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# , s t r i n g s M S F T m s f t M i c r o s o f t M f g @ m f g \ M i c r o c o m , I n c . M o d e m 1 2 P N P | m o d e m 1 2 p n p M i c r o c o m T r a v e l P o r t e F A S T V . 3 4 P l u g & P l a y M o d e m 5 P N P m o d e m 5 p n p M i c r o c o m D e s k P o r t e V . 3 4 F A S T o r F A S T + P l u g & P l a y M o d e m 3 P m o d e m 3 p | M i c r o c o m T r a v e l P o r t e F A S T P a r a l l e l M o d e m 2 P
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t d k T D K 1 P t d k 1 p T D K D F 2 8 1 4 V . F C T D K 1 D t d k 1 T D K D F 2 8 1 4 V . F C S e r i a l T D K 2 P t d k 2 p T D K D F 2 8 1 4 V . 3 4 T D K 2 t d k 2 T D K D F 2 8 1 4 V . 3 4 S e r i a l v e r s i o n S i g n a t u r e D s i g n a t u r e K $ W I N D O W S N T $ 1 C l a s s c l a s s M o d e m C l a s s G U I D c l a s s g u i d { 4 D 3 6 E 9 6 D - E 3 2 5 - 1 1 C E - B F C 1 - 0 8 0 0 2 B E 1 0 3 1 8 } P r o v i d e r H
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d r i v e r v e r 5 0 6 / 2 1 / 2 0 0 6 6 . 1 . 7 6 0 0 . 1 6 3 8 5 , m a n u f a c t u r e r % % M f g % X m i c r o c o m , i n c . % m f g % M o d e l s N T a m d 6 4 % T D K % % t d k % c o n t r o l f l a g s E x c l u d e F r o m S e l e c t e x c l u d e f r o m s e l e c t * m o d e l s . n t a m d 6 4 % M o d e m 1 2 P N P % m i c r o c o m t r a v e l p o r t e f a s t v . 3 4 p l u g & p l a y D % m o d e m 1 2 p n p % M o d e m 3 S E R E N U M \ M N P 0 2 8 1 % M o d e m 6 P N P % % m o d e m 6 p n p % M o d e m 6 S E R E N U M \ M N P 0 3 3 9 A % M o d e m 5 P N P % @ m i c r o c o m d e s k p o r t e v . 3 4 f a s t o r f a s t + p l u g & p l a y % m o d e m 5 p n p % M o d e m 5 S E R E N U M \ M N P 0 3 3 6 / % M o d e m 3 P % m i c r o c o m t r a v e l p o r t e f a s t p a r a l l e l ` % m o d e m 3 p % M D M M C O M _ M o d e m 3 P t d k . n t a m d 6 4 % T D K 1 P % t d k d f 2 8 1 4 v . f c % t d k 1 p % P C M C I A \ T D K - D F 2 8 1 4 _ D A T A / F A X _ M O D E M - A C 8 0 ) % T D K 1 % d t d k d f 2 8 1 4 v . f c s e r i a l % t d k 1 % M I C R O C O M _ T D K 1 % T D K 2 P % t d k d f 2 8 1 4 v . 3 4 4 % t d k 2 p % P C M C I A \ T D K - D F 2 8 1 4 _ D A T A / F A X _ M O D E M - A D 7 1 P C M C I A \ T D K - D F 2 8 1 4 _ D A T A / F A X _ M O D E M - 9 C 1 9 m o d e m 2 p . n t 1 A d d R e g < a d d r e g 2 A l l M i c r o c o m T r a v e l C a r d . A d d R e g \ M o d e m 2 P . A d d R e g 3 0 3 / 0 9 / 2 0 0 0 m o d e m 1 1 p M o d e m 1 1 P . A d d R e g 8$ m o d e m 1 1 p . n t ] M o d e m 3 P . A d d R e g m o d e m 5 p M o d e m 5 P . A d d R e g m o d e m 1 E S M o d e m 1 . A d d R e g m o d e m 1 0 p M o d e m 1 0 P . A d d R e g M o d e m 2 . A d d R e g m o d e m 3 M o d e m 3 . A d d R e g ( m o d e m 5 M o d e m 5 . A d d R e g P m o d e m 6 M o d e m 6 . A d d R e g m o d e m 1 0 M o d e m 1 0 . A d d R e g m o d e m 1 1 M o d e m 1 1 . A d d R e g # m o d e m 6 p M o d e m 6 P . A d d R e g m o d e m 1 7 E S _ 2 h M o d e m 1 7 . A d d R e g 6 m o d e m 2 p . a d d r e g E H K R D e v i c e T y p e 1 & 0 3 P o r t D r i v e r p p m . v x d
