � n g c a o � � n � n h & h i � u n n g M _ S a l e F e a t u r e 3 = N � n g c a o t r � i n g h i � m c h �i g a m e M _ S a l e F e a t u r e 4 = T � � n g t � i v � v � s a o l �u d r i v e r a n t o � n h �n M _ S a l e A l l F e a t u r e s = X e m c � c l � i � c h c � a P R O M _ b t n M i n . H i n t = T h u n h � M _ b t n c l o s e w i n . H i n t = � n g M _ b t n O v e r a l l = T � n g t h � M _ b t n O S = H � i � u h � n h M _ b t n P r o A n d M a i n = B � x � l � & B � n g m � c h c h � n h M _ b t n M e m D e v = T h i � t b � n h � M _ b t n D i s p l a y = M � n h � n h M _ b t n D r i v e s = C � c � l �u t r � M _ b t n N e t W o r k = M � n g M _ b t n O t h e r = C � c t h i � t b � k h � c M _ b t n E x p o r t = X u � t . . . M _ b t n c l o s e 1 = � n g M _ L i s t v i e w _ C S 0 = T � n t h i � t b � M _ L i s t v i e w _ C S 1 = G i � t r � M _ l b l P M T o t a l = T � n g c � n g M _ l b l P M A v l = H i � n c � M _ l b l P M C a c h e = B � n h � t � m h � t h � n g M _ l b l C C T o t a l = T � n g c � n g M _ l b l C C L i m i t = G i � i h � n M _ l b l C C P e a k = C � c � i M _ l b l K M T o t a l = T � n g c � n g M _ l b l K M P a g e d = B � n h � t � m M _ l b l K M N o n e p a g e d = B � n h � k h � n g t h u � c B N t � m M _ l b l l o g = T h � n g t i n h � t h � n g I O b i t M _ i m g L o a d i n g = a n g q u � t . . . M _ f r d l b l c p u _ u = M � c s � d � n g C P U M _ r d l b l c p u _ u _ h = L � c h s � m � c s � d � n g C P U M _ r d l b l M U = M � c s � d � n g b � n h � M _ r d l b l P M = B � n h � v � t l � M _ r d l b l C C = C h � s � b � n h � � o M _ r d l b K M = B � n h � k e r n e l M _ G e n e r a l = T � n g q u � t M _ G r a p h i c s = B � x � l � � h � a M _ S t o r a g e = B � n h � l �u t r � M _ f I O = N h � p / X u � t M _ V i d e o _ M e m = B � n h � v i d e o M _ f O S = H � i � u h � n h M _ P M = B � x � l � & B � n g m � c h c h � n h M _ f M D = T h i � t b � b � n h � M _ D V = C � c � l �u t r � M _ D P = M � n h � n h M _ N W = M � n g M _ O D = T h i � t b � k h � c M _ C S = H � t h � n g m � y t � n h M _ C N = T � n m � y t � n h M _ f f U N = T � n n g �� i d � n g M _ O R G = T � c h � c M _ O S _ N a m e = T � n h � i � u h � n h M _ O S _ V e r = P h i � n b � n H H M _ f S P = P h i � n b � n v � M _ f I D = I D S � n p h � m M _ U p t i m e = T h � i g i a n h o � t � n g M _ I E _ V e r = P h i � n b � n I n t e r n e t E x p l o r e r M _ D X _ V e r = P h i � n b � n M i c r o s o f t D i r e c t X M _ O G L _ V e r = P h i � n b � n O p e n G L M _ f R e g = K h � a r e g i s t r y M _ M a x _ S i z e = K � c h c � l � n n h � t M _ C u r _ S i z e = K � c h c � h i � n t � i M _ S t a t u s = T r � n g t h � i M _ f U n k n o w n = C h �a x � c � n h M _ f Y E S = C � M _ f C P U = B � x � l � t r u n g t � m M _ C P U _ N a m e = T � n B X L M _ C P U _ N u m b e r = S � b � x � l � l o g i c M _ C o d e _ N a m e = T � n m � M _ M a n = N h � s � n x u � t M _ C C S = T � c � x u n g h i � n t � i M _ M C S = T � c � x u n g t � i a M _ V o l = i � n t h � M _ E x t _ C l k = X u n g n g o � i M _ S N = S � s e r i M _ C P U _ I D = I D B X L M _ f S D = K i � u t h i � t k � s o c k e t M _ I n t _ C a c h e = B � n h � t � m t r o n g M _ E x t _ C a c h e = B � n h � t � m n g o � i M _ B o r a d = B � n m � c h c h � n h M _ M o d = � i M _ B I O S _ N a m e = T � n B I O S M _ B I O S _ V e n = N h � s x B I O S M _ S M B I O S _ V e r = P h i � n b � n S M B I O S M _ B I O S _ D a t e = N g � y B I O S M _ B I O S _ F e a t u r e = T � n h n n g B I O S M _ P y h _ M e m = B � n h � v � t l � M _ M e m _ B a n k = N g � n h � n g b � n h � M _ D e s = M � t � M _ D e v _ L o c = � n h v � t h i � t b � M _ C a p a c i t y = D u n g l �� n g M _ f S p e e d = T � c � M _ M e m _ T y p e = K i � u b � n h � M _ F o r m _ F a c t o r = K i � u d � n g M _ M e m _ R e s = N g u � n b � n h � M _ M e m _ T o t a l = B � n h � t � n g M _ M e m _ U s e d = B � n h � � d � n g M _ M e m _ F r e e = B � n h � c � n t r � n g M _ M e m _ U s a g e = M � c s � d � n g b � n h � M _ D a t a _ W i d t h = B n g t h � n g d � l i � u M _ D i s k _ T o t a l = T � n g d u n g l �� n g � c � n g M _ D i s k _ F r e e = D u n g l �� n g � c � n g c � n t r � n g M _ N a m e = T � n M _ C a p a b i l i t y = T i � m n n g M _ D i s k _ D r i v e = C � c � c � n g M _ M e d i a _ T y p e = K i � u p h ��n g t i � n M _ I n t _ T y p e = K i � u g i a o d i � n M _ P a r t = C � c p h � n v � n g )a M _ C y l i n d e r = T � n g s � x y - l a n h M _ f H e a d = T � n g s � h e a d ( � c � n g ) M _ S e c t o r = T � n g s � s e c t o r ( � c � n g ) M _ T r a c k = T � n g s � t r a c k ( � c � n g ) M _ T P C = S � t r a c k m � i x y - l a n h M _ S P T = S � s e c t o r m � i t r a c k M _ B P S = S � b y t e m � i s e c t o r M _ S m a r t _ S u p p o r t = H � t r � S . M . A . R . T M _ T e m p e r a t u r e = N h i � t � h i � n t � i M _ I D E _ C t r l = T r � n h i � u k h i � n I D E M _ f D r i v e = � l �u t r � M _ T r a n s _ R a t e = T � c � t r u y � n t � i M _ V i d e o _ A d a p t e r = T h i � t b � n � i v i d e o M _ V i d e o _ P r o c e s s o r = B � x � l � v i d e o M _ V i d e o _ A r c h = K i � n t r � c v i d e o M _ S c r _ R e s o l u t i o n = � p h � n g i � i m � n h � n h M _ D A C _ T y p e = K i � u D A C M _ V M e m _ S i z e = D u n g l �� n g b � n h � M _ V M e m _ T y p e = K i � u b � n h � M _ V i d e o _ M o d e = C h � � v i d e o M _ C R R = T � c � l � m m � i M _ D r i v e r _ V e r = P h i � n b � n d r i v e r M _ D r i v e r _ D a t e = N g � y d r i v e r M _ M o n i t o r = T h i � t b � h i � n t h � M _ S c r _ H e i g h t = C h i � u d � c m � n h � n h M _ S c r _ W i d t h = C h i � u n g a n g m � n h � n h M _ P r o d u c t _ N a m e = T � n s � n p h � m M _ S e r v i c e _ N a m e = T � n d � c h v � M _ M A C _ A d d r = � a c h � M A C M _ S o u n d _ D e v = T h i � t b � � m t h a n h M _ M o u s e = C h u � t M _ B t n s = C � c n � t b � m M _ K e y b o a r d = B � n p h � m M _ F u n c _ K e y = C � c p h � m c h � c n n g M _ U S B _ C t r l = U S B M _ P r o t _ S u p p o r t = C � c p h ��n g t h � c �� c h � t r � M _ M e m o r y = B � n h � M _ U n n e c e s s a r y f o r g a m i n g = C � c t h � n h p h � n k h � n g c � n t h i � t � c h �i g a m e M _ R e f r e s h = L � m m � i M _ S e a r c h O n l i n e = T � m k i � m t r � c t u y � n M _ O p e n F o l d e r = M � t h � m � c M _ S o r t B y = S � p x � p t h e o M _ D e s c r i p t i o n = M � t � M _ V i r t u a l D e s k T i t l e = M � g a m e t � G a m i n g D e s k t o p M _ V i r t u a l D e s k D e s c = C u n g c � p m � c x � l � c a o v � t � c � t r u y x u � t b � n h � n h a n h k h i c h �i g a m e m � k h � n g b � l � m p h i � n M _ R A M T i t l e = D � n d � p R A M M _ R A M D e s c = T � i �u h � a s � d � n g b � n h � � n � n g c a o d u n g l �� n g b � i n h � v � t l � k h � d � n g M _ C l i p T i t l e = X � a c l i p b o a r d M _ C l i p D e s c = X � a c l i p b o a r d k h � n g �� c d � n g t � i M _ P o w e r T i t l e = B � t g i � i p h � p q u � n l � n n g l �� n g c h o g a m e M _ P o w e r D e s c = T h a y � i c � i � t n n g l �� n g � n � n g c a o h i � u n n g M _ A u t o U p T i t l e = T � t T � � n g c � p n h � t M _ A u t o U p D e s c = N g n n g � a t � � n g c � p n h � t � t r � n h g � y p h i � n k h i c h �i g a m e M _ E n a b l e G M T i t l e = B � t C h � � t r � c h �i W i n d o w s M _ E n a b l e G M D e s c = B � t C h � � t r � c h �i t r o n g C � i � t W i n d o w s M _ P r o c D e f C l o s e = C � c q u � t r � n h �� c � n g t h e o m � c � n h M _ P r o c G r o u p S a f e = C � c q u � t r � n h �� c k h u y � n n g h � n � n � n g M _ P r o c G r o u p O t h e r = C � c q u � t r � n h k h � c M _ P r o c e s s N a m e = T � n q u � t r � n h M _ P o w e r S c h D e s c = K � c h h o � t n � k h i b � n c h u y � n s a n g c h � � g a m e � t n g t � c M _ P r o c e s s N a m e = T � n q u � t r � n h M _ P r o p e r t y = T h � n g t i n M _ P r o c e s s = Q u � t r � n h ( % d q u � t r � n h , % d � c h � n ) M _ S e r v i c e = D � c h v � c � a W i n d o w s ( % d q u � t r � n h , % d � c h � n ) M _ O t h e r S e r v i c e = D � c h v � k h � n g p h � i c � a W i n d o w s ( % d q u � t r � n h , % d � c h � n ) M _ P r o c e s s 1 = Q u � t r � n h ( % d q u � t r � n h , % d � c h � n ) M _ S e r v i c e 1 = D � c h v � c � a W i n d o w s ( % d q u � t r � n h , % d � c h � n ) M _ O t h e r S e r v i c e 1 = D � c h v � k h � n g p h � i c � a W i n d o w s ( % d q u � t r � n h , % d � c h � n ) M _ O t h e r s = C � c d � c h v � k h � c ( % d q u � t r � n h , % d � c h � n ) M _ L v S e r v i c e G r o u p N a m e 1 = D � c h v � W i n d o w s M _ L v S e r v i c e G r o u p N a m e 2 = D � c h v � k h � n g p h � i W i n d o w s i o b i t _ l a n g _ S y s t e m O p t i m i z e r e p o r t = B � o c � o t � i �u h � a h � t h � n g i o b i t _ l a n g _ k e y _ j u n k f i l e _ g r o u p _ 1 = C � c t � p t i n r � c ( % d m � c , % s ) : i o b i t _ l a n g _ k e y _ p r i v a c y _ g r o u p _ 2 = C � c d � u v � t t h � n g t i n c � n h � n ( % d m � c , % s ) : i o b i t _ l a n g _ k e y _ s y s O p t i m i z a t i o n _ g r o u p _ 3 = C � c l � n t � i �u h � a h � t h � n g ( % d m � c , % s ) : i o b i t _ l a n g _ k e y _ i n t e r n e t b o o s t _ g r o u p _ 4 = C � c l � n c � i t h i � n I n t e r n e t ( % d m � c , % s ) : i o b i t _ l a n g _ k e y _ r e g i s t r y c l e a n _ g r o u p _ 5 = C � c k h � a t r u y c � p ( % d m � c , % s ) : M _ T r i a l S w i t c h = C h u y � n v � D r i v e r B o o s t e r p h i � n b � n M i � n p h � M _ T r i a l D u r 1 1 = T r o n g v � n g < a > % d < / a > n g � y q u a , D r i v e r B o o s t e r P r o � s � a c h � a < a > % d < / a > v � n � d r i v e r c h o b � n . H � y n � n g c � p n g a y � g i � c � c d r i v e r t h i � t b � c � a b � n l u � n �� c c � p n h � t . M _ T r i a l D u r 2 1 = T r o n g v � n g < a > % d < / a > n g � y q u a , D r i v e r B o o s t e r P r o � s � a c h � a < a > % d < / a > v � n � d r i v e r c h o b � n . H � y n � n g c � p n g a y � g i � c � c d r i v e r t h i � t b � c � a b � n l u � n �� c c � p n h � t . M _ T r i a l D u r 1 2 = T r o n g v � n g < a > % d < / a > n g � y q u a , D r i v e r B o o s t e r P r o � s � a c h � a < a > % d < / a > v � n � d r i v e r c h o b � n . H � y n � n g c � p n g a y � g i � c � c d r i v e r t h i � t b � c � a b � n l u � n �� c c � p n h � t . M _ T r i a l D u r 2 2 = T r o n g v � n g < a > % d < / a > n g � y q u a , D r i v e r B o o s t e r P r o � s � a c h � a < a > % d < / a > v � n � d r i v e r c h o b � n . H � y n � n g c � p n g a y � g i � c � c d r i v e r t h i � t b � c � a b � n l u � n �� c c � p n h � t . M _ T r i a l D u r 0 = N � n g c � p n g a y � g i � c � c d r i v e r t h i � t b � c � a b � n l u � n �� c c � p n h � t v � t � i a h � a h i � u n n g c h �i g a m e . M _ T r i a l T o F r e e = B � n c � t h � s � b � l � c � c �u � i � c b i � t c h � d � n h c h o n h � n g n g �� i d � n g t h � s a u k h i c h u y � n � i t � D r i v e r B o o s t e r M i � n p h � . B � n c � c h � c c h � c m u � n t i � p t � c ? M _ T r i a l E x p = T h � i h � n d � n g t h � D r i v e r B o o s t e r c � a b � n < a > � h � t < / a > . M _ T r i a l L o s e 0 = B � n d � n g t h � D r i v e r B o o s t e r c � a b � n s � k � t t h � c s a u < a > 2 4 < / a > g i � . M _ T r i a l L o s e 1 = T h � i h � n d � n g t h � D r i v e r B o o s t e r c � a b � n s � h � t h � n v � o < a > 1 < / a > n g � y t � i . M _ T r i a l L o s e 2 = T h � i h � n d � n g t h � D r i v e r B o o s t e r c � a b � n s � h � t h � n v � o < a > % d < / a > n g � y t � i . M _ T r i a l 1 R e m a n i n g = % d t r � n h i � u k h i � n c � t h � �� c c � p n h � t h � m n a y ( H � n n g � c h h � n g n g � y c h o p h i � n b � n d � n g t h � : 1 ) M _ T r i a l U p d a t e D s c r p t n S i n g l e = N � n g c � p l � n p h i � n b � n P R O � c � p n h � t t h � m < a > 1 < / a > d r i v e r t h i � t b � h o � c t h � n h p h � n g a m e n � a v � i m � t c � n h � n c h u � t . M _ T r i a l U p d a t e D s c r p t n M u l t i = N � n g c � p l � n p h i � n b � n P R O � c � p n h � t t h � m < a > % d < / a > d r i v e r t h i � t b � h o � c t h � n h p h � n g a m e n � a v � i m � t c � n h � n c h u � t . M _ S e t t i n g A p p N o t E x i s t e d = N / A ( k h � n g t � n t � i ) . M _ F e e d b a c k A d d I m g C o u n t = T h � m � n h M _ D i s a b l e d D r i v e r U p d a t e = S a u k h i b � v � h i � u h � a , b � n c � t h � b � l � c � c b � n c � p n h � t t r � n h i � u k h i � n k � p t h � i , i � u n � y c � t h � g � y h � i c h o h i � u s u � t P C c � a b � n . B � n v � n m u � n v � h i � u h � a n � ? M _ U p d a t e M a n u a l l y = B � n g c � c h c � p n h � t t h � c � n g , b � n c � t h � k h � n g n h � n �� c D r i v e r B o o s t e r m � i n h � t k � p t h � i . B � n v � n m u � n c � p n h � t t h e o c � c h t h � c � n g ? M _ I S U _ D e s c 1 = < a > 1 < / a > c h ��n g t r � n h l � i t h � i M _ I S U _ D e s c 2 = < a > % s 1 < / a > c h ��n g t r � n h l � i t h � i M _ A S C D e t a i l _ D e s c 1 = < a > % s 1 < / a > � t � m t h � y m � c < a > ( % s 2 ) < / a > M _ A S C D e t a i l _ D e s c 2 = < a > % s 1 < / a > c a c m � c a t � m t h � y < a > ( % s 2 ) < / a > M _ A S C D e t a i l _ D e s c 3 = < a > % s 1 < / a > m � c �� c t � m t h � y M _ A S C D e t a i l _ D e s c 4 = < a > % s 1 < / a > c a c m � c �� c t � m t h � y M _ A S C D e t a i l _ D e s c 5 _ n e w = T � t c � c � c m � c � �� c d � n d � p . M _ A S C D e t a i l _ D e s c 1 0 = % s 1 m � c �� c t � m t h � y ( % s 2 ) M _ A S C D e t a i l _ D e s c 2 0 = % s 1 c a c m � c �� c t � m t h � y ( % s 2 ) M _ A S C D e t a i l _ D e s c 3 0 = % s 1 m � c �� c t � m t h � y M _ A S C D e t a i l _ D e s c 4 0 = % s 1 m � c �� c t � m t h � y M _ T i t l e _ C h e c k _ P o s i t i o n = a n g k i � m t r a ( % s % ) . . . M _ T i t l e _ S c a n _ P o s i t i o n = a n g q u � t ( % s % ) . . . M _ A S C _ P r o b l e m _ n e w = < a > % s 1 < / a > c � c t � p r � c c � t h � �� c d � n s � c h & < a > % s 2 < / a > c � c � i t �� n g c � t h � �� c t � i �u . M _ A S C _ P r o b l e m _ 1 _ n e w = < a > % s 1 < / a > c � c t � p r � c c � t h � �� c d � n s � c h . M _ A S C _ P r o b l e m _ 2 _ n e w = < a > % s 1 < / a > c � c � i t �� n g c � t h � �� c t � i �u . M _ A S C _ P r o b l e m _ 3 _ n e w = < a > % s 1 < / a > c � c t � p r � c c � t h � �� c d � n s � c h & < a > % s 2 < / a > � i t �� n g c � t h � �� c t � i �u . M _ A S C _ P r o b l e m _ 4 _ n e w = < a > % s 1 < / a > � i t �� n g c � t h � �� c t � i �u . M _ A S C _ P r o b l e m _ 5 _ n e w = % s 1 c � c t � p r � c c � t h � �� c d � n s � c h & % s 2 c � c � i t �� n g c � t h � �� c t � i �u . M _ A S C _ P r o b l e m _ 6 _ n e w = % s 1 c � c t � p r � c c � t h � �� c d � n s � c h & % s 2 � i t �� n g c � t h � �� c t � i �u . M _ A S C _ N o P r o b l e m = k h � n g t � m t h � y v � t n � o M _ A S C _ P r D e s c 1 = + L � m s � c h v � t � i �u h � a P C c h � v � i 1 c � n h � p c h u � t . M _ A S C _ P r D e s c 2 = + T n g t � c P C c � a b � n n h a n h h �n t � i 2 0 0 % . M _ A S C _ P r D e s c 3 = + T n g t � c I n t e r n e t l � n � n 3 0 0 % . M _ n o r m a l _ c a n c e l = H � y M _ A S C _ M C l e a n = X e m v � D � n M _ A S C _ R e c o m m e n d _ N e w = C h � n g t � i k h u y � n b � n n � n c � i � t A d v a n c e d S y s t e m C a r e � s � a l � i c h � b � n g m � t c � n h � p c h u � t . - < a > % s < / a > M _ A S C _ O p t i o n a l O f f e r = �u � i T � y c h � n M _ A S C _ P r o d u c t B y = T i � n � c h T � i �u P C T u n e u p c � a < a > % s < / a > M _ I S U _ P r o b l e m 1 = � t � m t h � y b � n c � p n h � t p h � n m � m < a > % d < / a > . < a > C � p n h � t t h � c � n g < / a > M _ I S U _ P r o b l e m = B � n c � p n h � t p h � n m � m < a > % d < / a > �� c t � m t h � y . < a > C � p n h � t t h � c � n g < / a > M _ I S U _ N o P r o b l e m = K h � n g c � b � n c � p n h � t p h � n m � m n � o M _ I S U _ P r D e s c 1 = + T � � n g c � p n h � t c � c c h ��n g t r � n h l � i t h � i t r o n g t h � i g i a n s � m n h � t . M _ I S U _ P r D e s c 2 = + 1 c � n h � p c h u � t � c � i � t t � t c � c � c c h ��n g t r � n h p h � b i � n m o n g m u � n c � a b � n . M _ I S U _ P r D e s c 3 = + C � c c h ��n g t r � n h s � c h � v �� t q u a c � c b � i k i � m t r a n g h i � m n g � t , k h � n g c � p h � n m � m b � . M _ S M G B _ P r o b l e m = � p x u n g p h � n c � n g � c � i t h i � n h i � u s u � t t r � c h �i l � n � n < a > 1 3 0 % < / a > M _ S M G B _ N o P r o b l e m = K h � n g c � b � n c � p n h � t p h � n m � m n � o M _ S M G B _ P r D e s c 1 = + < a > S u p e r b o o s t < / a > P C c � a b � n � t n g t � i 5 0 % F P S . M _ S M G B _ P r D e s c 2 = + < a > T � � n g t n g < / a > h i � u s u � t P C k h i k h � i c h � y t r � c h �i . M _ S M G B _ P r D e s c 3 = + < a > T h � i g i a n t h � c < / a > t h e o d � i n h i � t � p h � n c � n g t r o n g t r � c h �i . M _ S M G B _ P r D e s c 1 _ h i n t = + S i � u t n g c �� n g P C c � a b � n � t n g l � n � n 5 0 % F P S . M _ S M G B _ P r D e s c 2 _ h i n t = + T � � n g t n g h i � u s u � t P C k h i k h � i c h � y t r � c h �i . M _ S M G B _ P r D e s c 3 _ h i n t = + T h e o d � i t h � i g i a n t h � c n h i � t � p h � n c � n g t r o n g t r � c h �i . M _ I S R _ P r D e s c 1 _ N e w 2 = Q u a y p h i m v � n h � c 4 K m � k h � n g l � m g i � m c h � t l �� n g M _ I S R _ P r D e s c 2 _ N e w 2 = Q u a y v i d e o k h � n g b � t r � � � p h � n g i � i 1 0 8 0 P / 6 0 F P S M _ I S R _ P r D e s c 3 _ N e w 2 = C � n h � n h � a b � n g h i w e b c a m c � a b � n M _ I S R _ P r D e s c 4 _ N e w 2 = T r � n h c h � n h s � a v i d e o m � n h m � v � c � n g c � c h � p � n h m � n h � n h t o � n d i � n M _ I S R _ P r D e s c 5 _ N e w 2 = N h i � u c � n g c � A I t h i � t t h � c , b a o g � m C h u y � n v n b � n t h � n h g i � n g n � i M _ I S R _ R e c o m m e n d = I O b i t K h u y � n n g h � M _ V P N _ T i t l e = �u � i t � y c h � n M _ V P N _ I n s t a l l = C � i � t M _ V P N _ B o o s t N o w = T n g t � c - n g a y M _ V P N _ P r o b l e m = M � t c � n h � p c h u � t � t h � c � y t r � c h �i c � a b � n , g i � m � t r � m � n g l � n � n < a > 5 0 m s < / a > v � b � o m � t q u y � n r i � n g t � c � a b � n v � i i T o p V P N M _ V P N _ D e s c 1 = + < a > N h a n h < / a > - T h �� n g t h � c t r � c h �i t r � c t u y � n n h a n h n h � c h � p M _ V P N _ D e s c 2 = + T r u y c � p n h a n h v � o < a > C O D E , P U B G , W O T , M i n e c r a f t < / a > . . . M _ V P N _ D e s c 3 = + < a > B � o m � t < / a > - L �� t w e b � n d a n h v � �� c m � h � a v � i I P � n M _ V P N _ D e s c 4 = + < a > M i � n p h � < / a > - B � c h � n c � c t r a n g w e b v � p h � t t r � c t u y � n m i � n p h � M _ V P N _ E U L A = B � n g c � c h n h � p v � o " C � i � t " , b � n � n g � c � i � t i T o p V P N v � c h � p n h � n < a > E U L A < / a > & < a > C h � n h s � c h q u y � n r i � n g t �< / a > c � a n � . M _ A S C _ R e c o m m e n d 1 = C h � n g t � i k h u y � n b � n n � n c � i � t A d v a n c e d S y s t e m C a r e � g i � c h o P C c � a b � n l u � n s � c h s � v � n h a n h c h � n g . M _ A S C _ R e c o m m e n d 2 = C h � n g t � i k h u y � n b � n n � n c � i � t A d v a n c e d S y s t e m C a r e � k h � c p h � c c h � n g b � n g m � t c � n h � p c h u � t . M _ I S U _ R e c o m m e n d 1 = C � i � t T r � n h c � p n h � t p h � n m � m I O b i t � g i � c h o c � c c h ��n g t r � n h � c � i � t c � a b � n l u � n �� c c � p n h � t c h � v � i m � t c � n h � p c h u � t . M _ I S U _ R e c o m m e n d 2 = � d � d � n g c � p n h � t t � t c � c � c c h ��n g t r � n h , c h � n g t � i k h u y � n b � n n � n c � i � t T r � n h c � p n h � t p h � n m � m I O b i t . M _ S M G B _ R e c o m m e n d = C h � n g t � i k h u y � n b � n n � n c � i � t S m a r t G a m e B o o s t e r � c � i t h i � n h i � u s u � t t r � c h �i v � n h � n �� c n h i � u l � i � c h h �n . M _ E U L A _ I S U = B � n g c � c h n h � p v � o " C � i � t " , b � n � n g � c � i � t T r � n h c � p n h � t p h � n m � m I O b i t v � c h � p n h � n < a > E U L A < / a > & < a > C h � n h s � c h q u y � n r i � n g t �< / a > c � a n � . M _ E U L A _ A S C = B y c l i c k i n g " I n s t a l l " , y o u a g r e e t o i n s t a l l A d v a n c e d S y s t e m C a r e a n d a c c e p t i t s < a > E U L A < / a > & < a > P r i v a c y P o l i c y < / a > . M _ E U L A _ S M G B = B y c l i c k i n g " I n s t a l l " , y o u a g r e e t o i n s t a l l A d v a n c e d S y s t e m C a r e a n d a c c e p t i t s < a > E U L A < / a > & < a > P r i v a c y P o l i c y < / a > . M _ E U L A _ I S R _ N E W = B � n g c � c h n h � p v � o " C � i � t " , b � n � n g � c � i � t i T o p S c r e e n R e c o r d e r v � c h � p n h � n < a > E U L A < / a > & < a > C h � n h s � c h q u y � n r i � n g t �< / a > c � a n � . M _ E U L A _ I S U _ H i n t = B � n g c � c h n h � p v � o " C � i � t " , b � n � n g � c � i � t T r � n h c � p n h � t p h � n m � m I O b i t v � c h � p n h � n E U L A & C h � n h s � c h q u y � n r i � n g t � c � a n � . M _ E U L A _ A S C _ H i n t = B � n g c � c h n h � p v � o " C � i � t " , b � n � n g � c � i � t A d v a n c e d S y s t e m C a r e v � c h � p n h � n E U L A & C h � n h s � c h q u y � n r i � n g t � c � a n � . M _ E U L A _ S M G B _ H i n t = B � n g c � c h n h � p v � o " C � i � t " , b � n � n g � c � i � t S m a r t G a m e B o o s t e r v � c h � p n h � n E U L A & C h � n h s � c h q u y � n r i � n g t � c � a n � . M _ E U L A _ I S R _ H i n t _ N E W = B � n g c � c h n h � p v � o " C � i � t " , b � n � n g � c � i � t i T o p S c r e e n R e c o r d e r v � c h � p n h � n E U L A & C h � n h s � c h q u y � n r i � n g t � c � a n � . M _ B a n n e r U p g r a d e = N � n g c � p M _ B a n n e r U p g r a d e N o w = N � n g c � p n g a y M _ B a n n e r U p g r a d e 0 0 = C � p n h � t t � t c � v � i $ 0 M _ B a n n e r U p g r a d e 1 = H a y k h a m p h a n a o M _ G u a r a n t e e _ N o r m a l = � m b � o m � y t � n h c � a b � n s � h o � t � n g n h a n h h �n M _ G u a r a n t e e _ N o r m a l _ p r e s l 0 = N � n g c � p l � n P R O M i � n P h � v � i i � u n � y c � h � i c h i m � t l � n m � t n m . M _ I c o n D e s c _ N o r m a l = B � n �� c � m b � o h o � n 1 0 0 % p h � t r o n g v � n g 6 0 n g � y . B � n s � d � d � n g n h � n t h � y m � y t � n h c � a b � n �� c c � i t h i � n r a s a o t r o n g 6 0 n g � y , h o � c c h � n g t � i s � h o � n � p h � . K h � n g c � c � u h � i n � o k h � c . M _ I c o n D e s c _ S t e a m = B � n �� c b � o v � h o � n t o � n b � i C h � n h s � c h h o � n t i � n c � a S T E A M . M _ G u a _ N r o m a l = C a m k � t h o � n p h � t r o n g 6 0 n g � y M _ G u a _ S t e a m = �� c � m b � o b � i c h � n h s � c h h o � n t i � n S T E A M M _ B a n n e r _ t i p s = N � n g c � p l � n P R O n g a y b � y g i � v � i �u � i t � t n h � t . M _ I S U U r l = c � p n h � t t h � c � n g M _ A S C C l e a n = D � n d � p M _ A S C C l e a n i n g = a n g l � m s � c h . . . M _ A S C C l e a n e d = a l � m s � c h M _ E x i t D r i v e r _ S i n g l e = D r i v e r B o o s t e r P R O � t � m t h � y < a > 1 < / a > t r � n h i � u k h i � n l � i t h � i h o � c t r � n h i � u k h i � n t r � c h �i c � n s � t l � i t r � n h � t h � n g c � a b � n , i � u n � y c � t h � d � n � n h i � u s u � t P C c h � m , h � t h � n g t r e o , t r � c h �i t r � c t r � c v � e d � a s � � n � n h c � a P C c � a b � n . M _ E x i t D r i v e r _ M u l t i = D r i v e r B o o s t e r P R O � t � m t h � y < a > % d < / a > t r � n h i � u k h i � n l � i t h � i h o � c t r � n h i � u k h i � n t r � c h �i c � n s � t l � i t r � n h � t h � n g c � a b � n , i � u n � y c � t h � d � n � n h i � u s u � t P C c h � m , h � t h � n g b � t r e o , t r � c h �i t r � c t r � c v � e d � a s � � n � n h c � a P C c � a b � n . M _ E x i t D e v _ S i n g l e = D r i v e r B o o s t e r P R O n g n c h � n < a > 1 < / a > t r � n h i � u k h i � n h o � c t r � n h i � u k h i � n t r � c h �i l � i t h � i t r o n g h � t h � n g c � a b � n , i � u n � y c � t h � g � y r a s � c � h � t h � n g , � n g b n g m � n h � n h , k h � n g c � l � i � m t h a n h v � n h i � u r � i r o b � o m � t h � t h � n g h �n . M _ E x i t D e v _ M u l t i = D r i v e r B o o s t e r P R O n g n c h � n < a > % d < / a > c � c t r � n h i � u k h i � n v � t r � n h i � u k h i � n t r � c h �i l � i t h � i v � c � v � n � t r o n g h � t h � n g c � a b � n , i � u n � y c � t h � g � y r a s � c � h � t h � n g , � n g b n g m � n h � n h , k h � n g c � l � i � m t h a n h v � n h i � u r � i r o b � o m � t h � t h � n g h �n . M _ F e e d I t o p C a p = C � i � t i T o p V P N m i � n p h � � t � n h �� n g l �� t w e b a n t o � n v � � n d a n h . M _ F e e d I t o p A c t i o n = C � i � t M _ r e s c u e 1 = K h � n g c � n s a o l �u t r � n h i � u k h i � n . M _ r e s c u e 2 = T � t c � c � c t r � n h i � u k h i � n � �� c s a o l �u . M _ r e s c u e 3 = K h � n g c � t r � n h i � u k h i � n n � o �� c s a o l �u . M _ r e s c u e 4 = K h � n g c � i � m k h � i p h � c h � t h � n g n � o �� c t � o . M _ Z e r o I t e m 1 = C � p n h � t � c q u y � n c � a < a > 1 8 . 0 0 0 . 0 0 0 + < / a > t r � n h i � u k h i � n M _ Z e r o I t e m 2 = C � p n h � t t r � n h i � u k h i � n t r � c h �i � c h �i g a m e m �� t m � h �n M _ Z e r o I t e m 3 = < a > 1 c � n h � p c h u � t < / a > � k h � c p h � c s � c � p h � n c � n g M _ Z e r o I t e m N e w 1 = < a > T � c � t � i x u � n g t r � n h i � u k h i � n n h a n h h �n < / a > M _ Z e r o I t e m 4 = T � c � < a > n h a n h h �n 2 l � n < / a > � t � i x u � n g t r � n h i � u k h i � n M _ Z e r o I t e m 1 _ D a t a = < a > % d t r � n h i � u k h i � n < / a > c � t h � �� c c � p n h � t � h � t h � n g � n � n h h �n M _ Z e r o I t e m 2 _ D a t a = < a > % d t r � n h i � u k h i � n t r � c h �i < / a > c � t h � �� c c � p n h � t � c h �i g a m e m �� t m � h �n M _ Z e r o I t e m 3 _ D a t a = C � t h � s � a < a > m � l � i % d < / a > � c � h i � u s u � t p h � n c � n g t � t h �n M _ D e v E r r _ S t a t e _ f i x e d = � s � a M _ D e v E r r _ S t a t e _ i g n o r e d = B � b � q u a M _ D e v E r r _ S t a t e _ r e b o o t = Y � u c � u k h � i � n g l � i M _ D e v E r r _ S t a t e _ f a i l e d = T h � t b � i M _ D e v E r r _ i g n o r e = P h � t l � M _ D e v E r r _ u n i g n o r e = N g � n g b o q u a M _ D e v E r r _ l v c o l u m n 3 = H o � t � n g M _ D e v E r r _ l v c o l u m n 1 = T � n t h i � t b � M _ D e v E r r _ l v c o l u m n 2 = T r � n g t h � i M _ D e v E r r _ b t n _ f i x = S � a l � i M _ D e v E r r _ b t n _ o k = O K M _ D e v E r r _ c o m p l e t e d = L � i < a > % s < / a > � �� c s � a ! M _ D e v E r r _ d e t e c t e d = � p h � t h i � n t h � y l � i < a > % s < / a > ! M _ D e v E r r _ n o E r r = K h � n g c � m � l � i n � o c � n �� c s � a . M _ D e v E r r _ m s g _ r e b o o t = M � t s � l � i c h � c � t h � �� c s � a s a u k h i k h � i � n g l � i h � t h � n g . B � n c � m u � n k h � i � n g l � i b � y g i � ? M _ D e v E r r _ m s g _ d e t a i l = N g u y � n n h � n v � G i � i p h � p c � a M � l � i % s M _ D e v E r r _ m s g _ d e t a i l _ m a n u a l = C � n s � a c h � a t h � c � n g M _ I n v a l i d _ c o l u m n 1 = T � n t h i � t b � M _ I n v a l i d _ c o l u m n 2 = T r � n g t h � i M _ I n v a l i d _ c o l u m n 3 = H o � t � n g M _ I n v a l i d _ c o m p l e t e d = < a > % s < / a > H o � n t � t q u � t r � n h d � n d � p c � c t h i � t b � k h � n g h � p l � ! M _ I n v a l i d _ d e t e c t e d _ L n g = < a > % s < / a > d � l i � u c � a t h i � t b � k h � n g h � p l � c � t h � �� c d � n d � p . M _ I n v a l i d _ n o E r r _ l n g = K h � n g c � d � l i � u t h i � t b � k h � n g h � p l � c � n �� c l � m s � c h . M _ I n v a l i d _ i g n o r e = P h � t l � M _ I n v a l i d _ u n i g n o r e = N g � n g b o q u a M _ I n v a l i d _ i g n o r e d = B � b � q u a M _ I n v a l i d _ C l e a n e d = a l � m s � c h M _ I n v a l i d _ n o C l e a n e d = C � n l a m s � c h M _ I n v a l i d _ b t n 1 = D � n d � p M _ I n v a l i d _ b t n 2 = O K M _ S e t _ D r i v e r _ n o l i m i t = K h � n g g i � i h � n M _ O f f e r _ D e t a i l _ D a t a = � t � m t h � y % s 1 m � c ( % s 2 ) < a > X e m b � o c � o < / a > M _ O f f e r _ D e t a i l _ D a t a 2 = � t � m t h � y % s m � c < a > X e m b � o c � o < / a > M _ O f f e r _ D e t a i l _ E u l a = B � n g c � c h n h � p v � o " % s " , b � n � n g � c � i � t A d v a n c e d S y s t e m C a r e v � c h � p n h � n < a > E U L A < / a > & < a > C h � n h s � c h q u y � n r i � n g t �< / a > c � a n � . M _ R i g h t B o x L o a d = a n g t � i M _ M a i n _ S t a t u s _ D e v = < a > % s t r � n h i � u k h i � n t h i � t b � < / a > � l � i t h � i ! M _ M a i n _ S t a t u s _ G a m e 1 = < a > % s t r � n h i � u k h i � n t r � c h �i < / a > � l � i t h � i ! M _ M a i n _ S t a t u s _ G a m e 2 = < a > % s t r � n h i � u k h i � n t r � c h �i < / a > c h �a �� c c � i � t ! M _ M a i n _ S t a t u s _ D e v _ L = < a > % s t r � n h i � u k h i � n t h i � t b � < / a > � l � i t h � i M _ M a i n _ S t a t u s _ G a m e 1 _ L = < a > % s t r � n h i � u k h i � n t r � c h �i < / a > � l � i t h � i M _ M a i n _ S t a t u s _ G a m e 2 _ L = < a > % s t r � n h i � u k h i � n t r � c h �i < / a > c h �a �� c c � i � t M _ M a i n _ S t a t u s _ L i s t 1 = < a > % s t r � n h i � u k h i � n t h i � t b � < / a > k h � c � l � i t h � i M _ M a i n _ S t a t u s _ L i s t 2 = < a > % s t r � n h i � u k h i � n t r � c h �i < / a > k h � c � l � i t h � i M _ M a i n _ S t a t u s _ L i s t 3 = < a > % s t r � n h i � u k h i � n t r � c h �i < / a > k h � c c h �a �� c c � i � t M _ M a i n _ S t a t u s _ L i s t 4 = M � t < a > t r � n h i � u k h i � n t h i � t b � % s 1 < / a > k h � c � l � i t h � i v � < a > t r � n h i � u k h i � n t r � c h �i % s 2 < / a > � l � i t h � i M _ M a i n _ S t a t u s _ L i s t 5 = M � t < a > t r � n h i � u k h i � n t h i � t b � % s 1 < / a > k h � c � l � i t h � i & < a > t r � n h i � u k h i � n t r � c h �i % s 2 < / a > c h �a �� c c � i � t M _ M a i n _ S t a t u s _ u p t o d a t e = T � t c � c � c t r � n h i � u k h i � n c � a b � n � u < a > ��#c c � p n h � t < / a > ! M _ M a i n _ S t a t u s _ i n i t = Q u � t � k i � m t r a t r � n g t h � i c � a t r � n h i � u k h i � n ! M _ M a i n _ S t a t u s _ T i t l e _ P r o = H o a n h � ! T � t c � c � c t r � n h i � u k h i � n � u < a > ��#c c � p n h � t < / a > ! M _ M a i n _ S t a t u s _ T i t l e _ F r e e = H o a n h � ! T � t c � c � c t r � n h i � u k h i � n � u < a > �� c c � p n h � t < / a > t r o n g p h i � n b � n M i � n p h � ! M _ M a i n _ S t a t u s _ T i t l e _ F r e e _ B a n n e r = H o a n h � ! D r i v e r B o o s t e r F r e e � c � p n h � t t � t c � c � c t r � n h i � u k h i � n c � t h � c � p n h � t c h o b � n . M _ M a i n _ S t a t u s _ S u b T i t l e = < a > % s t r � n h i � u k h i � n < / a > � �� c D r i v e r B o o s t e r c � p n h � t . < a > X e m l � c h s � c � p n h � t < / a > M _ O S 1 = H � # i � u h a n h M _ P r o c e s s o r = B � x � l � M _ F r e e = M i � n p h � M _ T o t a l = T � n g c � n g M _ G r a p h i c s _ C a r d = C a r d � h � a M _ D i s k _ S t o r a g e = � )a l �u t r � M _ A u d i o = � m t h a n h M _ T r a y H i n t _ N o D r i v e r = T � t c � c � c t r � n h i � u k h i � n � u �� c c � p n h � t ! M _ I O T O f f e r 1 = C � n g c � q u � n l � t � p i P h o n e / i P a d t � t n h � t c � a b � n . M _ I O T O f f e r 2 = T r u y � n d � l i � u b � n g 1 c � n h � p c h u � t t � i P h o n e / i P a d s a n g P C . M _ I O T O f f e r 3 = T � i x u � n g c � c v i d e o t r � c t u y � n v � c h u y � n � i c h � n g s a n g c � c � n h d � n g t � p k h � c n h a u . M _ I O T O f f e r 4 = D � n d � p c � c t � p r � c m � t c � c h d � d � n g v � a n t o � n � g i � i p h � n g d u n g l �� n g c � a t h i � t b � i O S . M _ I O T O f f e r 5 = T r u y � n n � i d u n g k h � n g d � y g i � a t h i � t b � i O S v � P C . M _ E u l a D e s t = B � n g c � c h n h � p v � o " C � i � t " , b � n � n g � c � i � t I O T r a n s f e r v � c h � p n h � n < a > E U L A < / a > & < a > C h � n h s � c h q u y � n r i � n g t �< / a > c � a I O T r a n s f e r . M _ L i s t S e a r c h = T � m k i � m M _ S h a r e T i t l e 1 = R � T � N G � T H � ! M _ S h a r e T i t l e 2 = K H � I � U T U Y � T V � I ! M _ S h a r e T i t l e 3 = L � M T � T L � M ! M _ S h a r e T i t l e 4 = X U � T S � C ! M _ O n e F r i e n d s = 1 n g �� i b � n �� c c � i � t M _ N u m F r i e n d s = % d n g �� i b � n �� c c � i � t M _ C o p y L i n k = � c o p y �� n g l i n k c h i a s � . C h i a s � n � � n h � n �� c p h � n t h �� n g . M _ N e t E r r = K h � n g c � k � t n � i I n t e r n e t . V u i l � n g k i � m t r a k � t n � i I n t e r n e t c � a b � n v � t h � l � i . M _ S h a r e Q u o t e = H � y g i � p b � n t h � n b � n g i � n h �� c g i � y p h � p D r i v e r B o o s t e r m i � n p h � b � n g c � c h t � i x u � n g v � c � i � t D r i v e r B o o s t e r ! S a u k h i c � i � t , b � n c in g c � t h � n h � n �� c m � t g i � y p h � p m i � n p h � n � a b � n g c � c h c h i a s � p h � n m � m D r i v e r B o o s t e r ! C l i c k � t � i x u � n g n g a y . M _ 1 r e w a r d = X i n c h � c m � n g ! B � n � n h � n �� c g i � y p h � p m � t t h � n g d � n g D r i v e r B o o s t e r P R O . H � y t i � p t � c c h i a s � n � v � i b � n b � � n h � n t h � m n h i � u p h � n q u � k h � c . M _ 3 r e w a r d = X i n c h � c m � n g ! B � n � n h � n �� c g i � y p h � p b a t h � n g d � n g D r i v e r B o o s t e r P R O . H � y t i � p t � c c h i a s � n � v � i b � n b � � n h � n t h � m n h i � u p h � n q u � k h � c . M _ 6 r e w a r d = X i n c h � c m � n g ! B � n � n h � n �� c t � t c � p h � n t h �� n g . M _ G o t R e w a r d = B � n � n h � n �� c p h � n t h �� n g . M _ C l i c k G e t = N h � n " N h � n n g a y " � n h � n p h � n t h �� n g . M _ S E M a i l _ N a m e = V u i l � n g n h � p h � t � n c � a b � n M _ S E M a i l _ E r r 1 = V u i l � n g n h � p m � t � a c h � e m a i l h � p l � ! M _ S E M a i l _ E r r 2 = V u i l � n g n h � p h � t � n c � a b � n ! M _ S E M a i l _ S u c c = E m a i l � �� c g � i t h � n h c � n g . M _ S E M a i l _ F a i l e d = G � i t h � t b � i . V u i l � n g t h � l � i s a u h o � c d � n g c � c h k h � c � c h i a s � . M _ G u i d e S h a r e = N h � n �� c � n < a > 6 t h � n g d � n g b � n P R O < / a > k h i c h i a s � D r i v e r B o o s t e r . M _ S h a r e G e t = N h � n n g a y M _ B o o s t _ V P N _ R u n = C h � y n g a y i M _ B o o s t _ V P N _ B o o s t = T n g t � c - n g a y M _ B o o s t _ V P N _ I n s t a l l = C h � y i T o p V P N � t n g c �� n g v � b � o m � t k � t n � i I n t e r n e t c � a b � n . M _ B o o s t _ V P N _ N o = C � i � t i T o p V P N � t n g c �� n g v � b � o m � t k � t n � i I n t e r n e t c � a b � n . [ I n n o _ M ] M _ P i n T o T a s k b a r = � t b i � u t �� n g l � n t h a n h t a s k b a r M _ V i e w W h a t s N e w = X e m t � n h n n g m � i M _ N e w e s t V e r = B � n h i � n a n g d � n g p h i � n b � n m � i n h � t . T r � n h c � i � t s � t � t h o � t . M _ U n i n s t O l d = T r �� c k h i c � i � t D r i v e r B o o s t e r % s , b � n c � n x � a D r i v e r B o o s t e r % s . T i � p t � c ? M _ U n i n s t O l d B e t a = T r �� c k h i c � i � t D r i v e r B o o s t e r B e t a % s , b � n c � n x � a D r i v e r B o o s t e r B e t a % s . T i � p t � c ? M _ I c o n D e s c = C � p n h � t c � c d r i v e r h i � n a n g q u � c i! [ M e s s a g e B o x _ M ] M _ B t n O K = � n g � M _ B t n C a n c e l = H � y b � M _ B t n Y e s = C h � p n h � n M _ B t n N o = K h � n g M _ B t n R e t r y = T h � l � i M _ B t n A b o r t = G i � i t h i � u M _ B t n I g n o r e = B � q u a M _ B t n C l o s e = � n g [ D B _ E x i t W n d c y r i ] l b l T i t l e . C a p t i o n = T r �� c k h i t h o � t r a l b l L e f t 1 . C a p t i o n = D � n g t h � M I � N P H � K H � N G R � I R O l b l L e f t B o t t o m T x t . C a p t i o n = C h � n g t � i t i n t �� n g r � n g D r i v e r B o o s t e r P R O s � k h � c p h � c t � t c � c � c v � n � a u � u v � t r � n h i � u k h i � n c � a b � n h o � c b � n s � �� c h o � n t i � n � y � t r o n g v � n g 6 0 n g � y k � t � n g � y m u a , k h � n g c � n h � i . l b l L e f t B o t t o m T x t . H i n t = C h � n g t � i t i n t �� n g r � n g D r i v e r B o o s t e r P R O s � k h � c p h � c t � t c � c � c v � n � a u � u v � t r � n h i � u k h i � n c � a b � n h o � c b � n s � �� c h o � n t i � n � y � t r o n g v � n g 6 0 n g � y k � t � n g � y m u a , k h � n g c � n h � i . l b l U p d a t e N o w . C a p t i o n = C � p n h � t n g a y b � y g i � v � i l b l E n d s I n . C a p t i o n = K � t t h � c � l b l T x t _ M i n u t e s . C a p t i o n = P H � T l b l T x t _ S e c o n d s . C a p t i o n = G I � Y l b l T x t _ M i l l i s e c o n d . C a p t i o n = P H � N N G � N G I � Y b t n E x i t . C a p t i o n = T h o � t r a b t n P u r c h a s e . C a p t i o n = M u a n g a y b t n P u r c h a s e . H i n t = M u a n g a y b t n C l o s e . H i n t = o n g l b l D i s c o u n t . C a p t i o n = G I � M 7 0 % b t n U p g r a d e . C a p t i o n = N � n g c � p n g a y b � y g i � [ D B _ F o r m S a l e E x p i r e d ] l b l T o p . C a p t i o n = H � N N G K � C � A B � N � K � T T H � C ! l b l T o p . H i n t = H � N N G K � C � A B � N � K � T T H � C ! l b l M i d 1 . C a p t i o n = � n g l o l � n g . l b l M i d 2 . C a p t i o n = B � n c h � c � n c � c h m � t n m n � a c � n g m � y t � n h � n � n h v � h i � u n n g c h �i g a m e c a o m � t c � n h � n c h u � t n � a . N h � n D r i v e r B o o s t e r P r o v � i l b l M i d 2 . H i n t = B � n c h � c � n c � c h m � t n m n � a c � n g m � y t � n h � n � n h v � h i � u n n g c h �i g a m e c a o m � t c � n h � n c h u � t n � a . N h � n D r i v e r B o o s t e r P r o v � i l b l D i s c o u n t . C a p t i o n = �u � i G I � M 7 5 % l b l B o t t o m . C a p t i o n = �u � i c h � d � n h c h o c � c n g �� i d � n g t h � n t h i � t ! l b l B o t t o m . H i n t = �u � i c h � d � n h c h o c � c n g �� i d � n g t h � n t h i � t ! b t n C l o s e . H i n t = � n g b t n R e d e e m N o w . C a p t i o n = M u a n g a y b t n R e d e e m N o w . H i n t = M u a n g a y [ f r m B u g r e p o r t ] h t m l b l N o r P 1 . C a p t i o n = D r i v e r B o o s t e r g � p p h � i v � n � . � g i � p c h � n g t � i k h � c p h � c , h � y n h � n ' G � i ' � t � � n g g � i t � p t i n d e b u g v � c h o c h � n g t � i . < a > C h � n h s � c h q u y � n r i � n g t �< / a > r d l b l S e n d F a i l e d x . C a p t i o n = K h � n g g � i �� c . r d l b l S e n d S u c c e d x . C a p t i o n = � g � i t h � n h c � n g ! C h � n g t � i s � c � g � n g s � a c h � a v � n � t r o n g t h � i g i a n s � m n h � t . h t m l b l S i l e n t P 1 . C a p t i o n = D r i v e r B o o s t e r g � p p h � i v � n � . � g i � p c h � n g t � i k h � c p h � c , h � y n h � n ' � n g � ' � t � � n g g � i t � p t i n d e b u g v � c h o c h � n g t � i . < a > C h � n h s � c h q u y � n r i � n g t �< / a > r d l b l T i t l e . C a p t i o n = B � o c � o l � i b t n S e n d B u g . C a p t i o n = G � i b t n S e n d B u g . C a p t i o n . 0 = a n g g � i . . . r d l b l E m a i l . C a p t i o n = E - m a i l c � a b � n : r d l b l A s t e r i s k . C a p t i o n . 0 = H � y i � n � a c h � e m a i l c � a b � n r d l b l E r r D e t a i l s . C a p t i o n = C h i t i � t v � l � i : b t n S e n d F a i l e d . C a p t i o n = � n g � b t n S e n d S u c c e d . C a p t i o n = � n g � b t n S i l e n t O K . C a p t i o n = � n g � l b l S o l u . C a p t i o n = D r i v e r B o o s t e r g � p p h � i v � n � . H � y n h � n S � a n g a y � �� c t r � g i � p n g a y . r d b t n C l o s e . H i n t = � n g b t n S o l u t i o n F i x B t n . C a p t i o n = K h � c p h � c n g a y [ D B _ F o r m U n p l u g T o o l ] b t n S t a r t . C a p t i o n = Q u � t l b l w a r n i n g . C a p t i o n = L �U � : C h � d � n d � p d � l i � u c � a t h i � t b � � b � n g � t . D r i v e r v � n �� c g i � a n t o � n . l b l T o o l D e s c _ l n g . C a p t i o n = C � n g c � n � y g i � p l � m s � c h d � l i � u c � a c � c t h i � t b � k h � n g h � p l � t r � n m � y t � n h c � a b � n . V u i l � n g n h � p v � o Q u � t � k i � m t r a . l b l S c a n n i n g T e x t . C a p t i o n = D a n g q u � t . . . b t n S t o p . C a p t i o n = D � n g b t n S t o p _ R e s u m e . C a p t i o n = T i � p t � c l b l C o m p l e t e . C a p t i o n = � q u � t l b l C o m p l e t e D e s c _ l n g . C a p t i o n = K h � n g t � m t h � y t h i � t b � k h � n g h � p l � . b t n C o m p l e t e O K . C a p t i o n = � n g � b t n C l o s e . H i n t = � n g l b l T o o l C a p t i o n _ 1 . C a p t i o n = X � a d � l i � u t h i � t b � k h � n g h � p l � [ D B _ F o r m D e v E r r o r T o o l ] F o r m D e v E r r o r T o o l . C a p t i o n = S � a c h � a l � i t h i � t b � l b l T o o l C a p t i o n . C a p t i o n = S � a l � i t h i � t b � b t n S t a r t . C a p t i o n = T � m b t n S t a r t D e t e c t i n g . C a p t i o n = a n g t � m . . . l b l T o o l D e s c _ 1 . C a p t i o n = C � n g c � n � y g i � p p h � t h i � n m � l � i t r o n g T r � n h q u � n l � t h i � t b � v � s � a c h � n g . b t n R e p a i r . C a p t i o n = S � a c h � a b t n R e p a i r i n g . C a p t i o n = a n g s � a c h � a . . . l b l d e t a i l D e s c . C a p t i o n = C � c c h i t i � t m � l � i l b l P r o b l e m C o u n t D e s c . C a p t i o n = � p h � t h i � n < a > % s < / a > l � i ! l b l P r o b l e m C o u n t D e s c O n e . C a p t i o n = � p h � t h i � n < a > 1 < / a > l � i ! l b l P r o b l e m C o u n t D e s c D o n e . C a p t i o n = � s � a c h � a x o n g . l v E r r o r D i s p l a y E r r o r D e s c . C a p t i o n = M � l � i l v E r r o r D i s p l a y F i x D e s c . C a p t i o n = � �� c s � a l b l N o P r o b l e m . C a p t i o n = K h � n g p h � t h i � n m � l � i n � o . b t n O K . C a p t i o n = � n g � b t n R e p a i r _ C l o s e . C a p t i o n = � n g l b l P r o b l e m C o u n t D e s c _ i g n o r e d . C a p t i o n = K h � n g c � m � l � i n � o c � n �� c s � a c h � a l v E r r o r D i s p l a y S t a t u s I g n o r e d . C a p t i o n = � b � q u a b t n C l o s e . H i n t = � n g b t n B a c k . H i n t = Q u a y l � i [ D B _ F o r m N e t w o r k T o o l ] F o r m N e t w o r k T o o l . C a p t i o n = S � a l � i k � t n � i m � n g l b l T o o l C a p t i o n . C a p t i o n = S � a l � i m � n g l b l T o o l D e s c . C a p t i o n = C � n g c � n � y g i � p p h � t h i � n v � s � a l � i k � t n � i m � n g . H � y n h � n T � m � b � t � u . b t n S t a r t . C a p t i o n = T � m b t n s t a r t _ D e t e c t i n g . C a p t i o n = a n g t � m . . . b t n S t a r t _ F i x i n g . C a p t i o n = a n g s � a c h � a . . . l b l H o s t O p e n E r r o r . C a p t i o n = C h �a �� c c � p q u y � n � c g h i t � p t i n H o s t s , h � y k i � m t r a v � c h � p n h � n c � p c � c q u y � n � . l b l F i x S u c c e s s . C a p t i o n = C h � c m � n g ! l b l f i x c o n t e n t . C a p t i o n = M � l � i % s � �� c p h � t h i � n v � s � a c h � a t h � n h c � n g . l b l f i x c o n t e n t _ m s . C a p t i o n = � p h � t h i � n v � s � a l � i t h � n h c � n g . B � n h i � n � c � t h � t r u y c � p m � n g . l b l n o P r o b l e m . C a p t i o n = B � n c � t h � t r u y c � p m � n g . K h � n g c � n p h � i s � a c h � a g � . b t n F i x s u c c O K . C a p t i o n = � n g � l b l F i x f a i l e d . C a p t i o n = S � a c h � a t h � t b � i . M _ N o D r i v e r = T r � n h i � u k h i � n c h o t h i � t b � m � n g b � t h i � u . V u i l � n g c � g � n g k h � c p h � c s � c � n � y b � n g T r � n h c � p n h � t t r � n h i � u k h i � n n g o � i t u y � n t r o n g C � n g c � . l b l i s s u e e r r o r c o d e . C a p t i o n = M � l � i % s v � m � n g � �� c p h � t h i � n . V u i l � n g l i � n h � v � i c h � n g t � i � �� c g i � p � . l b l i s s u e u n k n o w n . C a p t i o n = � p h � t h i � n m � l � i c h �a x � c � n h . V u i l � n g l i � n h � v � i c h � n g t � i � �� c g i � p � . l b l i s s u e s e r v e r . C a p t i o n = T r u y c � p m � n g k h � d � n g n h �n g k h � n g t h � t r u y c � p m � y c h � c � a c h � n g t � i . V u i l � n g k i � m t r a l � c h � n g c � b � c h � n d o t �� n g l � a h a y t h i � t b � m � n g h a y k h � n g . b t n e r r o r O K . C a p t i o n = � n g � l b l m o d i f i e d h o s t f a i l e d . C a p t i o n = K h � n g s � a c h � a �� c . V u i l � n g x � a c � c d � n g s a u t r o n g t � p t i n H O S T . % s b t n t s 4 _ o k . C a p t i o n = � n g � l b l H o s t m o d i f i e d . C a p t i o n = T � p t i n H O S T S � b � s � a � i d o m � � c . V u i l � n g s � a c h � a . l b l h o s t f i x s u c c . C a p t i o n = C h � c m � n g ! T � p t i n H O S T S � �� c s � a c h � a t h � n h c � n g ! V u i l � n g k h � i � n g l � i D r i v e r B o o s t e r � c � h i � u q u � . b t n C l o s e . H i n t = � n g r d l t i m e t i t l e . C a p t i o n = G � p l � i k � t n � i v � i m � y c h � d o n g � y g i � s a i . H � y n h � n S � a c h � a � s � a c h � a . r d l t i m e f i x d o n e . C a p t i o n = N g � y g i � h � t h � n g h i � n � c h � n h x � c ! r d l t i m e f i x i n g . C a p t i o n = a n g s � a c h � a . . . V u i l � n g c h � . r d l t i m e f i x f a i l e d . C a p t i o n = K h � n g s � a c h � a �� c n g � y g i � h � t h � n g . V u i l � n g t � s � a c h � a b � n g t a y . b t n _ t i m e o k . C a p t i o n = � n g � b t n _ t i m e f i x . C a p t i o n = S � a c h � a b t n _ t i m e f i x i n g . C a p t i o n = a n g s � a . . . f i x _ d o n e = � s � a c h � a f i x _ f a i l e d = � t h � t b � i C o l u m n 0 = � a c h � I P C o l u m n 1 = T � n h o s t C o l u m n 2 = T r � n g t h � i O p e n H O S T S = M � t � p t i n H O S T S [ D B _ F o r m D i s p l a y T o o l ] F o r m D i s p l a y T o o l . C a p t i o n = S � a l � i s a i � p h � n g i � i l b l T o o l C a p t i o n . C a p t i o n = S � a l � i s a i � p h � n g i � i b t n D e t e c t . C a p t i o n = T � m b t n D e t e c t i n g . C a p t i o n = a n g t � m . . . l b l T o o l D e s c . C a p t i o n = C � n g c � n � y g i � p p h � t h i � n v � s � a c � c l � i v � � p h � n g i � i t h � p d o d r i v e r � h � a . H � y n h � n T � m � b � t � u . b t n O K . C a p t i o n = � n g � l b l F i x S u c c e s s . C a p t i o n = C h � c m � n g ! � s � a c h � a t h � n h c � n g . l b l N o P r o b l e m . C a p t i o n = � p h � n g i � i m � n h � n h b � n h t h �� n g . K h � n g c � g � c � n p h � i s � a c h � a . l b l P r o b l e m D e s c . C a p t i o n = � p h � n g i � i � g i � m s � t . H � y n h � n S � a c h � a � k h � i p h � c � p h � n g i � i . b t n R e p a i r . C a p t i o n = S � a c h � a b t n R e p a i r i n g . C a p t i o n = a n g s � a c h � a . . . l b l o l d R e s o l u t i o n . C a p t i o n = � p h � n g i � i g � c : l b l n o w R e s o l u t i o n . C a p t i o n = � p h � n g i � i h i � n t � i : b t n o k _ f a i l e d . C a p t i o n = � n g � l b l F a i l e d D e s c . C a p t i o n = K h � n g s � a c h � a �� c . V u i l � n g l i � n h � v � i c h � n g t � i � �� c g i � p � b t n C l o s e . H i n t = � n g [ D B _ F o r m S o u n d T o o l ] F o r m S o u n d T o o l . C a p t i o n = S � a l � i k h � n g c � � m t h a n h l b l T o o l C a p t i o n . C a p t i o n = S � a l � i k h � n g c � � m t h a n h b t n N o S o u n d D e t e c t . C a p t i o n = S � a c h � a b t n N o S o u n d D e t e c t _ C l i c k . C a p t i o n = a n g t � m . . . b t n N o S o u n d D e t e c t _ R e p a i r i n g . C a p t i o n = a n g s � a c h � a . . . l b l w a r n i n g . C a p t i o n = L �U � : K h � n g s � d � n g c � n g c � n � y n � u � m t h a n h c � a b � n k h � n g c � v � n � g � . l b l h a v e a t e s t . C a p t i o n = T h � k i � m t r a ! l b l h a v e a t e s t _ t e s t i n g . C a p t i o n = H i � n t � i � c � � m t h a n h . l b l N o S o u n d T o o l D e s c . C a p t i o n = N � u b � n k h � n g n g h e t h � y � m t h a n h n � o , h � y n h � n S � a c h � a � t i � n h � n h s � a c h � a . l b l F i x C o n t e n t 3 . C a p t i o n = T h i � t b � � m t h a n h �� c c h u y � n t � i < a > % s < / a > l b l F i x C o n t e n t 2 . C a p t i o n = M � l � i % s � �� c s � a c h � a . l b l F i x C o n t e n t 4 . C a p t i o n = D r i v e r t h i � t b � � m t h a n h � �� c c h u y � n v � % s . b t n F i x C a n c e l . C a p t i o n = � n g b t n Y e s w o r k . C a p t i o n = V � n g . b t n Y e s w o r k . C o m m a n d L i n k H i n t = � h o � t � n g . b t n N o t w o r k . C a p t i o n = K h � n g . b t n N o t w o r k . C o m m a n d L i n k H i n t = T h � g i � i p h � p t i � p t h e o . b t n S o u n d T e s t i n g . C a p t i o n = K i � m t r a l b l D o u b l e C h e c k . C a p t i o n = � c � � m t h a n h r � i c h � ? l b l F i x C o n t e n t . C a p t i o n = D � c h v � � m t h a n h � �� c k � c h h o � t . l b l N o C o n t i n u e . C a p t i o n = K h � n g , t i � p t � c t � m v � n � . l b l y e s W o r k s . C a p t i o n = V � n g , � h o � t � n g . b t n R o l l B a c k o k . C a p t i o n = � n g � b t n R o l l b a c k C a n c e l . C a p t i o n = H � y b � l b l R e a p i r F a i l e d . C a p t i o n = S � a c h � a t h � t b � i . l b l T r y R o l l B a c k A u d i o D e v i c e . C a p t i o n = B � n c � t h � t h � s � a c h � a b � n g c � c h d � n g l � i d r i v e r c i. C � i l � i b � n c i n g a y ? l b l F a i l e d R e a s o n 2 2 . C a p t i o n = T h i � t b � � m t h a n h c � m � l � i % s . V u i l � n g n h � p v � o " O K " � t r u y c � p h �� n g d � n t r � c t u y � n v � c � c h k h � c p h � c s � c � � m t h a n h t h e o c � c h t h � c � n g . l b l F a i l e d R e a s o n 3 3 . C a p t i o n = L � i k h � n g t h � n h � n b i � t . V u i l � n g n h � p v � o " O K " � t r u y c � p h �� n g d � n t r � c t u y � n v � c � c h k h � c p h � c s � c � � m t h a n h t h e o c � c h t h � c � n g . l b l F a i l e d R e a s o n 4 . C a p t i o n = M � t t � p t i n r � t q u a n t r � n g a n g b � t h i � u . H � y c � i � t l � i D r i v e r B o o s t e r v � t h � l � i . b t n O K . C a p t i o n = � n g � l b l R e p a i r F a i l e d 2 . C a p t i o n = S � a c h � a t h � t b � i . l b l F a i l e d R e a s o n 1 1 . C a p t i o n = K h � n g c � t r � n h i � u k h i � n n � o �� c c � i � t c h o t h i � t b � � m t h a n h % s . V u i l � n g n h � p v � o " O K " � t r u y c � p h �� n g d � n t r � c t u y � n v � c � c h k h � c p h � c s � c � � m t h a n h t h e o c � c h t h � c � n g . b t n C l o s e . H i n t = � n g r d h t m l b l M o r e S o l u t i o n s . C a p t i o n = < a > C � n h i � u c � c h g i � i q u y � t c h o c � c v � n � k h � c n h a u v � � m t h a n h < / a > r d h t m l b l M o r e S o l u t i o n s _ p n l t s 4 . C a p t i o n = < a > C � n h i � u c � c h g i � i q u y � t c h o c � c v � n � k h � c n h a u v � � m t h a n h < / a > [ D B _ F o r m S a l e T i p ] b t n U p g r a d e . C a p t i o n = K � c h h o � t n g a y l b l E n t e r C o d e . C a p t i o n = N h � p g i � y p h � p l b l F e a t r u e s . C a p t i o n = K � c h h o � t c � c t � n h n n g P r o l b l F e a t r u e 1 . C a p t i o n = H �n 1 8 . 0 0 0 . 0 0 0 l �� t c h �i l b l F e a t r u e 2 . C a p t i o n = T � m h i � u c � c l � i t h i � t b � l b l F e a t r u e 3 . C a p t i o n = T � � n g c � p n h � t d r i v e r l b l F e a t r u e 4 . C a p t i o n = S a o l �u & k h � i p h � c d r i v e r a n t o � n [ D B _ F o r m S a l e E m b e d ] r d l b l p g 2 M o r e . C a p t i o n = T h � m . . . r d l b l f r o m P R O C . C a p t i o n = N h � n g l � i � c h c � a p h i � n b � n P R O : r d b t n i n f o 1 . C a p t i o n = �u t i � n n h � n �� c c � c d r i v e r m � i n h � t , � c b i � t l � c � c d r i v e r v � g a m e r d b t n i n f o 2 . C a p t i o n = T n g c �� n g � � n � n h h � t h � n g v � h i � u n n g c h �i g a m e r d b t n i n f o 3 . C a p t i o n = T � m v � s � a c h � a c � c v � n � g � y r a b � i c � c d r i v e r r d b t n i n f o 4 . C a p t i o n = T � � n g c � p n h � t v � s a o l �u c � c d r i v e r r d l b l S e e A l l C . C a p t i o n = X e m t � t c � c � c t � n h n n g [ D B _ F o r m S a l e M a s k ] l b l T i t l e . C a p t i o n = K � c h h o � t D r i v e r B o o s t e r 1 3 P R O � c � n h i � u t � n h n n g h �n r d h t m l b l 1 . C a p t i o n = C � s � d � l i � u l � n h �n < a > 2 0 0 % < / a > r d h t m l b l 1 . L i n e s . T e x t = C � s � d � l i � u l � n h �n < a > 2 0 0 % < / a > r d h t m l b l 2 . C a p t i o n = T h � n g m i n h v � a n t o � n h �n r d h t m l b l 2 . L i n e s . T e x t = T h � n g m i n h v � a n t o � n h �n r d h t m l b l 3 . C a p t i o n = T r � i n g h i � m c h �i g a m e t � t h �n r d h t m l b l 3 . L i n e s . T e x t = T r � i n g h i � m c h �i g a m e t � t h �n r d h t m l b l 4 . C a p t i o n = T n g c �� n g h i � u n n g h � t h � n g r d h t m l b l 4 . L i n e s . T e x t = T n g c �� n g h i � u n n g h � t h � n g R d L a b e l 1 . C a p t i o n = Q u y � n l � i c � p n h � t n h i � u d r i v e r q u � c i v � h i � m R d L a b e l 2 . C a p t i o n = T � � n g t � i v � v � s a o l �u c � c d r i v e r � m � y t � n h � n � n h h �n R d L a b e l 3 _ l n g . C a p t i o n = P h � t h i � n v � c � p n h � t c � c t r � n h i � u k h i � n l i � n q u a n � n t r � c h �i R d L a b e l 4 . C a p t i o n = G i � m c � c h i � n t �� n g � n g , t r e o m � y v � l � i [ D B _ F o r m S a l e S c a n ] b t n C l o s e 2 . H i n t = � n g b t n p g 2 U p d n o w . C a p t i o n = N � n g c � p n g a y r d l b l p g 2 M o r e . C a p t i o n = T h � m . . . r d l b l p g 2 P 1 . C a p t i o n = H �n % s d r i v e r t h i � t b � & v � t h � n h p h � n g a m e c � n �� c c � p n h � t v � i p h i � n b � n P R O : r d l b l p g 2 P 2 . C a p t i o n = N � n g c � p l � n P R O v � i g i � h � p l � n h � t ! r d l b l p g 2 S u b T i t l e . C a p t i o n = T r � n g t h � i t h i � t b � h i � n t � i : r d l b l p g 2 T i t l e . C a p t i o n = N h i � u v � n � t h i � t b � � �� c p h � t h i � n ! r d l b l R i g h t B B o t t o m _ l n g . C a p t i o n = N � n g c � p l � n P R O n g a y b � y g i � � c � p n h � t c � c t r � n h i � u k h i � n n � y . r d l b l T i t l e C . C a p t i o n = C h � c m � n g ! C � c d r i v e r � �� c c � p n h � t t r o n g p h i � n b � n M i � n p h � ! r d l b l D e s c C . C a p t i o n = N � n g c � p l � n p h i � n b � n P R O n g a y � c � p n h � t t h � m n h i � u d r i v e r v � t h � n h p h � n g a m e h �n r d l b l f r o m P R O C . C a p t i o n = N h � n g l � i � c h c � a p h i � n b � n P R O : r d b t n i n f o 1 . C a p t i o n = �u t i � n n h � n �� c c � c d r i v e r m � i n h � t , � c b i � t l � c � c d r i v e r v � g a m e r d b t n i n f o 2 . C a p t i o n = T n g c �� n g � � n � n h h � t h � n g v � h i � u n n g c h �i g a m e r d b t n i n f o 3 . C a p t i o n = T � m v � s � a c h � a c � c v � n � g � y r a b � i c � c d r i v e r r d b t n i n f o 4 . C a p t i o n = T � � n g c � p n h � t v � s a o l �u c � c d r i v e r r d l b l S e e A l l C . C a p t i o n = X e m t � t c � c � c t � n h n n g T r i a l T i t l e _ 1 _ M = B � n � � t � n g i � i h � n c � p n h � t t � i a h � m n a y ( H � n n g � c h h � n g n g � y c h o p h i � n b � n d � n g t h � : 1 ) T r i a l D e s c _ M = N � n g c � p l � n p h i � n b � n P R O � c � p n h � t t r � n h i � u k h i � n t h i � t b � & t r � n h i � u k h i � n t r � c h �i < a > % d < / a > c h � b � n g m � t c � n h � p c h u � t . T r i a l G e t _ M = N h � p v � o N � n g c � p n g a y � n h � n n g a y b � y g i � [ D B _ F o r m S a l e P o p u p ] b t n C l o s e . H i n t = � n g b t n U p g r a d e . C a p t i o n = K � c h h o � t n g a y l b l E n t e r C o d e . C a p t i o n = N h � p g i � y p h � p b t n C n t U p d . C a p t i o n = T i � p t � c c � p n h � t l b l T i t l e A . C a p t i o n = K � c h h o � t D r i v e r B o o s t e r 1 3 P R O � c � n h i � u t � n h n n g h �n r d h t m l b l 1 . C a p t i o n = C � s � d � l i � u l � n h �n < a > 2 0 0 % < / a > r d h t m l b l 1 . L i n e s . T e x t = C � s � d � l i � u l � n h �n < a > 2 0 0 % < / a > r d h t m l b l 2 . C a p t i o n = T h � n g m i n h v � a n t o � n h �n r d h t m l b l 2 . L i n e s . T e x t = T h � n g m i n h v � a n t o � n h �n r d h t m l b l 3 . C a p t i o n = T r � i n g h i � m c h �i g a m e t � t h �n r d h t m l b l 3 . L i n e s . T e x t = T r � i n g h i � m c h �i g a m e t � t h �n r d h t m l b l 4 . C a p t i o n = T n g c �� n g h i � u n n g h � t h � n g r d h t m l b l 4 . L i n e s . T e x t = T n g c �� n g h i � u n n g h � t h � n g R d L a b e l 1 . C a p t i o n = Q u y � n l � i c � p n h � t n h i � u d r i v e r q u � c i v � h i � m R d L a b e l 2 . C a p t i o n = T � � n g t � i v � v � s a o l �u c � c d r i v e r � m � y t � n h � n � n h h �n R d L a b e l 3 _ l n g . C a p t i o n = P h � t h i � n v � c � p n h � t c � c t r � n h i � u k h i � n l i � n q u a n � n t r � c h �i R d L a b e l 4 . C a p t i o n = G i � m c � c h i � n t �� n g � n g , t r e o m � y v � l � i l b l T i t l e B . C a p t i o n = K � c h h o � t D r i v e r B o o s t e r 1 3 P R O � c � n h i � u t � n h n n g h �n l b l B 1 . C a p t i o n = C � p n h � t d r i v e r c h � v � i m � t c � n h � n c h u � t l b l B 2 . C a p t i o n = �u t i � n t � i v � v � c � p n h � t n h i � u d r i v e r q u � c i & h i � m l b l B 3 . C a p t i o n = S � a c � c l � i t h i � t b � � m � y t � n h a n t o � n h �n l b l B 4 . C a p t i o n = T � � n g c � p n h � t d r i v e r k h i t h i � t b � t r o n g t r � n g t h � i r � n h l b l B 5 . C a p t i o n = T n g t � c t � i v � l b l B 6 . C a p t i o n = S a o l �u d r i v e r � k h � i p h � c a n t o � n h �n l b l B 7 . C a p t i o n = T n g c �� n g � � n � n h h � t h � n g & h i � u n n g c h �i g a m e R d L a b e l 5 . C a p t i o n = H i � n t � i R d L a b e l 6 . C a p t i o n = P R O l b l T i t l C . L i n e s . T e x t = N � n g c � p l � n p h i � n b � n P R O � s � a c h � n h i � u l � i t h i � t b � l b l D e s c C . C a p t i o n = T � m h i � u c � c m � l � i t r o n g D e v i c e M a n a g e r � s � a c � c l � i p h � n c � n g v � g i � c h o m � y t � n h a n t o � n l b l M o r e . C a p t i o n = N h i � u t � n h n n g v � q u y � n l � i v � i p h i � n b � n P r o : L a b l 1 . C a p t i o n = T � � n g t � i v � L a b l 2 . C a p t i o n = T � � n g t � i v � L a b l 3 . C a p t i o n = T � � n g t � i v � L a b l 4 . C a p t i o n = C � s � d � l i � u l � n h �n 2 0 0 % D e s c 1 . C a p t i o n = T � � n g t � i v � d r i v e r k h i h � t h � n g a n g t r o n g t r � n g t h � i c h � � t i � t k i � m m � t n � a t h � i g i a n c � p n h � t D e s c 2 . C a p t i o n = T � � n g t � i v � d r i v e r k h i h � t h � n g a n g t r o n g t r � n g t h � i c h � � t i � t k i � m m � t n � a t h � i g i a n c � p n h � t D e s c 3 . C a p t i o n = T � � n g t � i v � d r i v e r k h i h � t h � n g a n g t r o n g t r � n g t h � i c h � � t i � t k i � m m � t n � a t h � i g i a n c � p n h � t D e s c 4 . C a p t i o n = H �� n g � c q u y � n t � i v � d r i v e r c h o h �n 4 0 0 . 0 0 0 t h i � t b � � c b i � t l � c � c d r i v e r h i � m l b l T i t l e C o v e r . C a p t i o n = C h � n g t � i a n g c h u � n b � c h o l � n c � p n h � t t i � p t h e o . l b l I n f o C o v e r . C a p t i o n = K � c h h o � t p h i � n b � n P R O � �� c h �� n g c � c t � n h n n g n � n g c a o . l b l t l e 1 p g d . C a p t i o n = T � i v � n h a n h h �n l b l i n f o 1 p g d . C a p t i o n = T n g t � c t � i v � t h � m 5 0 % v � i T � � n g t � i k h i m � y t � n h a n g t r o n g t r � n g t h � i n g h � . l b l t l e 2 p g d . C a p t i o n = T � � n g s a o l �u l b l i n f o 2 p g d . C a p t i o n = C � p n h � t a n t o � n v � i s a o l �u d r i v e r t r �� c k h i c � i � t l b l t l e 3 p g d . C a p t i o n = M � y t � n h � n � n h h �n l b l i n f o 3 p g d . C a p t i o n = H � t h � n g � n � n h v � h i � u n n g c a o h �n v � i n h i � u d r i v e r t h i � t b � v � t h � n h p h � n g a m e . [ I O b i t R e g i s t e r _ F r m D B ] b t n C l o s e . H i n t = � n g l b l T i t l e . C a p t i o n = G I � M G I � T R �� C G I � N G S I N H l b l T i t l e D e s c . C a p t i o n = C h u � n b � c h o m � a m u a s � m v � i c � c k h u y � n m � i s � c n m 2 0 1 6 l b l B o x . C a p t i o n = C h � c � v � o d � p g i � n g s i n h b t n N o t e 1 . C a p t i o n = C � p n h � t n h i � u d r i v e r b � t h i � u v � q u � c i h �n b t n N o t e 2 . C a p t i o n = K h � c p h � c t � t c � c � c l o � i l � i t h i � t b � b t n N o t e 3 . C a p t i o n = N � n g c a o t r � i n g h i � m g a m e c h o b � n b t n N o t e 4 . C a p t i o n = N h � n q u � G i � n g s i n h � c q u y � n b t n A c t i v e _ L . C a p t i o n = N h � n k h u y � n m � i n g a y b t n A c t i v e _ S . C a p t i o n = N h � n n g a y l b l A c t i v e D e s c . C a p t i o n = S � l �� n g c � h � n ! T � i t r �� c , n h � n t r �� c ! l b l S e c u r e . C a p t i o n = � t h � n g b � o m � t l b l S S L . C a p t i o n = �� c b � o v � b � i c � n g n g h � S S L l b l N o t e . C a p t i o n = C h � n g t � i � m b � o c � c l � i � c h : [ A c t i o n C e n t e r _ M ] M _ F i x A l l A C = T � i v � t � t c � M _ H i d e A C = � n M _ S h o w A C = H i � n M _ S h o w A C T i t l e = B � o m � t & H i � u n n g M _ S h o w A C D e s c = N h � n " H i � n " � h i � n c � c p h � n m � m �� c k h u y � n n g h � k h � c . C � i � t c h � n g � m � y t � n h �� c b � o v � v � c � h i � u n n g t � t h �n . M _ S h o w A C D e s c 2 = C � c p h � n m � m �� c k h u y � n n g h � h i � n a n g � n ! N h � n " H i � n " � h i � n t h � v � c � i � t c h � n g � c � �� c s � b � o v � t o � n d i � n v � h i � u n n g c � c t � t . M _ A C _ I n s t a l l e d = � c � i � t M _ A C _ F r e e T i t l e = B � o m � t & H i � u n n g M _ A C _ F r e e H e l p _ I n s = M � y t � n h s � �� c b � o v � v � c � h i � u n n g t � t h �n v � i c � c p h � n m � m k h u y � n n g h � . M _ A C _ F r e e H e l p _ O K = T h �� n g x u y � n c h � y c � c c h ��n g t r � n h s a u , m � y t � n h c � a b � n s � �� c b � o v � v � c � h i � u n n g t � t h �n . M _ A C _ F r e e _ E U L A = T r �� c � y , b � n � c h � p n h � n c � c i � u k h o � n T h � a t h u � n N g �� i d � n g c u � i � �� c � p d � n g � i v � i c � c p h � n m � m I O b i t �� c k h u y � n n g h � . M _ A C _ F r e e _ R e a d E U L A = � c K T T N D C M _ S h o w A C T i t l e 2 = C h � � ! M _ L e a r n R e c o m m e n d N o t e = H i � n k h � n g c � s � n p h � m k h u y � n n g h � . M _ L e a r n R e c o m m e n d D e s c = H � y n h � n " T � m h i � u t h � m " � x e m c � c s � n p h � m m � b � n c � t h � s � q u a n t � m . M _ L e a r n M o r e = T � m h i � u t h � m M _ S c a n = a n g q u � t . . . M _ R e c o m m _ I n s = K h u y � n n g h � : C � i � t % s M _ R e c o m m _ U p t = K h u y � n n g h � : C � p n h � t % s M _ n o n e = K h � n g c � M _ F i x = T � i n g a y M _ f i x i n g = a n g c � i � t M _ U p d a t i n g = a n g c � p n h � t M _ f i x e d = � c � M _ f a i l e d = T h � t b � i M _ R u n i n g W e l l = P h i � n b � n m � i n h � t � �� c c � i � t M _ O u t d a t e d = Q u � c i M _ N o t I n s t a l l e d = C h �a �� c c � i � t M _ A C U p d a t e = C � p n h � t b � y g i � M _ A S C C a p t i o n = H i � u n n g h � t h � n g M _ A S C I n f o _ N o t I n s = � t � m t h � y l � i r e g i s t r y , r i � n g t �, v � t � p t i n r � c t r � n h � t h � n g c � a b � n . C � i � t A d v a n c e d S y s t e m C a r e � t � i �u h � a m � y t � n h v � g i � i p h � n g b � n h � . M _ A S C I n f o _ N o t I n s _ C = � t � m t h � y < a > % 1 s < / a > d � u v � t c � n h � n , < a > % 2 s < / a > t � p t i n r � c , v � < a > % 3 s < / a > r e g i s t r y � k h � n g c � n �� c c � n . C � i � t A d v a n c e d S y s t e m C a r e � t � i �u h � a v � g i � i p h � n g < a > % 4 s < / a > b � n h � . M _ A S C I n f o _ U p T o D a t e = A d v a n c e d S y s t e m C a r e t n g c �� n g v � t � i �u h � a m � y t � n h c � a b � n c h � v � i 1 l � n n h � n c h u � t . M _ A S C I n f o _ N e e d U p D a t e = A d v a n c e d S y s t e m C a r e � q u � c i. M _ A S C D e s c = B � o v � v � t � i �u h � a m � y t � n h c � a b � n c h � v � i m � t c � n h � n c h u � t M _ A S C T o p S e l = B � n c h � y n h � t M _ A S C T i p T i t l e = C h i t i � t M _ A S C T i p = C h � n g t � i � m b � o : < b r > T n g h i � u n n g m � y t � n h l � n 2 0 0 % < b r > S � a c � c l � i s � u v � n h i � u l � i r e g i s t r y h �n < b r > T n g t � c i n t e r n e t l � n 3 0 0 % n h a n h h �n < b r > N g n c h � n v i � c t h e o d � i d � l i � u c � n h � n M _ R u n A S C = Q u � t n g a y M _ A S C O f f e r = D � n d � p v � t � i �u h � a m � y t � n h v � i 1 c � n h � n c h u � t . < b r > T n g t � c m � y t � n h n h a n h h �n t � i 2 0 0 % . < b r > T n g t � c i n t e r n e t n h a n h h �n t � i 3 0 0 % . < b r > T h e o d � i t � n h t r � n g m � y t � n h l i � n t � c � m � y h o � t � n g m �� t m � . < b r > B � o v � m � y t � n h k h � i c � c m � � c t h � n g t h �� n g . M _ I M F C a p t i o n = B � o v � c h � n g c � c p h � n m � m g i � n i � p M _ I M F I n f o _ N o t I n s = �� c b � o v � t � t h �n v � i c h ��n g t r � n h c h � n g m � � c c � a I O b i t . M _ I M F I n f o _ N o t I n s _ C = � p h � t h i � n < a > % s < / a > m � i n g u y . C � i � t I O b i t M a l w a r e F i g h t e r � x � a c h � n g v � b � o v � m � y t � n h c � a b � n k h � i c � c m � � c k h � c . M _ I M F I n f o _ N o t I n s _ C _ S i n g l e = � p h � t h i � n < a > 1 < / a > m � i n g u y . C � i � t I O b i t M a l w a r e F i g h t e r � x � a c h � n g v � b � o v � m � y t � n h c � a b � n k h � i c � c m � � c k h � c . M _ I M F I n f o _ U p T o D a t e = I O b i t M a l w a r e F i g h t e r b � o v � m � y t � n h c � a b � n k h � i n h i � u c h � n g l o � i m � � c k h � c n h a u . M _ I M F I n f o _ N e e d U p D a t e = P h � n m � m c h � n g m � � c c � a b � n � q u � c i. M _ I M F D e s c = B � o v � m � y t � n h c � a b � n k h � i m � � c . M _ I M F T o p S e l = B � n c h � y n h � t M _ I M F T i p T i t l e = C h i t i � t M _ I M F T i p = C h � n g t � i h � a : < b r > B � o v � t o � n d i � n t r o n g t h � i g i a n t h � c c h � n g l � i t � t c � c � c l o � i p h � n m � m � c h � i < b r > Q u � t n h a n h v � p h � t h i � n v � l o � i b � m � i e d � a h i � u q u � < b r > C h � � n g n g n c h � n c � c c u � c t � n c � n g r a n s o m w a r e < b r > D u y � t v � t � i x u � n g t r � c t u y � n a n t o � n < b r > H o � n t o � n t ��n g t h � c h v � i c � c b � o m � t k h � c p h � n m � m M _ R u n I M F = Q u � t n g a y M _ I M F O f f e r = B � o v � m � y t � n h c � a b � n k h � i c � c l o � i m � � c . < b r > B � o v � k h � i c � c c u � c t � n c � n g � i t i � n c h u � c . < b r > D u y � t w e b v � t � i v � a n t o � n . < b r > B � o v � l i � n t � c s � u v � r � n g . < b r > H o � n t o � n t ��n g t h � c h v � i c � c c h ��n g t r � n h a n n i n h k h � c . M _ S D C a p t i o n = T � i �u h � a � n h � c � n g . M _ S D I n f o _ N o t I n s = P h � t h i � n s � c � p h � n m � n h � n h � c � n g , c � k h � n n g l � m c h � m m � y t � n h . M _ S D I n f o _ N o t I n s _ C = � t � m t h � y < a > % d < / a > v � n � p h � n m � n h t r � n � c � n g . C � i � t S m a r t D e f r a g � c h � n g p h � n m � n h g i � p m � y t � n h c � a b � n n h a n h h �n v � t n g � b � n c h o � c � n g . M _ S D I n f o _ U p T o D a t e = S m a r t D e f r a g g i � m p h � n m � n h b � n h � � n � n g c a o h i � u n n g . M _ S D I n f o _ N e e d U p D a t e = � n h � c � n g c � a b � n � b � p h � n m � n h r � t n h i � u . M _ S D D e s c = C h � n g p h � n m � n h � c � n g � n � n g c a o h i � u n n g . M _ S D T o p S e l = B � n c h � y n h � t M _ S D T i p T i t l e = C h i t i � t M _ S D T i p = C h � n g t � i c a m k � t : < b r > C h � n g p h � n m � n h � c � n g t � t h �n < b r > H � t r � � n g d � n g c h � n g p h � n m � n h W i n d o w s 1 0 m e t r o < b r > T � i a h i � u n n g � c � n g < b r > � c � n g � n � n h v � n h a n h h �n M _ R u n S D = C h � n g p h � n m � n h n g a y M _ S D O f f e r = T � c � t r u y c � p t � p t i n n h a n h h �n . < b r > H i � u n n g � c � n g t � i a . < b r > T n g t � c k h � i � n g m � y t � n h n h a n h h �n 1 0 0 % . < b r > T � i �u h � a h i � u n n g k h i c h �i g a m e . M _ D L C a p t i o n = P a s s w o r d M a n a g e r M _ D L I n f o _ N o t I n s = B � o v � v � q u � n l � c � c m � t k h � u c � a b � n v � i D a s h l a n e P a s s w o r d M a n a g e r . M _ D L I n f o _ U p T o D a t e = K h � n g b a o g i � q u � n c � c m � t k h � u c � a b � n v � i D a s h l a n e a n t o � n v � b � o m � t . M _ D L O f f e r = B � o m � t c � c m � t k h � u c � a b � n t h e o c � c h �n g i � n . < b r > T � o c � c m � t k h � u d u y n h � t � b � o v � c � c t � i k h o � n c � a b � n . < b r > T � � n g n g n h � p v � o c � c t r a n g w e b �a t h � c h . < b r > H o � t � n g t r � n W i n d o w s , M a c , i O S v � A n d r o i d . M _ R u n D L = Q u � n l � M _ L D P I n f o _ N o t I n s = C h �i c � c t r � c h �i A n d r o i d b � n g c h u � t v � b � n p h � m t r � n P C . M _ L D P O f f e r = C h o p h � p b � n c h �i c � c t r � c h �i v � � n g d � n g A n d r o i d t r � n P C . < b r > H � t r � t � o n h i � u p h i � n b � n t r � n m � t P C . < b r > C � i � t s � n c � c i � u k h i � n b � n p h � m v � c h u � t c h o t r � c h �i . < b r > C u n g c � p t � n h n n g m a c r o � q u � n l � t r � c h �i c � a b � n . < b r > T n g s � c m � n h c h o l � i c h �i v � i F P S v � � h � a c a o . M _ A C _ F r e e T i t l e H i d e 1 = T � t c � c � c p h � n m � m �� c k h u y � n n g h � h i � n a n g � n ! M _ A C _ F r e e T i t l e H i d e 2 = N h � n " H i � n " � h i � n v � c � i � t c h � n g � �� c b � o m � t h o � n t o � n v � h i � u n n g c � c m � n h . M _ I U C a p t i o n = C h ��n g t r � n h G � c � i � t M _ I U I n f o _ N o t I n s = G � b � c � c c h ��n g t r � n h , t h a n h c � n g c � v � c � c t r � n h c � m t r o n g t r � n h d u y � t k h � n g c � n t h i � t . M _ I U I n f o _ N o t I n s _ D i s t r u s t = � t � m t h � y < a > % s < / a > p l u g i n s / t o o l b a r s c � t h � l � m c h � m m � y t � n h . C � i � t I O b i t U n i n s t a l l e r � g � b � c h � n g n g a y . M _ I U I n f o _ N o t I n s _ D i s t r u s t _ S i n g l e = � t � m t h � y < a > 1 < / a > p l u g i n s / t o o l b a r s c � t h � l � m c h � m m � y t � n h . C � i � t I O b i t U n i n s t a l l e r � g � b � n � n g a y . M _ I U I n f o _ N o t I n s _ C = � t � m t h � y < a > % s < / a > p l u g i n s / t o o l b a r s . C � i � t I O b i t U n i n s t a l l e r � g � c � c m � c k h � n g m o n g m u � n � . M _ I U I n f o _ N o t I n s _ C _ S i n g l e = � t � m t h � y < a > 1 < / a > p l u g i n / t o o l b a r . C � i � t I O b i t U n i n s t a l l e r � g � m � c k h � n g m o n g m u � n � . M _ I U I n f o _ U p T o D a t e = I O b i t U n i n s t a l l e r g � s � c h c � c � n g d � n g v � t r � n h c � m . M _ I U I n f o _ N e e d U p D a t e = Y o u r I O b i t U n i n s t a l l e r � q u � c i. M _ I U D e s c = G � b � c � c � n g d � n g & p h � n b � s u n g c h � a m � � c M _ I U T o p S e l = B � n c h � y n h � t M _ I U T i p T i t l e = C h i t i � t M _ I U T i p _ l n g = C h � n g t � i h � a : < b r > T � � n g x � a t h � c n t h � a s a u k h i g � c � i � t c h ��n g t r � n h < b r > G � c � i � t s � c h s � b � n g n h � t k � c � i � t < b r > L o � i b � t r i � t � c � c c h ��n g t r � n h c � n g � u < b r > X � a t i � n � c h m � r � n g t r � n h d u y � t q u � n g c � o / � c h � i < b r > 1 c � n h � p c h u � t � k h � c p h � c t � t c � c � c v � n � v � s � c k h � e p h � n m � m M _ R u n I U = C h � y n g a y M _ I U O f f e r _ l n g = D � n d � p h o � n t o � n t h � c n t h � a s a u k h i g � c � i � t c h ��n g t r � n h < b r > C � c t h a y � i h � t h � n g g h i n h � t k � t � � n g d o c � i � t c h ��n g t r � n h t h � c h i � n < b r > X � a c � c c h ��n g t r � n h c � n g � u k h � n g t h � g � c � i � t b � n h t h �� n g < b r > D � d � n g x � a t i � n � c h m � r � n g t r � n h d u y � t v � � n g d � n g W i n d o w s < b r > P h � t h i � n l � h � n g p h � n m � m v � c h � n t h � n g b � o b � t l � n k h � n g m o n g m u � n M _ R u n S M G B = T � i �u n g a y M _ S M G B I n f o _ N o t I n s = 1 c � C l i c k � t n g F P S v � c � t r � i n g h i � m g a m i n g c � c � M _ S M G B I n f o _ U p T o D a t e = 1 c � C l i c k � t n g F P S v � c � t r � i n g h i � m g a m i n g c � c � M _ S M G B I n f o _ N e e d U p D a t e = T n g t � c G a m i n g � l � i t h � i M _ S M G B O f f e r = T n g F P S � c � h i � u s u � t c h �i t r � c h �i t � t h �n c h � v � i m � t m � t c h u � t . < b r > T h e o d � i n h i � t � v � m � c � s � d � n g p h � n c � n g t r o n g t h � i g i a n t h � c . < b r > � p x u n g G P U t o h a v e t o o f f s e t t h e d a r k i m a g e a p p l i c a t i o n w h e n p l a y g a m e . < b r > P o l i m e a n d X � p h � n g P C � t � m k i � m c � c t r � c h �i t ��n g t h � c h ( 3 8 . 0 0 0 + ) . < b r > B � o v � P C v � t r � c h �i c � a b � n � b � o m � t c a o h �n . M _ R u n I O T = C h � y n g a y M _ I O T C a p t i o n = T r � n h q u � n l � i P h o n e M _ I O T I n f o _ N o t I n s = C h u y � n d � l i � u i P h o n e c h � v � i m � t c � n h � n c h u � t , D � n c � c t � p t i n r � c & t n g t � c i P h o n e c � a b � n . M _ I O T I n f o _ U p T o D a t e = I O T r a n s f e r a n g h o � t � n g t � t . M _ I O T I n f o _ N e e d U p D a t e = I O T r a n s f e r � q u � c i. M _ T i p T i t l e = C h i t i � t M _ I O T T i p = I O T r a n s f e r c a m k � t : < b r > C h u y � n N h � c / H � n h k h � n g g i � i h � n . < b r > D � d � n g d � n d � p c � c t � p t i n r � c t r � n c � c t h i � t b � i O S . < b r > T � i v � v � c h u y � n � i v i d e o v � o i P h o n e v � m � y t � n h . < b r > C h u y � n t � p t i n q u a m � n g k h � n g d � y g i � a i P h o n e v � m � y t � n h . M _ I O T D e s c = C h u y � n d � l i � u i P h o n e c h � v � i 1 c � n h � n c h u � t , D � n c � c t � p t i n r � c & t n g t � c i P h o n e c � a b � n . M _ T o p S e l = B � n c h � y h � n g � u M _ V i p T i t l e = �u � i � c q u y � n c h o V I P M _ A C _ S h a r e T i p = C h i a s � �u � i � c q u y � n v � i b � n b � h o � c n g �� i t h � n M _ A C _ P r o _ T i t l e = C � c s � n p h � m �� c k h u y � n n g h � k h � c v � a n t o � n v � h i � u n n g . M _ A C P r o _ S u b T i t l e = M u a n g a y � �� c g i � m g i � � C Q U Y � N c h o k h � c h h � n g a n g d � n g A S C P R O . M _ A C P r o _ S u b T i t l e _ A U = M u a n g a y � �� c g i � m g i � � C Q U Y � N c h o k h � c h h � n g a n g d � n g A S C U l t i m a t e ( t r � p h � ) . M _ A c t i o n C e n t e r T i t l e _ P e r f e c t l y = C � c c h ��n g t r � n h � u h o � t � n g t � t ! M _ A C P r o _ S u b T i t l e _ d b = M u a n g a y � �� c g i � m g i � � c q u y � n c h o k h � c h h � n g a n g d � n g D r i v e r B o o s t e r P R O . M _ S u b T i t l e _ P e r f e c t l y = T h �� n g x u y � n c h � y c � c c h ��n g t r � n h s a u � m � y t � n h �� c b � o v � v � n � n g c a o h i � u n n g . M _ S h o w A C T i t l e P r o = �u � i � c q u y � n c h o V I P M _ S h o w A C D e s c P r o = N h � n " H i � n " � �� c g i � m g i � � C Q U Y � N c h o c � c s � n p h � m k h � c c � a I O b i t . M _ A C _ P r o S h a r e M a i l = C h i a s � t h � n g q u a E m a i l M _ A C _ P r o S h a r e F B = C h i a s � t h � n g q u a F a c e b o o k M _ A C _ N o M a i l C L i e n t = H o � t � n g g � p t h � t b � i d o � a c h � e m a i l c � a n g �� i d � n g k h � n g � n g M _ A C _ P r o _ T i t l e 2 = C � c s � n p h � m �� c k h u y � n n g h � � t n g c �� n g a n n i n h v � h i � u n n g . M u a n g a y � t � n h �� n g c � c g i � m g i � � c q u y � n c h � c � � i v � i c � c k h � c h h � n g D r i v e r B o o s t e r P R O . M _ i T o p I n f o _ N o t I n s = H � y d � n g t h � d � c h v � V P N m i � n p h � , n h a n h c h � n g , a n t o � n � b � o m � t t r � c t u y � n . M _ i T o p I n f o _ U p T o D a t e = H � y d � n g t h � d � c h v � V P N m i � n p h � , n h a n h c h � n g , a n t o � n � b � o m � t t r � c t u y � n . M _ R u n i T o p = C � i � t n g a y M _ i T o p O f f e r = T � n h �� n g I n t e r n e t k h � n g b i � n g i � i . < b r > B � o m � t - � n I P v � m � h � a k � t n � i I n t e r n e t . < b r > N h a n h - D u y � t w e b n h a n h n h � c h � p . < b r > M i � n p h � - B � c h � n c � c t r a n g w e b v � p h � t t r � c t u y � n m i � n p h � . < b r > D � n g t h � m i � n p h � , c � c k � m � h � a n h a n h v � t � t n h � t t r o n g l � p . M _ n e w i T o p O f f e r = R i � n g t � - � n d a n h k h i l �� t w e b . < b r > B � o m � t - � n I P v � m � h � a k � t n � i I n t e r n e t . < b r > N h a n h - D u y � t w e b n h a n h n h � c h � p . < b r > M i � n p h � - B � c h � n c � c t r a n g w e b v � l u � n g m i � n p h � . < b r > P h � m t � t - T r u y c � p n h a n h s a n g N e t f l i x , H B O , P U B G . . . M _ I T O P D e s c = K h � n g t h e o d � i v � � n d a n h t r � c t u y � n . M _ I T O P T i p = C h � n g t � i h � a : < b r > B � o v � q u y � n r i � n g t � t r � c t u y � n < b r > H �n 1 8 0 0 m � y c h � t r � n t o � n t h � g i � i < b r > P h � t t r � c t u y � n v � c h �i g a m e m � t c � c h t � d o < b r > T r u y c � p n � i d u n g b � c h � n < b r > N h i � u t h i � t b � �� c h � t r � M _ B u y I M F = M u a n g a y M _ B u y D B = M u a n g a y M _ B u y S D = M u a n g a y M _ B u y I U = M u a n g a y M _ B u y S M = M u a n g a y M _ B u y A S C = M u a n g a y M _ B u y I O T = M u a n g a y M _ S U _ U p d a t e A l l = C � p n h � t t � t c � M _ S U _ A c t i v e A u t o U p t = K � c h h o � t t � � n g c � p n h � t M _ S U _ T i t l e = T r � n h c � p n h � t p h � n m � m M _ S U _ H e l p = G i � p b � n c � p n h � t h i � u q u � v � d � d � n g c � c p h � n m � m q u a n t r � n g . M _ S U _ I g n o r e d = � b � q u a M _ S U _ U p t i n g = a n g c � p n h � t M _ S U _ U p d a t e = C � p n h � t M _ S U _ U p t o D a t e = � �� c c � p n h � t M _ S U _ S t o p I g = K h � n g b � q u a M _ S U _ I g n o r e = B � q u a M _ S U _ N e w V e r = P h i � n b � n m � i : M _ S U _ I n s V e r = P h i � n b � n h i � n t � i : M _ H o t = N � N G H � I M _ A o M e i B a c k u p p e r C a p t i o n = A O M E I B a c k u p p e r P r o M _ A o M e i B a c k u p p e r I n f o _ N o t I n s = G i � i p h � p s a o l �u m � n h m � � s a o l �u h � t h � n g v � c � c � n h � . M _ A o M e i B a c k u p p e r _ U p T o D a t e = G i � i p h � p s a o l �u m � n h m � � s a o l �u h � t h � n g v � c � c � n h � . M _ A o M e i B a c k u p p e r P r o D e c = G i � i p h � p s a o l �u m � n h m � . M _ R u n A o M e i B a c k u p p e r = C h � y n g a y M _ B u y A o M e i B a c k u p p e r = M u a n g a y M _ A o M e i B a c k u p p e r T i p T i t l e = C h i t i � t M _ A o M e i B a c k u p p e r T i p = A O M E I B a c k u p p e r P r o c a m k � t : < b r > S a o l �u h � t h � n g , c � c � n h � v � t � p t i n c � a b � n c h � v � i m � t c � n h � n c h u � t . < b r > K h � i p h � c h � t h � n g