C o n t e n t i o n * v c d P r o p e r t i e s h@ c 0 (* 0 1 0 0 ) f f , 5 a & 0 7 0 f * 7 f S c 2 8 0 7 0 R e s p o n s e s pB < l f > C o n f i g D e l a y b 8 % 0 b m o d e m 1 1 p . a d d r e g P o w e r D e l a y 0 0 x 1 0 0 0 1 B 1 5 0 0 H m o d e m 3 p . a d d r e g * 0 5 O v e r r i d e m o d e m 5 p . a d d r e g m o d e m 1 . a d d r e g m o d e m 1 0 p . a d d r e g m o d e m 2 . a d d r e g s e r i a l . v x d T m o d e m 3 . a d d r e g m o d e m 5 . a d d r e g m o d e m 6 . a d d r e g m o d e m 1 0 . a d d r e g ( m o d e m 1 1 . a d d r e g ` m o d e m 6 p . a d d r e g m o d e m 1 7 . a d d r e g b 0 2 d a l l F r i e n d l y D r i v e r u n i m o d e m . v x d D e v L o a d e r G * v c o m m P o r t S u b C l a s s C o n f i g D i a l o g m o d e m u i . d l l E n u m P r o p P a g e s m o d e m u i . d l l , E n u m P r o p P a g e s + I n i t A T < c r > < c r > < l f > O K < c r > < l f > $. < c r > < l f > E R R O R < c r > < l f > p m i c r o c o m I n a c t i v i t y S c a l e & 3 c 2 A T & F < c r > \ 3 : A T E 0 % U 2 V 0 S 0 = 0 < c r > A T E 0 % % U 2 V 0 S 0 = 0 < c r > T S e t t i n g s P r e f i x A T T e r m i n a t o r G < c r > M o n i t o r A T S 0 = 0 < c r > D0 N o n e H a n g u p 0 A T H < c r > # A n s w e r D1 A T A < c r > R e s e t A T Z < c r > D i a l P r e f i x D D i a l S u f f i x ; S p e a k e r V o l u m e _ L o w L 1 S p e a k e r V o l u m e _ M e d L 2 S p e a k e r V o l u m e _ H i g h L 3 S p e a k e r M o d e _ O f f M 0 S p e a k e r M o d e _ D i a l ,$ M 1 S p e a k e r M o d e _ O n d$ M 2 S p e a k e r M o d e _ S e t u p M 3 F l o w C o n t r o l _ O f f \ Q 0 F l o w C o n t r o l _ H a r d \ Q 3 F l o w C o n t r o l _ S o f t \ Q 1 $ E r r o r C o n t r o l _ O n H! \ N 3 E r r o r C o n t r o l _ O f f \ N 0 E r r o r C o n t r o l _ F o r c e d |! \ N 6 E r r o r C o n t r o l _ C e l l u l a r L* \ N 2 ) M 1 : E 0 @ M 1 8 * H 1 E r r o r C o n t r o l _ C e l l u l a r _ F o r c e d \ N 6 ) M 1 : E 0 @ M 1 8 * H 1 C o m p r e s s i o n _ O n L % C 3 % % C 3 I C o m p r e s s i o n _ O f f % C 0 ! % % C 0 M o d u l a t i o n _ C C I T T B 0 M o d u l a t i o n _ B e l l B 1 S p e e d N e g o t i a t i o n _ O f f N 0 S p e e d N e g o t i a t i o n _ O n N 1 P u l s e P T o n e T T B l i n d _ O f f X 4 X B l i n d _ O n X 3 C a l l S e t u p F a i l T i m e r S 7 = < # > I n a c t i v i t y T i m e o u t \ T < # > K 0 < c r > Z 1 < c r > `2 2 c J 2 < c r > 8+ 0 8 lJ 3 < c r > * 0 4 I 4 < c r > LP 5 < c r > # b 0 $P 6 < c r > K 7 < c r > ) 0 6 8 < c r > 9 < c r > T) 5 8 TC 1 0 < c r > 6 0 ( 0 9 ' 1 1 < c r > d* 1 2 ' 1 2 < c r > $ 2 5 (' 1 3 < c r > 4 0 3 8 <' 1 4 < c r > K 4 b 2 0 < c r > ' 2 1 < c r > ' 2 2 < c r > ' 2 3 < c r > ' 2 4 < c r > 1 2 0 dB 1 c ' 2 5 < c r > PF e 0 \F 2 e 3 0 < c r > H( 3 1 < c r > \( 3 2 < c r > - 3 3 < c r > (- 3 4 < c r > p( 3 5 < c r > ( 3 6 < c r > , 3 7 < c r > S 4 0 < c r > - 4 1 < c r > <- 4 4 < c r > P- 4 5 < c r > 6 0 < c r > `J a 0 + 4 1 DE 6 1 < c r > - 6 2 < c r > 5 4 . 6 3 < c r > : 6 4 < c r > M 5 d `: 6 5 < c r > 6 6 < c r > 6 7 - 6 7 < c r > - 6 8 < c r > 6 9 < c r > t r a v e l c a r d . a d d r e g x7 0 0 0 0 * 2 4 ( 0 c F 8 F F A A F C ,+ 1 4 1 0 P 1 9 t 7 C 8 9 ( 3 2 1 3 0 0 0 0 1 & 3 1 * 0 0 0 2 E 8 E F > 0 0 0 3 \& 3 3 0 0 0 4 \ 0 0 0 5 0 0 0 6 0 0 0 7
0 0 0 8 T 5 0 X* 2 3 3 5 e s A T & F < c r > W A T & C 1 & D 2 E 0 V 0 W 1 S 9 5 = 4 7 < c r > p* & K 0 * & K 3 * & K 4 $ S 4 6 = 1 3 8 S 4 6 = 1 3 6 \ N 2 $ \ N 5 ) M 1 : E 0 @ M 1 8 * H 1 S 3 0 = < # > P' 1 5 < c r > |' 1 6 < c r > ( 1 7 < c r > 9 6 ( 1 8 < c r > dR e 1 4( 1 9 < c r > d- 4 6 < c r > x- 4 7 < c r > - 4 8 < c r > - 4 9 < c r > p; 5 0 < c r > ( 5 1 < c r > ( 5 2 < c r > ( 5 3 < c r > ( 5 4 < c r > ) 5 5 < c r > ,) 5 6 < c r > @) 5 7 < c r > `) 5 8 < c r > t) 5 9 < c r > 7 6 < c r > 7 7 < c r > 8 0 < c r > 8 1 < c r > ( 0 a e s _ 2 A T E 0 V 1 & D 2 & C 1 W 1 S 9 5 = 4 7 S 0 = 0 < c r > L 0 @J \ N 5 ) M 1 - K 1 - Q 1 : E 0 @ M 1 8 * H 1 G \ N 2 ) M 1 - K 1 - Q 1 : E 0 @ M 1 8 * H 1 R 3 < c r > < l f > R I N G < c r > < l f > < c r > < l f > N O C A R R I E R < c r > < l f > < c r > < l f > N O D I A L T O N E < c r > < l f > < c r > < l f > B U S Y < c r > < l f > < c r > < l f > N O A N S W E R < c r > < l f > p$ < c r > < l f > C O N N E C T < c r > < l f > O K , R I N G N O C A R R I E R H E R R O R N O D I A L T O N E N O D I A L T O N E B U S Y N O A N S W E R F A X D A T A V O I C E R I N G I N G D E L A Y E D % 1 d B L A C K L I S T E D D + F C E R R O R C O N N E C T C O N N E C T / A R Q C O N N E C T / R E L C O N N E C T / M N P C O N N E C T / L A P - M C O N N E C T / V 4 2 B I S b C O N N E C T / V 4 2 b C O N N E C T 3 0 0 2 C C O N N E C T 3 0 0 / A R Q C O N N E C T 3 0 0 / R E L C O N N E C T 3 0 0 / R E L - M N P C O N N E C T 3 0 0 / R E L - M N P 5 C O N N E C T 3 0 0 / R E L - L A P M C O N N E C T 3 0 0 / R E L - L A P M V . 4 2 B I S \ C O N N E C T 3 0 0 / M N P |\ C O N N E C T 3 0 0 / L A P - M C O N N E C T 3 0 0 / V 4 2 B I S C O N N E C T 3 0 0 / V 4 2 b C O N N E C T 6 0 0 C O N N E C T 6 0 0 / A R Q C O N N E C T 6 0 0 / R E L = C O N N E C T 6 0 0 / R E L - M N P C O N N E C T 6 0 0 / R E L - M N P 5 C O N N E C T 6 0 0 / R E L - L A P M C O N N E C T 6 0 0 / R E L - L A P M V . 4 2 B I S C O N N E C T 6 0 0 / M N P C O N N E C T 6 0 0 / L A P - M C O N N E C T 6 0 0 / V 4 2 B I S