c � a b � n n h a n h c h � n g v � a n t o � n . < b r > S a o c h � p d � l i � u t � H D D ( � c � n g ) s a n g S S D ( � � c ) , H D D s a n g H D D , h o � c S S D s a n g S S D . < b r > L i � n t � c � n g b � t � p t i n v � t h � m � c g � c . M _ M o f f e r _ T i t l e = �u � i � c b i � t M _ C l o s e = � n g M _ C a n c e l = H � y b � M _ M o f f e r _ I n s t a l l = C � i � t M _ M o f f e r _ N o t e E P = V � i v i � c n h � n " C h � p n h � n " , b � n � n g � c � i � t % s v � c h � p n h � n < a > K N D C < / a > & < a > C h � n h s � c h r i � n g t �< / a > c � a n � . M _ M o f f e r _ R e f u n d = < a > C h � � : < / a > B � n c � t h � y � u c � u h o � n t i � n t r o n g v � n g 3 0 n g � y . H � y � c < a > C h � n h s � c h h o � n t i � n < / a > . m _ O p e r a C a p t i o n = T r � n h d u y � t O p e r a M _ O p e r a I n f o _ N o t I n s = D u y � t w e b n h a n h v � a n t o � n v � i c � n g c � c h � n q u � n g c � o �� c t � c h h � p s � n , t i � t k i � m p i n c � n g V P N m i � n p h � . M _ O p e r a O f f e r = C h � n q u � n g c � o � t � i t r a n g w e b n h a n h h �n t � i 9 0 % . < b r > T n g t h � i l �� n g d u y � t w e b l � n t h � m m � t g i � . < b r > D u y � t w e b r i � n g t � h �n v � i V P N m i � n p h � . M _ I S U C a p t i o n = T r � n h c � p n h � t p h � n m � m M _ I S U I n f o _ N o t I n s _ C = < a > % d < / a > c h ��n g t r � n h � q u � c i. C � i � t I O b i t S o f t w a r e U p d a t e r � c � p n h � t c h � n g v � i m � t c � n h � n c h u � t . M _ I S U I n f o _ N o t I n s _ C _ S i n g l e = < a > 1 < / a > c h ��n g t r � n h � q u � c i. C � i � t I O b i t S o f t w a r e U p d a t e r � c � p n h � t c h � n g v � i m � t c � n h � n c h u � t . M _ I S U I n f o _ N o t I n s = C � p n h � t v � c � i � t t � t c � c � c c h ��n g t r � n h q u a n t r � n g c h o b � n c h � v � i m � t c � n h � n c h u � t . M _ I S U I n f o _ U p T o D a t e = I O b i t S o f t w a r e U p d a t e r l u � n g i � c h o c � c p h � n m � m q u a n t r � n g c � a b � n l u � n �� c c � p n h � t . M _ I S U I n f o _ N e e d U p D a t e = P h i � n b � n I O b i t S o f t w a r e U p d a t e r c � a b � n � q u � c i. M _ I S U O f f e r = T � � n g c � p n h � t c � c c h ��n g t r � n h l � i t h � i s � m n h � t < b r > 1 l � n n h � p � c � i � t t � t c � c � c b � n c � p n h � t c h ��n g t r � n h c � s � n < b r > 1 l � n n h � p � c � i � t t � t c � c � c c h ��n g t r � n h p h � b i � n b � n m u � n < b r > C � c c h ��n g t r � n h s � c h � v �� t q u a c � c b � i k i � m t r a n g h i � m n g � t , k h � n g c � p h � n m � m g � i M _ C o n n e c t i f y I n f o = B i � n m � y t � n h c � a b � n t h � n h t r � m p h � t W i - F i � c h i a s � k � t n � i v � i c � c t h i � t b � k h � c . M _ C o n n e c t i f y T i p = C o n n e c t i f y H o t s p o t c h o p h � p b � n : < b r > C h i a s � I n t e r n e t t � m � y t � n h c � a b � n s a n g c � c t h i � t b � k h � c < b r > T n g t � m p h � s � n g c � a m � n g W i - F i h i � n t � i < b r > B � c c � u k � t n � i � n c � c t h i � t b � k h � c t r o n g m � n g N h � < b r > C h � n q u � n g c � o c h o c � c t h i � t b � t h a m g i a v � o m � n g c � a b � n M _ P r o R o b o F o r m I n f o = N � i l � i t � m b i � t v � i v i � c v i � t r a m � t k h � u . M _ P r o R o b o F o r m T i p = R o b o F o r m P a s s w o r d M a n a g e r : < b r > 1 l � n n h � p � n g n h � p v � o c � c t r a n g w e b t r � n t � t c � c � c t r � n h d u y � t c h � n h < b r > T � o m � t k h � u m � n h , d u y n h � t < b r > M � t g i � y p h � p c h o t � t c � c � c t h i � t b � M _ R o b o F o r m _ N o t I n s = N � i l � i t � m b i � t v � i v i � c g h i l � i m � t k h � u v � i T r � n h q u � n l � m � t k h � u R o b o F o r m . M _ R o b o F o r m _ U p T o D a t e = N � i l � i t � m b i � t v � i v i � c g h i l � i m � t k h � u v � i T r � n h q u � n l � m � t k h � u R o b o F o r m . M _ R o b o F o r m _ I n f o _ N e e d U p D a t e = N � i l � i t � m b i � t v � i v i � c g h i l � i m � t k h � u v � i T r � n h q u � n l � m � t k h � u R o b o F o r m . M _ R o b o F o r m _ M o f f e r = n g n h � p v � o c � c t r a n g w e b c h � v � i m � t c � n h � p c h u � t . < b r > T � o m � t k h � u m � n h v � d u y n h � t . < b r > S � d � n g m � h � a A E S - 2 5 6 b i t v � h � t r � 2 F A . < b r > D � n h c h o W i n d o w s , M a c , i O S , A n d r o i d v � t � t c � c � c t r � n h d u y � t c h � n h . < b r > N h � p t � t r � n h d u y � t h o � c t r � n h q u � n l � m � t k h � u k h � c . M _ T a g C a p t i o n = � x u � t t � I O b i t M _ I S R I n f o _ N o t I n s = G h i l � i m i � n p h � m � n h � n h P C c � a b � n v � i c h � t l �� n g c a o . K h � n g c � g i � i h � n g h i . M _ I S R I n f o _ U p T o D a t e = G h i l � i m i � n p h � m � n h � n h P C c � a b � n v � i c h � t l �� n g c a o . K h � n g c � g i � i h � n g h i . M _ I S R I n f o _ N e e d U p D a t e _ N e w = i T o p S c r e e n R e c o r d e r � l � i t h � i . M _ I S R O f f e r _ N e w _ 2 = Q u a y p h i m v � n h � c 4 K m � k h � n g l � m g i � m c h � t l �� n g < b r > G h i h � n h t r � c h �i k h � n g b � t r � � � p h � n g i � i 1 0 8 0 P / 6 0 F P S < b r > C � n h � n h � a b � n g h i w e b c a m c � a b � n < b r > T r � n h c h � n h s � a v i d e o m � n h m � v � c � n g c � c h � p � n h m � n h � n h t o � n d i � n < b r > N h i � u c � n g c � A I t h i � t t h � c , b a o g � m C h u y � n v n b � n t h � n h g i � n g n � i M _ I S R D e s c = G h i l � i m � n h � n h v � w e b c a m c � a b � n . M _ I S R T i p _ N e w 1 = C h � n g t � i c a m k � t : < b r > T � o v i d e o H D & 4 K < b r > T � y c h � n h h � n h m � c � n h � n < b r > G h i h � n h t r � c h �i F P S c a o < b r > C h � n h s � a v i d e o d � d � n g < b r > T h � m n h i � u c h � c n n g A I M _ K B C a p t i o n = B � n p h � m K i � m t r a M _ K B F i x = D � n g t h � n g a y M _ K B I n f o _ N o t I n s = K i � m t r a b � n p h � m t r � c t u y � n m i � n p h � � k i � m t r a x e m c � c p h � m t r � n b � n p h � m c � h o � t � n g t � t h a y k h � n g . M _ R u n K B = D � n g t h � n g a y M _ D P M I n f o _ N o t I n s = M � t c � c h a n t o � n , �n g i � n n h �n g m i � n p h � � q u � n l � m � t k h � u , c � n t h i � t c h o c u � c s � n g k � t h u � t s � c � a b � n . M _ D P M I n f o _ U p T o D a t e = M � t c � c h a n t o � n , �n g i � n n h �n g m i � n p h � � q u � n l � m � t k h � u , c � n t h i � t c h o c u � c s � n g k � t h u � t s � c � a b � n . M _ D P M I n f o _ N e e d U p D a t e = T r � n h q u � n l � m � t k h � u D u a l S a f e � l � i t h � i . M _ D P M O f f e r = K h � n g g i � i h � n - L �u m � t k h � u k h � n g g i � i h � n , t h a n h t o � n , v . v . < b r > D � d � n g - T � � n g l �u v � t � � n g i � n m � t k h � u c h � b � n g n h � n g c � n h � p c h u � t �n g i � n < b r > B � o m � t - T � o m � t k h � u m � n h , d u y n h � t < b r > A n t o � n - L �u t r � d � l i � u c � a b � n b � n g m � h � a t � t n h � t < b r > T � � n g - T r u y c � p t r � n c � c t h i � t b � k h � n g g i � i h � n v � i � n g b � h � a t � � n g M _ P D F I n f o _ N o t I n s = G i � i p h � p m � t c � a � c h � n h s � a , c h u y � n � i P D F v � b � t k � t � c v � P D F n � o k h � c . M _ P D F O f f e r = C h u y � n � i P D F s a n g / t � W o r d , E x c e l , h � n h � n h < b r > C h � n h s � a v n b � n , h � n h � n h , t e m v � c � c t h � n h p h � n k h � c < b r > S � p x � p c � c t r a n g P D F c � a b � n g i � n g n h � x � o t r � n g i � y t � < b r > L � m �� c n h i � u h �n : k � t h � p , n � n , k � i � n t � , i � n b i � u m � u M _ P D F D e s c = C h � n h s � a v � c h u y � n � i c � c t � p P D F n h a n h c h � n g v � d � d � n g . M _ P D F T i p = C h � n g t � i h � a : < b r > C h � n h s � a v � c h u y � n � i t � p P D F c h � t r o n g v � i c � n h � p c h u � t . < b r > N � n k � c h t h �� c t � p m � k h � n g l � m g i � m c h � t l �� n g . < b r > B � o v � t � p P D F b � n g m � t k h � u k h � n g t h � p h � v � . < b r > X � a h o � c t � y c h � n h h � n h m � . M _ M i n i T o o l I n f o _ N o t I n s = N h a n h c h � n g v � d � d � n g k h � i p h � c d � l i � u b � m � t c � a b � n . N � m i � n p h � . M _ M i n i T o o l O f f e r = M � t v � i c � n h � p c h u � t �n g i � n � k h � i p h � c d � l i � u b � m � t v � b � x � a . < b r > H i � u s u � t k h � i p h � c d � l i � u m i � n p h � , n h a n h c h � n g v � c h � n h x � c . < b r > T ��n g t h � c h v � i H D D , S S D , U S B F l a s h v � t h � S D . < b r > H �n 1 0 0 l o � i d � l i � u � n h , v i d e o , � m t h a n h v � t � i l i � u . < b r > �� c c � c b i � n t � p v i � n c h u y � n n g h i � p v � n g �� i d � n g c h u y � n n g h i � p r � t k h u y � n k h � c h . M _ I P B I n f o _ N o t I n s = i T o p P r i v a t e B r o w s e r � l � i t h � i . M _ I P B I n f o _ U p T o D a t e = K h � n g t r � n h t h e o d � i , k h � n g l � a � o , k h � n g q u � n g c � o , s � d � n g t r � n h d u y � t � n d a n h , t � t c � v � i m � t V P N a n n g . M _ I P B I n f o _ N e e d U p D a t e = i T o p P r i v a t e B r o w s e r � l � i t h � i . M _ I P B O f f e r = R i � n g t � - k h � n g b � t h e o d � i b � i c � c n h � q u � n g c � o v � c h � n h q u y � n < b r > B � o m � t - B � o v � d � u v � n t a y . C h � n c � c t r a n g l � a � o < b r > S � c h s � - C h � n c � c q u � n g c � o o n l i n e . T � � n g x � a b � d � u v � t c � a b � n < b r > V P N m i � n p h � - V P N 1 0 0 % m i � n p h � . 1 8 0 0 + m � y c h � t r � n t o � n t h � g i � i M _ I E D I n f o _ N o t I n s = H � y n � i l � i t � m b i � t v � i m � t m � n h � n h l � n x � n � t � n h �� n g m � t k h � n g g i a n l � m v i � c n g n n � p , h i � u q u � M _ I E D I n f o _ U p T o D a t e = H � y n � i l � i t � m b i � t v � i m � t m � n h � n h l � n x � n � t � n h �� n g m � t k h � n g g i a n l � m v i � c n g n n � p , h i � u q u � M _ I E D I n f o _ N e e d U p D a t e = i T o p E a s y D e s k t o p � l � i t h � i . M _ I E D O f f e r _ N e w 2 = T � � n g s � p x � p b i � u t �� n g , t � p , t h � m � c t h � n h c � c n h � m < b r > T � m b � t k � t � p n � o n g a y l � p t � c k h i c � n < b r > T � y c h � n h h � n h n � n , c o n t r � , t h a n h t � c v � v � h �n t h � n � a < b r > L � y l � i q u y t r � n h l � m v i � c v � i c � c t i � n � c h t i � n d � n g < b r > C h a t A I - t r � l � c � n h � n t h � n g m i n h m i � n p h � M _ I E D D e s c = C � n g a y m � t m � n h � n h n � n g � n g � n g v � n g n n � p . M _ I E D T i p = C h � n g t � i � m b � o : < b r > T � p , T h � m � c : T � � n g s � p x � p t r o n g c � c h � p < b r > N h � p � p � � n / H i � n t h � T � t c � B i � u t �� n g < b r > T � m & M � N h a n h B � t k � T � p n � o < b r > N � n g c a o Q u y t r � n h L � m v i � c v � i c � c T i � n � c h T i � n d � n g < b r > H � n h n � n � n g g i � p M � n h � n h l u � n M � t m � < b r > C h a t A I : T r � l � A I t � c t h � M _ T D P I n f o _ N o t I n s = B � o v � , k h � a v � � n c � c t h � m � c v � d � l i � u c � n h � n c � a b � n . N h a n h c h � n g v � A n t o � n ! M _ T D P T i p = C h � n g t � i h � a : < b r > M � t k h � u b � o v � c � c t � p r i � n g t �. < b r > K h � a c � c t h � m � c c � n h � n � h � n c h � t r u y c � p t r � i p h � p . < b r > � n c � c t � p v � t h � m � c k h � i n h � n g c o n m � t t � m � . < b r > B � o v � k � p c h o c � c t � p b � k h � a . M _ T D P D e s c = M � t k h � u b � o v � d � l i � u c � n h � n c � a b � n k h � i b � t k � t r u y c � p t r � i p h � p n � o . M _ I D R I n f o _ N o t I n s = X e m t r �� c v � p h � c h � i t � t c � c � c l o � i d � l i � u v � t � p b � m � t t � i n h � . D � d � n g v � n h a n h c h � n g ! M _ I D R T i p = C h � n g t � i h � a : < b r > K h � i p h � c c � c t � p b � m � t d o b � t k � t � n h h u � n g n � o . < b r > T � l � k h � i p h � c l � n � n 9 5 % . < b r > K h � i p h � c t � g � n n h � t � t c � c � c t h i � t b � l �u t r � . < b r > H � t r � h �n 1 0 0 0 � n h d � n g t � p . M _ I D R D e s c = K h � i p h � c t � t c � c � c l o � i d � l i � u b � m � t c h o b � n . M _ I D R I n f o _ U p T o D a t e = K h � i p h � c t � t c � c � c l o � i d � l i � u b � m � t t r o n g m � i t � n h h u � n g c h o b � n . M _ I D R I n f o _ N e e d U p D a t e = P h � c h � i d � l i � u i T o p � l � i t h � i . M _ I D R O f f e r = K h � i p h � c t � i l i � u , h � n h � n h , � m n h � c , v . v . < b r > K h � i p h � c d � l i � u t � � c � n g , S S D v � U S B . < b r > K h � i p h � c s a u k h i b � h � n g , x � a h o � c � n h d � n g . < b r > S a o l �u d � d � n g v � k h � n g b � m � t d � l i � u n � a . M _ I V C D e s c = T h a y � i g i � n g n � i c � a b � n t r o n g t h � i g i a n t h � c v � i h � n g t r m m � u g i � n g . M _ I V C O f f e r = T r � i n g h i � m b � t h a y � i g i � n g n � i t h � i g i a n t h � c d � d � n g < b r > T r u y c � p h � n g t r m m � u g i � n g < b r > T � o g i � n g n � i t � y c h � n h k h � n g c � n n � l � c < b r > L � n g t i � n g l � i n h � c , v i d e o v � b � n g h i � m m � t c � c h l i � n m � c h < b r > H � t r � D i s c o r d , S t e a m , R o b l o x , Z o o m v � n h i � u h �n n � a M _ I V C t i p = C h � n g t � i � m b � o : < b r > T r � i n g h i � m b � t h a y � i g i � n g n � i t h � i g i a n t h � c d � d � n g < b r > T r u y c � p h � n g t r m m � u g i � n g < b r > T � o g i � n g n � i t � y c h � n h k h � n g c � n n � l � c < b r > L � n g t i � n g l � i n h � c , v i d e o v � b � n g h i � m m � t c � c h l i � n m � c h < b r > H � t r � D i s c o r d , S t e a m , R o b l o x , Z o o m v � n h i � u h �n n � a [ A c t i o n C e n t e r _ F o r m A c t i v e A u t o U p t ] b t n U p t M a n u a l . C a p t i o n = C � p n h � t b � n g t a y l b l A c t i v e T i t l e . C a p t i o n = C � m t h � y m � t m � i v � p h � i c � p n h � t b � n g t a y ? b t n A c t i v e A u t o U p t . C a p t i o n = K � c h h o � t t � � n g c � p n h � t b t n D o n o t S h o w . C a p t i o n = K h � n g h i � n l � i l b l C l o s e . C a p t i o n = � n g [ D B _ F o r m G u i d e I n t e r f a c e ] l b l T i t l e . C a p t i o n = T u y � t v � i ! C � c d r i v e r � u � �� c c � p n h � t ! l b l D e s . C a p t i o n = S � c � n h i � u d r i v e r h �n �� c c u n g c � p t r o n g t ��n g l a i v � i c � s � d � l i � u l i � n t � c �� c m � r � n g l b l H i s t o r y V i e w . C a p t i o n = X e m l � c h s � c � p n h � t l b l S c a n M o r e . C a p t i o n = Q U � T T H � M r d h t m l b l d e s . C a p t i o n = S � c � n h i � u d r i v e r h �n �� c c u n g c � p t r o n g t ��n g l a i v � i c � s � d � l i � u l i � n t � c �� c m � r � n g b t n C l o s e . H i n t = � n g b t n D i s a p p e a r . H i n t = Q u a y l � i b t n M a x . H i n t = P h � n g l � n b t n M i n . H i n t = T h u n h � b t n R e s t o r e . H i n t = K h � i p h � c [ D B _ F o r m P c P e r S c a n ] l b l t i t l e . C a p t i o n = Q u � t h i � u n n g m � y l b l S c a n T i t l e . C a p t i o n = Q u � t h i � u s u � t P C l b l T i p C a p . C a p t i o n = K h � n g p h � t h i � n v � n � . � m � y t � n h n h a n h v � s � c h h �n , h � y c � i � t A d v a n c e d S y s t e m C a r e � q u � t t o � n d i � n h �n . r d h t m l T i t l e . C a p t i o n = � t � m t h � y < a > % d < / a > m � c . < a > C h i t i � t < / a > b t n f i x . C a p t i o n = C � i � t � s � a c h � a b t n s t o p . C a p t i o n = D � n g b t n I n s t a l l . C a p t i o n = C � i � t b t n c l o s e . H i n t = � n g [ D B _ F o r m S c a n W i t h P r o ] l b l T i t l e . C a p t i o n = N h i � u c � p n h � t h �n v � i p h i � n b � n P R O b t n U p g r a d e . C a p t i o n = N � n g c � p n g a y l b l L i c e n s e . C a p t i o n = N h � p g i � y p h � p b t n c l o s e . H i n t = � n g [ A C D _ f r m A c t i o n C e n t e r ] l b l _ C a n c e l . C a p t i o n = H � y b � l b l _ M i n . C a p t i o n = T h u n h � b t n C l o s e . H i n t = � n g [ A C D _ M ] M _ D o w n l o a d i n g = a n g t � i v � : m _ I n s t a l l i n g = a n g c � i � t : M _ D i s k I s F u l l = K h � n g � d u n g l �� n g t r � n g ! M _ N e t E r r o r = K h � n g t � i v � �� c d o l � i m � n g . V u i l � n g t h � l � i s a u ! M _ T i p s = a n g t � i v � . N h � n � p v � o b i � u t �� n g � c � t h � m c h i t i � t . M _ A r e S u r e = B � n t h � c s � m u � n t h o � t T r � n h t � i T r u n g t � m H � n h � n g ? M _ A r e S u r e _ I O b i t = B � n t h � c s � m u � n t h o � t I O b i t D o w n l o a d e r ? M _ T i p F i x i n g = a n g c � i � t M _ M D 5 F a i l d = T � p t i n t � i v � b � h � h � n g . V u i l � n g t h � l � i s a u . M _ S p e e d = T � c � : [ D B _ F o r m I g n o r e D e v U p d a t e ] b t n C l o s e . h i n t = � n g l b l N o t e . C a p t i o n = C h � � : T h i � t b � h o � c p h i � n b � n �� c b � q u a s � k h � n g �� c q u � t t r � k h i b � n b � n � k h � i d a n h s � c h B � q u a t r o n g C � i � t . c h k I g n o r e O n c e . C a p t i o n = C h � b � q u a c � p n h � t n � y c h k I g n o r e A l l . C a p t i o n = B � q u a t o � n b � c � c c � p n h � t c h o t h i � t b � n � y b t n N o . C a p t i o n = K h � n g b t n Y e s . C a p t i o n = C � c h k N o t R e m i n d . C a p t i o n = K h � n g n h � c l � i t � i [ D B _ F o r m B o o s t D e t a i l s ] l b l T t i t l e . C a p t i o n = C h i t i � t t n g t � c G a m e l b l I n f o . C a p t i o n = M � y t � n h c � a b � n � � t h i � u n n g � n h s a u k h i t h � c h i � n c � c t � i �u h � a s a u . b t n C l o s e . H i n t = � n g [ D B _ F o r m B o o s t C o n f i g u r e ] l b l C a p t i o n . C a p t i o n = C � u h � n h - T � i �u h � a c � c m � c � c h � n k h i T n g c �� n g b t n B o o s t . C a p t i o n = T n g b t n C l o s e . H i n t = o n g b t n P r o c e s s . c a p t i o n = T i � n t r � n h b t n S e r v i c e . c a p t i o n = D � c h v � b t n O t h e r s . c a p t i o n = K h � c l b l R e c o m m e n d . C a p t i o n = �� c � x u � t l b l L o a d i n g . C a p t i o n = a n g t � i . . . [ D B _ F o r m G i v e a w a y E x p i r e d ] l b l O o p s . C a p t i o n = O o p s ! l b l Y o u r . C a p t i o n = n g k � c � a b � n � h � t h � n b t n C l o s e . H i n t = o n g l b l C a p t i o n . C a p t i o n = N h �n g D r i v e r B o o s t e r P R O � s � n s � n g h o � t � n g t r � l � i . � i n g a y b � y g i � v � i c h i � t k h � u T � T N H � T t � t r �� c � n n a y . l b l U s e r s . C a p t i o n = - D � n h r i � n g c h o n g �� i d � n g G i v e a w a y ( q u � t � n g ) - b t n R e d e e m . C a p t i o n = N h � #n % s G I � M G I � [ D B _ F o r m T r i a l E x p ] r d l b l f r o m P R O C . C a p t i o n = N h � n g l � i � c h c � a p h i � n b � n P R O : r d b t n i n f o 1 1 . C a p t i o n = N h a n h c h � n g k h � c p h � c s � c � t r � n h i � u k h i � n b � t h i � u , l � i t h � i v � c � v � n � r d b t n i n f o 2 2 . C a p t i o n = C � q u y � n �u t i � n � c � �� c t r � n h i � u k h i � n t r � c h �i v � t r � n h i � u k h i � n t r � c h �i s � n s � n g r d b t n i n f o 3 3 . C a p t i o n = T n g c �� n g h � t h � n g � c � t r � i n g h i � m c h �i g a m e t � t h �n c h � v � i m � t c � n h � p c h u � t r d b t n i n f o 4 4 . C a p t i o n = K h � c p h � c s � c � v � k h � c p h � c c � c s � c � P C a u � u d o t r � n h i � u k h i � n g � y r a r d l b l S e e A l l C . C a p t i o n = X e m t � t c � c � c t � n h n n g r d b t n B u y N o w . C a p t i o n = M U A N G A Y r d l b l E n t e r C o d e . C a p t i o n = N h � p m � g i � y p h � p r d l b l R e m a i n d . C a p t i o n = N h � c t � i s a u r d l b l 6 0 D a y . C a p t i o n = C a m k � t h o � n t i � n t r o n g v � n g 6 0 n g � y r d b t n C l o s e . H i n t = � n g [ D B _ F r a m e S a l e T r i a l U p d ] l b l F e a t u r e s . C a p t i o n = C � c t � n h n n g l b l T r i a l . C a p t i o n = D � n g t h � l b l P r o . C a p t i o n = P R O l b l T x t 1 . C a p t i o n = Q u � t c � c t r � n h i � u k h i � n m � i n h � t l b l T x t 2 . C a p t i o n = C � p n h � t t r � n h i � u k h i � n m � k h � n g c � g i � i h � n s � l �� n g l b l T x t 3 3 . C a p t i o n = T � � n g c � p n h � t t r � n h i � u k h i � n k h i h � t h � n g k h � n g h o � t � n g l b l T x t 4 4 . C a p t i o n = T n g c �� n g P C � c � t r � i n g h i � m c h �i g a m e t � t h �n l b l T x t 5 5 . C a p t i o n = S � a l � i t h i � t b � � P C a n t o � n h �n l b l T x t 6 6 . C a p t i o n = S a o l �u t r � n h i � u k h i � n � k h � i p h � c a n t o � n l b l 1 P e r D a y . C a p t i o n = 1 m � i n g � y l b l L i c e n s e . C a p t i o n = N h � p m � g i � y p h � p b t n U p g r a d e . C a p t i o n = N � n g c � p n g a y l b l 6 0 d a y . C a p t i o n = C a m k � t h o � n t i � n t r o n g v � n g 6 0 n g � y b t n C l o s e . H i n t = � n g [ D B _ F o r m T r a n s f o r m ] l b l T i t l e . C a p t i o n = G � c � i � t D r i v e r B o o s t e r l b l 1 . C a p t i o n = C h u y � n s a n g p h i � n b � n M I � N P H � � t i � p t � c c � p n h � t t r � n h i � u k h i � n c � a b � n v � i 1 c � n h � p c h u � t . l b l 2 . C a p t i o n = D r i v e r B o o s t e r m i � n p h � l b l 3 . C a p t i o n = H �n 1 8 0 t r i � u n g �� i d � n g l � a c h � n ! b t n 1 . C a p t i o n = C � s � d � l i � u t r � n h i � u k h i � n l � n ( 1 2 . 0 0 0 . 0 0 0 + ) . b t n 2 . C a p t i o n = C � p n h � t T r � n h i � u k h i � n W H Q L m � t c � c h a n t o � n c h � v � i 1 c � n h � p c h u � t . b t n 3 . C a p t i o n = H i � u s u � t c h �i g a m e t � t h �n . b t n 4 . C a p t i o n = K h � c p h � c l � i m � n g , k h � n g c � � m t h a n h , � p h � n g i � i k � m , v . v . b t n 5 . C a p t i o n = G i � m s � c � v � � n g b n g h � t h � n g . b t n F r e e . C a p t i o n = C h u y � n s a n g M I � N P H � b t n U n i n s t a l l . C a p t i o n = C h � c � n g � c � i � t b t n C a n c e l . C a p t i o n = H u y b t n C l o s e . H i n t = o n g [ D B _ A u t o u p d a t e F o r m M a i n ] r d l b l t i t l e . C a p t i o n = T r � n h c � p n h � t D r i v e r B o o s t e r r d l b l G e t t i n g . C a p t i o n = a n g k i � m t r a t h � n g t i n c � p n h � t , v u i l � n g � i . . . r d l b l U p d a t e C a n c e l . C a p t i o n = H u y r d l b l l a t e r . C a p t i o n = Q u y � t � n h s a u r d l b l N e w . C a p t i o n = M � t p h i � n b � n m � i c � s � n ! r d b t n C l o s e 2 . h i n t = o n g r d b t n A c t i v a . C a p t i o n = K � c h h o � t n g a y r d l b l A c T i t l e . C a p t i o n = X i n c h � c m � n g ! r d l b l D o w n M i n . C a p t i o n = T h u n h o r d l b l P r o x y . C a p t i o n = C � i � t p r o x y r d b t n U p d a t e . C a p t i o n = C � p n h � t b � y g i � r d l b l S t a r t C a n c e l . C a p t i o n = H u y [ A u t o u p d a t e _ M ] L a n _ A c t i v a t e _ M = B � n � c � p h i � n b � n m � i n h � t . L a n _ A c t i v a t e D e s c _ M = B � n m � t m � i v � i v i � c c � p n h � t t h � c � n g ? < a > K � c h h o � t T � � n g c � p n h � t < / a > n g a y b � y g i � � l u � n t � � n g c � p h i � n b � n m � i n h � t ! L a n _ D o w n l o a d _ M = a n g t � i x u � n g ( % s ) & L a n _ P a t c h U p d a t e _ M = D r i v e r B o o s t e r % s h i � n � c � s � n . N h � p v � o " C � p n h � t n g a y " � n h � n c � c t � n h n n g v � c � i t i � n m � i n h � t . L a n _ F i l e N e w _ M = N h � n g c � p n h � t m � i � c � h i � u l � c ! L a n _ F i l e U p d a t e _ M = N h � p v � o " C � p n h � t n g a y " � n h � n c � c t � n h n n g v � c � i t i � n m � i n h � t . L a n _ C o n g _ M = X i n c h � c m � n g ! L a n _ S u c c _ M = C � p n h � t t h � n h c � n g ! L a n _ F a i l e d _ M = K h � n g t � i �� c t � p c � p n h � t , v u i l � n g t h � l � i s a u . L a n _ O K _ M = O K L a n _ N o w _ M = C � p n h � t b � y g i � L a n _ u p d a t e N o w p r o _ M = C � i � t n g a y L a n _ A r e S u r e _ M = A r e y o u s u r e y o u w a n t t o c a n c e l d o w n l o a d i n g u p d a t e s ? L a n _ N O u p d a t e _ M = B � n � c � p h i � n b � n m � i n h � t . L a n _ R e t r y _ M = T h � l � i L a n _ w h a t n e w _ M = C � g � m � i L a n _ A N e w _ M = M � t p h i � n b � n m � i c � s � n ! L a n _ A N e w p r o _ M = T r � n h t n g c �� n g t r � n h i � u k h i � n % 1 s � s � n s � n g � c � i � t - - b � n c � % 2 s L a n _ N e w d e s c _ M = D r i v e r B o o s t e r % s h i � n � c � s � n . N h � p v � o " C � p n h � t n g a y " � n h � n c � c t � n h n n g v � c � i t i � n m � i n h � t . L a n _ N e w d e s c p r o _ M = N h � p v � o " % s " � c � i � t n g a y � n h � n c � c t � n h n n g v � c � i t i � n m � i n h � t . [ D B _ F o r m P r o m o t e I S U ] r d b t n S t o p . C a p t i o n = N g � n g l � i r d l b l u p d a t e D e s c . C a p t i o n = � d � d � n g c � p n h � t t � t c � c � c c h ��n g t r � n h , c h � n g t � i k h u y � n b � n n � n c � i � t T r � n h c � p n h � t p h � n m � m I O b i t . r d b t n I n s t a l l . C a p t i o n = C � i � t n g a y r d h t m l b l C l i c k 1 . C a p t i o n = B � n g c � c h n h � p v � o " C � i � t n g a y " , b � n � n g � c � i � t T r � n h c � p n h � t p h � n m � m I O b i t v � c h � p n h � n < a > E U L A < / a > & < a > C h � n h s � c h q u y � n r i � n g t �< / a > c � a n � . r d l b l N o u p d a t e T i t l e . C a p t i o n = K h � n g c � b � n c � p n h � t p h � n m � m n � o r d l b l N o u p d a t e D e s c . C a p t i o n = C � i � t T r � n h c � p n h � t p h � n m � m I O b i t � g i � c h o c � c c h ��n g t r � n h � c � i � t c � a b � n l u � n �� c c � p n h � t c h � v � i m � t c � n h � p c h u � t . r d b t n C l o s e . h i n t = o n g L a n _ f o u n d s _ M = B � n c � p n h � t p h � n m � m < a > % d < / a > �� c t � m t h � y L a n _ f o u n d _ M = B � n c � p n h � t p h � n m � m < a > 1 < / a > �� c t � m t h � y L a n _ n e w _ M = P h i � n b � n m � i : [ D B _ F r m N e t w o r k ] l b l P r o x y A d d r . C a p t i o n = M � y c h � : l b l P r o x y P o r t . C a p t i o n = C � n g : l b l P r o x y U s e r . C a p t i o n = T � n n g �� i d � n g : l b l P r o x y P a s s . C a p t i o n = M � t k h � u : c h k P r o x y . C a p t i o n = S � d � n g P r o x y c h k P r o x y 0 _ n e w . C a p t i o n = K h � n g c � m � y c h � c h k P r o x y 1 _ n e w . C a p t i o n = S � d � n g c � i � t h � t h � n g c h o m � y c h � c h k P r o x y 2 _ n e w . C a p t i o n = T � y c h � n h m � y c h � [ D B _ F r m P a g e D r i v e r s ] l b l D o w n P a t h . C a p t i o n = T h � m � c t � i v � ( l �u t � t c � c � c d r i v e r � t � i v � o t h � m � c n � y ) : b t n D o w n P a t h . C a p t i o n = D u y � t . . . l b l B a c k P a t h . C a p t i o n = T h � m � c s a o l �u ( l �u m � i s a o l �u d r i v e r v � o t h � m � c n � y ) : b t n B a c k P a t h . C a p t i o n = D u y � t . . . c h k A u t o B a c k u p . C a p t i o n = T � � n g t � o m � t i � m p h � c h � i t r �� c k h i m � t d r i v e r m � i �� c c � i � t c h k A u t o B a c k u p 2 . C a p t i o n = T � � n g s a o l �u c � c d r i v e r t r �� c k h i c � i � t . c h k A c c e D o w n . C a p t i o n = T n g t � c t � i v � k h i c � p n h � t d r i v e r c h k A u t o D e l e t e . C a p t i o n = T � � n g x � a c � c g � i d r i v e r �� c c � i � t l b l D r v V e r C o u n t _ l n g . C a p t i o n = S � p h i � n b � n s a o l �u t � i a �� c l �u c h o S a o l �u t r � n h i � u k h i � n : [ D B _ F r m S c a n ] c h k A u t o S c a n . C a p t i o n = Q u � t t � � n g k h i c h ��n g t r � n h �� c c h � y c h k W h q l T e s t . C a p t i o n = C h � c � c d r i v e r m � n h � n h v �� t q u a c � c t h � n g h i � m W H Q L l b l W h q l T e s t D e s c . C a p t i o n = T h � n g h i � m W H Q L ( W i n d o w s H a r d w a r e Q u a l i t y L a b ) l � q u � t r � n h k i � m t r a c � a M i c r o s o f t l i � n q u a n � n v i � c c h � y m � t l o � t c � c b � i k i � m t r a t r � n p h � n c � n g h o � c p h � n m � m c � a b � n t h � b a , v � s a u � g � i c � c t � p t i n b � n g h i t � c � c t h � n g h i � m � M i c r o s o f t x e m x � t . T h � n g h i � m n � y c in g c � t h � b a o g � m v i � c M i c r o s o f t c h � y t h � n g h i � m s � m p h � m c � a h � t r � n m � t l o � t c � c t h i � t b � , c h � n g h � n n h � p h � n c � n g k h � c n h a u v � c � c p h i � n b � n M i c r o s o f t W i n d o w s k h � c n h a u . c h k S c a n P n p . C a p t i o n = T � � n g q u � t c � c t h i � t b � m � i �� c k � t n � i c h k S c a n G a m e . C a p t i o n = Q u � t c � c c � p n h � t c h o c � c p h � k i � n t r � c h �i l b l S c a n S u b h e a d 1 . C a p t i o n = M � c � �u t i � n q u � t c h o c � c t r � n h i � u k h i � n t h i � t b � : c h k C a p a b i l i t y _ l n g . C a p t i o n = L a t e s t F i r s t c h k S t e a d y _ l n g . C a p t i o n = T � n h � n � n h l � t r � n h � t [ D B _ F r m G e n e r a l ] c h k C l o s e A c t i o n . C a p t i o n = T h u n h � x u � n g k h a y h � t h � n g k h i c h ��n g t r � n h �� c � n g l b l L a n g u a g e . C a p t i o n = N g � n n g � : l b l T r a n s . C a p t i o n = � t r o n g s u � t : l b l F o n t S i z e . C a p t i o n = C � c h � : b t n F o n t S i z e 1 . H i n t = V � a b t n F o n t S i z e 2 . H i n t = L � n b t n F o n t S i z e 3 . H i n t = R � n g c h k S a v e W n d R c t . C a p t i o n = G h i n h � v � t r � v � k � c h t h �� c c � a s � c � a p h i � n h o � t � n g t r �� c c h k A n i m a t e O f f . C a p t i o n = T � t c � c h i � u � n g h o � t h � n h c � a c h ��n g t r � n h ( K h u y � n n g h � c h o P C c � u h � n h t h � p ) c h k S k i p U A C . C a p t i o n = B � q u a c � n h b � o t � i k h o � n n g �� i d � n g l b l S i d e b a r . C a p t i o n = K i � u t h a n h b � n l b l D e t a i l . C a p t i o n = C h � � c h i t i � t l b l C l a s s i c . C a p t i o n = C h � � c � i � n [ D B _ F r m I g n o r e ] l b l I g n o r e L i s t . C a p t i o n = C � c t h i � t b � b � q u a s � k h � n g �� c q u � t � c � p n h � t c h o � n k h i c h � n g �� c x � a k h � i d a n h s � c h d �� i � y . b t n R e s t o r e . C a p t i o n = D i c h u y � n l v I g n o r e L i s t . C o l u m n s [ 0 ] . C a p t i o n = T � n t h i � t b � l v I g n o r e L i s t . C o l u m n s [ 1 ] . C a p t i o n = P h i � n b � n [ D B _ F r m F o c u s ] l v F o c u s A p p s . C o l u m n s [ 0 ] . C a p t i o n = T � n m � c l v F o c u s A p p s . C o l u m n s [ 1 ] . C a p t i o n = M � t � b t n A u t o F o c u s . C a p t i o n = C h � � i m l � n g t � � n g l b l P a g e F o c u s D e s c 1 . C a p t i o n = T � � n g c h u y � n s a n g C h � � i m l � n g k h i t � c v � t o � n m � n h � n h h o � c c h ��n g t r � n h / t r � c h �i �� c c h � � n h c � a b � n a n g c h � y . T r o n g C h � � i m l � n g , b � n s � k h � n g b � l � m p h i � n b � i b � t k � t h � n g b � o n � o t � D r i v e r B o o s t e r � b � n c � t h � t � p t r u n g v � o c � n g v i � c m � n h a n g l � m . b t n F o c u s W i n 1 0 . C a p t i o n = T ��n g t h � c h v � i W i n d o w s 1 0 F o c u s A s s i s t ( p h i � n b � n 1 8 0 3 t r � l � n ) l b l P a g e F o c u s D e s c 2 . C a p t i o n = T ��n g t h � c h v � i W i n d o w s 1 0 F o c u s A s s i s t ( p h i � n b � n 1 8 0 3 t r � l � n ) b t n F o c u s A d d . C a p t i o n = T h � m b t n F o c u s D e l e t e . C a p t i o n = X o a [ D B _ F r m S c h e d u l e r ] l b l S c h e d u l e r D e s c . C a p t i o n = C h � n b � t k � t � y c h � n n � o b � n d �� i s � t � o T r � n h l � p l � c h t r � n h t n g c �� n g t r � n h i � u k h i � n c h k A u t o R u n . C a p t i o n = K h � i � n g c � n g W i n d o w s c h k S c h e d u l e . C a p t i o n = Q u � t t h e o m � t c h u k � n h � t � n h c h k T a s k B a r N o t i f y . C a p t i o n = T h � n g b � o c h o t � i t r � n t h a n h t � c v � k h i c � b � n c � p n h � t t r � n h i � u k h i � n c b x S c h e d u l e . I t e m s [ 0 ] = M � i n g � y c b x S c h e d u l e . I t e m s [ 1 ] = M � i t u � n c b x S c h e d u l e . I t e m s [ 2 ] = M � i h a i t u � n c b x S c h e d u l e . I t e m s [ 3 ] = M � i t h � n g c h k A u t o D o w n l o a d . C a p t i o n = T � � n g c � p n h � t d r i v e r k h i h � t h � n g r � n h b t n A u t o D o w n D e s c . C a p t i o n = C h � t � i v � c � c c � p n h � t d r i v e r & t h � n h p h � n g a m e b t n A u t o U p d t D e s c . C a p t i o n = T � i v � v � c � i � t c � c c � p n h � t v � d r i v e r & t h � n h p h � n g a m e c h k A u t o I d l e . C a p t i o n = C h � n l o � i m � b � n m u � n c � p n h � t t � � n g c h k A u t o G r a . C a p t i o n = C a r d � h � a c h k A u t o A u d i o . C a p t i o n = � m t h a n h c h k A u t o N e t W o r k . C a p t i o n = M � n g c h k A u t o C h i p s e t . C a p t i o n = C h i p s e t c h k A u t o E x t D e v . C a p t i o n = T h i � t b � b � n n g o � i c h k A u t o G a m e C o m . C a p t i o n = T h � n h p h � n g a m e c h k A u t o O t h e r s . C a p t i o n = C � c l o � i k h � c l b l A u t o U p d a t e . C a p t i o n = C � p n h � t : c h k A u t o U p d a t e 1 . C a p t i o n = C � p n h � t t � � n g c h k A u t o U p d a t e 2 . C a p t i o n = N h � c t � i k h i c � c c � p n h � t c � s � n c h k A u t o U p d a t e 3 . C a p t i o n = U p d a t e m a n u a l l y c h k A u t o D e t e c t I n c o m p a t i b l e D i r v e r . C a p t i o n = T � � n g p h � t h i � n t r � n h i � u k h i � n k h � n g t ��n g t h � c h v � t h � n g b � o c h o t � i v � b � t k � s � c � n � o [ D B _ F o r m I O b i t O f f e r ] l b l _ T i t l e . C a p t i o n = �u � i t � y c h � n b t n _ C a n c e l . C a p t i o n = H u y b t n _ C l o s e . h i n t = o n g b t n _ S t o p . C a p t i o n = N g � n g l � i l b l H i g h l y T i t l e . C a p t i o n = C h i t i � t T � i �u h � a H � t h � n g l b l H i g h l y D e s c r i b e . C a p t i o n = C � c m � c n � y s � � n h h �� n g � n h i � u s u � t h � t h � n g c � a b � n . B � n n � n c � i � t A d v a n c e d S y s t e m C a r e � s � a c h � n g n h � m m a n g l � i h i � u s u � t P C m �� t m � h �n . b t n H i g h l y I n s t a l l . C a p t i o n = C � i � t � T � i �u h � a b t n H i g h l y C l o s e . h i n t = o n g l b l C a n c e l . C a p t i o n = H � y b � [ D B _ F o r m A S C O f f e r D e t a i l ] l b l T i t l e . C a p t i o n = T h � n g t i n c h i t i � t b t n _ C l o s e . h i n t = o n g l b l R e p o r t . C a p t i o n = X e m b � o c � o [ D B _ F o r m I S U O f f e r ] l b l T i t l e . C a p t i o n = T h � n g t i n c h i t i � t b t n C l o s e . h i n t = o n g [ F r m O f f l i n e M a i n _ F r m O f f l i n e M a i n ] b t n C l o s e . H i n t = o n g b t n M i n i . H i n t = T h u n h o l b l S t a r t D e s . C a p t i o n = G i � p k h � c p h � c l � i m � n g d o t h i � u t r � n h i � u k h i � n m � n g v � c � p n h � t t r � n h i � u k h i � n n g o � i t u y � n � c � i � t l � i / n � n g c � p h � t h � n g . l b l S c a n . C a p t i o n = X u � t t h � n g t i n t h i � t b � l b l S c a n D e s . C a p t i o n = X u � t t h � n g t i n t h i � t b � c � a P C m � b � n m u � n c � i � t t r � n h i � u k h i � n b t n S t a r t E x p o r t . C a p t i o n = X u � t l b l D o w n l o a d . C a p t i o n = T � i x u � n g t r � n h i � u k h i � n l b l D o w n l o a d D e s . C a p t i o n = T � i l � n t � p t h � n g t i n t h i � t b � � x u � t � t � i x u � n g t r � n h i � u k h i � n ( t r � n P C c � t r u y c � p I n t e r n e t ) b t n S t a r t D o w n l o a d . C a p t i o n = T � i x u � n g l b l H e l p . C a p t i o n = L � m t h � n � o n � h o � t � n g ? N h � n v � o � y � b i � t t h � m c h i t i � t b t n R e s u l t C h e c k . C a p t i o n = M � t h � m � c � l �u b t n R e s u l t . C a p t i o n = O K l b l D S e l e c t . C a p t i o n = C h � n t � p t h � n g t i n t h i � t b � � x u � t : b t n B r o w s e . C a p t i o n = D u y � t . . . l b l D D e s . C a p t i o n = T h � n g t i n b � n d �� i �� c l � y t � t � p t h � n g t i n t h i � t b � � t r � n t h e o m � c � n h . N � u b � n m u � n c � i � t l � i h o � c n � n g c � p h � t h � n g , b � n c � t h � s � a � i t h � n g t i n t h e o n h u c � u c � a m � n h . l b l D O S V e r . C a p t i o n = P h i � n b � n c � a h � i � u h � n h : l b l D S y s T y p e . C a p t i o n = L o � i h � t h � n g : l b l D D r i v e r T y p e . C a p t i o n = L o � i t r � n h i � u k h i � n : l b l D S a v e . C a p t i o n = C h � n m � t v � t r � � l �u g � i t r � n h i � u k h i � n : b t n D S a v e . C a p t i o n = D u y � t . . . b t n D B a c k . C a p t i o n = Q u a y l � i b t n D D o w n l o a d . C a p t i o n = T � i x u � n g b t n S t o p . C a p t i o n = N g � n g l � i l b l S t o p D e s . C a p t i o n = V u i l � n g � i c h o � n k h i d � n g l � i . V i � c n � y c � t h � m � t m � t l � c . l b l I n s t a l H e a d . C a p t i o n = C � i � t t r � n h i � u k h i � n n g o � i t u y � n l b l I n s t a l l S u b H e a d . C a p t i o n = C h � n t r � n h i � u k h i � n b � n c � n v � n h � p v � o " C � i � t " � b � t � u c � i � t . l v D r i v e r I n f o . C o l u m n s [ 0 ] . C a p t i o n = T � n t h i � t b � l v D r i v e r I n f o . C o l u m n s [ 1 ] . C a p t i o n = P h i � n b � n l v D r i v e r I n f o . C o l u m n s [ 2 ] . C a p t i o n = N g � y b t n I n s t a l l . C a p t i o n = C � i � t b t n S c a n S t o p . C a p t i o n = N g � n g l � i b t n I c o n A n d T i t l e . C a p t i o n = T r � n h c � p n h � t t r � n h i � u k h i � n n g o � i t u y � n l b l W a r n . C a p t i o n = T � p h o � c �� n g d � n t � p k h � n g h � p l � ! V u i l � n g k i � m t r a l � i ! [ F r m O f f l i n e M a i n _ M ] O f f l i n e _ R e s u l t 1 _ M = � x u � t t h � n h c � n g O f f l i n e _ R e s u l t D e s 1 _ O f f l i n e _ M = V u i l � n g s a o c h � p t � p � x u � t " < a > % s < / a > " s a n g m � t P C k h � c c � t r u y c � p I n t e r n e t � t � i x u � n g t r � n h i � u k h i � n t ��n g � n g . O f f l i n e _ R e s u l t D e s 1 _ O n l i n e _ M = V u i l � n g n h � p � p v � o " < a > % s < / a > " v � c h � n t h � n g t i n l i � n q u a n � t � i x u � n g t r � n h i � u k h i � n c h o p h � h � p . O f f l i n e _ R e s u l t 2 _ M = � t � i x u � n g t h � n h c � n g O f f l i n e _ R e s u l t D e s 2 _ E q u a l _ M = B � y g i � b � n c � t h � n � n g c � p / c � i � t l � i h � t h � n g c � a m � n h , c � i � t D r i v e r B o o s t e r m � i n h � t , s a u � b � m � p v � o t � p g � i t r � n h i � u k h i � n � t � i x u � n g � c � i � t t r � n h i � u k h i � n . O f f l i n e _ R e s u l t D e s 2 _ D i f f e r _ M = V u i l � n g s a o c h � p t � p t � i x u � n g " < a > % s < / a > " v � o P C m � k h � n g c � n t r u y c � p I n t e r n e t � c � i � t t r � n h i � u k h i � n � � . O f f l i n e _ R e s u l t 3 _ M = X i n c h � c m � n g ! O f f l i n e _ R e s u l t D e s 3 _ M = T r � n h i � u k h i � n n g o � i t u y � n � �� c c � i � t t h � n h c � n g . V u i l � n g k h � i � n g l � i m � y t � n h c � a b � n � c � c t h a y � i c � h i � u l � c . O f f l i n e _ R e s u l t 4 _ M = O o p s ! O f f l i n e _ R e s u l t D e s 4 _ M = K h � n g c � i � t �� c t r � n h i � u k h i � n ! H � y l i � n h � v � i c h � n g t � i � �� c g i � p � . O f f l i n e _ S c a n _ M = a n g q u � t . . . O f f l i n e _ P a c k a g _ M = a n g � n g g � i . . . O f f l i n e _ D o w n L o a d i n g _ M = a n g t � i x u � n g O f f l i n e _ I n s t a l l i n g _ M = a n g c � i � t O f f l i n e _ B a c k _ M = a n g t � o i � m k h � i p h � c , v u i l � n g � i t r o n g v � i p h � t . O f f l i n e _ N o d r v _ M = K h � n g c � t � p t r � n h i � u k h i � n �� c t � m t h � y ! H � y l i � n h � v � i c h � n g t � i � �� c g i � p � . O f f l i n e _ S c a n F a i l e d _ M = Q u � t k h � n g t h � n h c � n g ! H � y l i � n h � v � i c h � n g t � i � �� c g i � p � . O f f l i n e _ D o w n l o a d F a i l e d _ M = K h � n g t � i x u � n g �� c t r � n h i � u k h i � n ! V u i l � n g k i � m t r a k � t n � i m � n g c � a b � n v � t h � l � i . O f f l i n e _ P a c k a g e F a i l e d _ M = K h � n g � n g g � i �� c ! H � y l i � n h � v � i c h � n g t � i � �� c g i � p � . O f f l i n e _ S t o p I n s t a l l _ M = a n g d � n g . . . O f f l i n e _ S a v e _ M = a n g l �u . . . O f f l i n e _ U n P a c k a g _ M = a n g m � . . . O f f l i n e _ D r i v e r T y p e 1 _ M = C h � t h i � t b � m � n g O f f l i n e _ D r i v e r T y p e 2 _ M = T � t c � c � c t h i � t b � O f f l i n e _ T i t l e _ M = T r � n h c � p n h � t t r � n h i � u k h i � n n g o � i t u y � n [ D B _ F o r m Z e r o P r o m o t e ] l b l T i t l e . c a p t i o n = P h � n t h �� n g c h o n g �� i d � n g t r u n g t h � n h ! l b l S u b T i t l e . c a p t i o n = C � �� c h i � u s u � t P C v � t r � c h �i t � t h �n v � i 3 0 n g � y d � n g t h � D r i v e r B o o s t e r P R O b t n T r i a l . c a p t i o n = B � t � u d � n g t h � m i � n p h � b t n C l o s e . h i n t = o n g [ D B _ F o r m P r o L i s t ] b t n C l o s e . H i n t = o n g h t m l b l T i t l e . C a p t i o n = N � n g c � p n g a y b � y g i � � c � p n h � t t h � m < a > % s t r � n h i � u k h i � n t h i � t b � v � t r � n h i � u k h i � n t r � c h �i < / a > � c � h i � u s u � t P C n h a n h h �n v � t � t h �n l b l S t a t u s . C a p t i o n = T � n h t r � n g h i � n t � i c � a b � n : l b l E n t e r C o d e . C a p t i o n = N h � p g i � y p h � p l b l I n f o C o v e r . C a p t i o n = � m b � o h o � n t i � n 1 0 0 % t r o n g 6 0 n g � y b t n U p g r a d e . C a p t i o n = N � n g c � p n g a y b � y g i � [ D B _ F o r m S a l e G a m e D r i v e r ] b t n C l o s e . H i n t = o n g h t m l b l T i t l e . C a p t i o n = K � c h h o � t n g a y � c � p n h � t t h � m < a > % s < / a > T r � n h i � u k h i � n t r � c h �i l b l M a i n I n f o . C a p t i o n = V � t � n h �� n g h i � u s u � t c h �i g a m e t � i a l b l 1 . C a p t i o n = K h � c p h � c s � c � t � c n g h � n h i � u s u � t � g i � p t r � c h �i c h � y n h a n h h �n . l b l 2 . C a p t i o n = C � i t h i � n � � n � n h v � h i � u s u � t c � a t r � c h �i . l b l 3 . C a p t i o n = H � t r � c � c t � n h n n g t r � c h �i m � i n g a y t � � u . b t n U p g r a d e . C a p t i o n = K � c h h o � t n g a y l b l I n f o C o v e r . C a p t i o n = � m b � o h o � n t i � n 1 0 0 % t r o n g 6 0 n g � y [ D B _ F o r m R e w a r d ] l b l T i t l e . C a p t i o n = C h i a s � � n h � n q u � l b l T i t l e M a i n . C a p t i o n = C h i a s � � n h � n q u � b t n C l o s e . H i n t = � n g b t n C l o s e M a i n . H i n t = � n g l b l W a i t . C a p t i o n = a n g t � i l b l D e s 1 . C a p t i o n = C h i a s � � n h � n < a > 6 t h � n g P R O m i � n p h � < / a > ! l b l D e s 2 . C a p t i o n = C h i a s � D r i v e r B o o s t e r v � i b � n b � v � g i a � n h . B � n s � n h � n �� c D r i v e r B o o s t e r P R O k h i h � t � i D r i v e r B o o s t e r t h � n h c � n g . l b l i d . C a p t i o n = C h i a s � v � i b t n C o p y . H i n t = S a o c h � p l i � n k � t � c h i a s � n g a y b t n f . H i n t = C h i a s � q u a F a c e b o o k b t n t . H i n t = C h i a s � q u a T w i t t e r b t n e . H i n t = C h i a s � q u a E m a i l l b l R e w a r d s . C a p t i o n = P h � n q u � c � a b � n l b l T i m e 1 . C a p t i o n = < a > 1 < / a > t h � n g P R O l b l T i m e 2 . C a p t i o n = < a > 3 < / a > t h � n g P R O l b l T i m e 3 . C a p t i o n = < a > 6 < / a > t h � n g P R O b t n G e t N o w . C a p t i o n = N h � n n g a y l b l R e f r e s h . C a p t i o n = L � m m � i l b l c o p y . C a p t i o n = S a o c h � p l i � n k � t [ D B _ F o r m S h a r e ] l b l T i t l e . C a p t i o n = C h i a s � q u a E m a i l b t n C l o s e . H i n t = � n g l b l f e m a i l . C a p t i o n = T � n e m a i l c � a b � n b � c � a b � n l b l N a m e . C a p t i o n = T � n b � n : l b l E m a i l . C a p t i o n = T � n e m a i l c � a b � n : b t n S h a r e . C a p t i o n = C h i a s � [ F r m H V I C F i x M a i n _ F r m H V I C F i x M a i n ] b t n I c o n A n d T i t l e . C a p t i o n = S � a t r � n h i � u k h i � n k h � n g t ��n g t h � c h b t n _ C l o s e . H i n t = � n g T a b _ F i x . C a p t i o n = S � a T a b _ R e s t o r e . C a p t i o n = K h � i p h � c b t n _ F i x . C a p t i o n = K h � i p h � c b t n _ R e s t o r e . C a p t i o n = K h � i p h � c b t n _ R e s c a n . H i n t = Q u � t l � i l b l L e a r n M o r e . C a p t i o n = T � m h i � u t h � m v � t r � n h i � u k h i � n k h � n g t ��n g t h � c h l b l L o a d i n g . C a p t i o n = a n g t � i . . . l b l H o o a r y . C a p t i o n = H o a n h � ! K h � n g t � m t h � y t r � n h i � u k h i � n k h � n g t ��n g t h � c h ! l b l O p e n . C a p t i o n = M � T h � m � c S a o l �u l b l S e t t i n g . C a p t i o n = C � i � t l v _ S c a n V i e w . C o l u m n s [ 0 ] . C a p t i o n = T r � n h i � u k h i � n ( % d / % s ) l v _ S c a n V i e w . C o l u m n s [ 1 ] . C a p t i o n = M � t � l v _ S c a n V i e w . C o l u m n s [ 2 ] . C a p t i o n = N h � c u n g c � p l v _ S c a n V i e w . C o l u m n s [ 3 ] . C a p t i o n = P h i � n b � n l v _ S c a n V i e w . C o l u m n s [ 4 ] . C a p t i o n = T h � m l v _ S c a n V i e w . C o l u m n s [ 5 ] . C a p t i o n = H o � t � n g l v _ R e s t o r e . C o l u m n s [ 0 ] . C a p t i o n = T r � n h i � u k h i � n ( % d / % s ) l v _ R e s t o r e . C o l u m n s [ 1 ] . C a p t i o n = M � t � l v _ R e s t o r e . C o l u m n s [ 2 ] . C a p t i o n = N h � c u n g c � p l v _ R e s t o r e . C o l u m n s [ 3 ] . C a p t i o n = P h i � n b � n [ F r m H V I C F i x M a i n _ M ] M _ N o R e m i n d = � n g n h � c t � i m � t l � n n � a M _ S u r e D e l e t e = T h a o t � c n � y s � x � a c � c t � p t r � n h i � u k h i � n t ��n g � n g , i � u n � y c � t h � � n h h �� n g � n c h � c n n g c � a t h i � t b � h o � c p h � n m � m p h � t h u � c v � o c � c t r � n h i � u k h i � n n � y . B � n c � c h � c c h � n m u � n t i � p t � c k h � n g ? M _ D e l e t e N o t e = L �u � : C � c t r � n h i � u k h i � n n � y s � �� c s a o l �u t r �� c k h i t h a o t � c v � b � n c � t h � k h � i p h � c c h � n g b � t c � l � c n � o . M _ I n i t i a t i n g = a n g b � t � u . . . M _ B a c k u p = a n g s a o l �u : ( % s 1 / % s 2 ) % s 3 M _ D e l e t e = X � a : ( % s 1 / % s 2 ) % s 3 M _ N o B a c k u p = B � n c h �a s a o l �u b � t k � t r � n h i � u k h i � n n � o ! M _ S u r e R e s t o r e = B � n c � c h � c c h � n m u � n k h � i p h � c c � c t r � n h i � u k h i � n k h � n g t ��n g t h � c h n � y k h � n g ? M _ R e s t o r e N o t e = L �u � : C � c t r � n h i � u k h i � n k h � n g t ��n g t h � c h c � t h � g � y r a s � c � k h � n g t ��n g t h � c h h � t h � n g . M _ R e s t o r e = a n g k h � i p h � c : ( % s 1 / % s 2 ) % s 3 M _ C o m p l e t e d = � h o � n t � t . M _ C o m p l e t e d F a i l = � h o � n t h � n h ( % d l � i ! ) M _ D e t a i l s = C h i t i � t M _ D r i v e r = T r � n h i � u k h i � n : % s M _ D e s c r i p t i o n = M � t � : % s M _ P r o v i d e r = N h � c u n g c � p : % s M _ P u b l i s h e d I n f = T h � n g t i n � x u � t b � n : % s M _ O r i g i n a l I n f = T h � n g t i n g � c : % s M _ D r i v e r V e r s i o n = P h i � n b � n t r � n h i � u k h i � n : % s M _ D e v i c e N a m e = T � n t h i � t b � : % s M _ F i l e P a t h = �� n g d � n t � p : % s M _ I g n o r e = B � q u a M _ U n i g n o r e = B � q u a [ F r m H V C I F i x P o p u p _ F r m H V C I F i x P o p u p ] l b l R e s u l t . C a p t i o n = < a > % d < / a > � t � m t h � y t r � n h i � u k h i � n k h � n g t ��n g t h � c h ! b t n F i x . C a p t i o n = S � a b t n N o R e m i n d . C a p t i o n = � n g n h � c t � i n � a b t n C l o s e . H i n t = � n g b t n S e t t i n g . H i n t = C � i � t