C O N N E C T 6 0 0 / V 4 2 b X> C O N N E C T 0 6 0 0 x> C O N N E C T 0 6 0 0 / A R Q > C O N N E C T 0 6 0 0 / R E L ? C O N N E C T 0 6 0 0 / M N P ? C O N N E C T 0 6 0 0 / L A P - M ? C O N N E C T 0 6 0 0 / V 4 2 B I S @ C O N N E C T 0 6 0 0 / V 4 2 b C O N N E C T 1 2 0 0 D C O N N E C T 1 2 0 0 / A R Q F C O N N E C T 1 2 0 0 / R E L T! C O N N E C T 1 2 0 0 / R E L - M N P 2 C O N N E C T 1 2 0 0 / R E L - M N P 5 C O N N E C T 1 2 0 0 / R E L - L A P M C O N N E C T 1 2 0 0 / R E L - L A P M V . 4 2 B I S C O N N E C T 1 2 0 0 / M N P H@ C O N N E C T 1 2 0 0 / L A P - M C O N N E C T 1 2 0 0 / V 4 2 B I S C O N N E C T 1 2 0 0 / V 4 2 b ; C O N N E C T 1 2 0 0 / 7 5 ; C O N N E C T 1 2 0 0 / 7 5 / A R Q LI C O N N E C T 1 2 0 0 / 7 5 / R E L $< C O N N E C T 1 2 0 0 / 7 5 / M N P P< C O N N E C T 1 2 0 0 / 7 5 / L A P - M < C O N N E C T 1 2 0 0 / 7 5 / V 4 2 B I S < C O N N E C T 1 2 0 0 / 7 5 / V 4 2 b < C O N N E C T 1 2 0 0 T X / 7 5 R X = C O N N E C T 1 2 0 0 T X / 7 5 R X / A R Q D= C O N N E C T 1 2 0 0 T X / 7 5 R X / R E L x= C O N N E C T 1 2 0 0 T X / 7 5 R X / M N P = C O N N E C T 1 2 0 0 T X / 7 5 R X / L A P - M 4 C O N N E C T 1 2 0 0 T X / 7 5 R X / V 4 2 B I S > C O N N E C T 1 2 0 0 T X / 7 5 R X / V 4 2 b C O N N E C T 7 5 / 1 2 0 0 C O N N E C T 7 5 / 1 2 0 0 / A R Q C O N N E C T 7 5 / 1 2 0 0 / R E L T0 C O N N E C T 7 5 / 1 2 0 0 / M N P C O N N E C T 7 5 / 1 2 0 0 / L A P - M l C O N N E C T 7 5 / 1 2 0 0 / V 4 2 B I S C O N N E C T 7 5 / 1 2 0 0 / V 4 2 b d C O N N E C T 7 5 T X / 1 2 0 0 R X C O N N E C T 7 5 T X / 1 2 0 0 R X / A R Q ( C O N N E C T 7 5 T X / 1 2 0 0 R X / R E L C O N N E C T 7 5 T X / 1 2 0 0 R X / M N P C O N N E C T 7 5 T X / 1 2 0 0 R X / L A P - M C O N N E C T 7 5 T X / 1 2 0 0 R X / V 4 2 B I S C O N N E C T 7 5 T X / 1 2 0 0 R X / V 4 2 b C O N N E C T 2 4 0 0 B C O N N E C T 2 4 0 0 / A R Q C O N N E C T 2 4 0 0 / R E L C O N N E C T 2 4 0 0 / R E L - M N P `4 C O N N E C T 2 4 0 0 / R E L - M N P 5 C O N N E C T 2 4 0 0 / R E L - L A P M C O N N E C T 2 4 0 0 / R E L - L A P M V . 4 2 B I S C O N N E C T 2 4 0 0 / M N P @D C O N N E C T 2 4 0 0 / L A P - M C O N N E C T 2 4 0 0 / V 4 2 B I S
C O N N E C T 2 4 0 0 / V 4 2 b ( C O N N E C T 4 8 0 0 4; C 0 C O N N E C T 4 8 0 0 / A R Q C O N N E C T 4 8 0 0 / R E L * C O N N E C T 4 8 0 0 / R E L - M N P C O N N E C T 4 8 0 0 / R E L - M N P 5 C O N N E C T 4 8 0 0 / R E L - L A P M C O N N E C T 4 8 0 0 / R E L - L A P M V . 4 2 B I S C O N N E C T 4 8 0 0 / M N P C O N N E C T 4 8 0 0 / L A P - M C O N N E C T 4 8 0 0 / V 4 2 B I S C O N N E C T 4 8 0 0 / V 4 2 b C O N N E C T 7 2 0 0 1 C F C O N N E C T 7 2 0 0 / A R Q C O N N E C T 7 2 0 0 / R E L ) C O N N E C T 7 2 0 0 / R E L - M N P C O N N E C T 7 2 0 0 / R E L - M N P 5 C O N N E C T 7 2 0 0 / R E L - L A P M C O N N E C T 7 2 0 0 / R E L - L A P M V . 4 2 B I S C O N N E C T 7 2 0 0 / M N P C O N N E C T 7 2 0 0 / L A P - M C O N N E C T 7 2 0 0 / V 4 2 B I S C O N N E C T 7 2 0 0 / V 4 2 b
C O N N E C T 9 6 0 0 8 C O N N E C T 9 6 0 0 / A R Q (] C O N N E C T 9 6 0 0 / R E L C O N N E C T 9 6 0 0 / R E L - M N P C O N N E C T 9 6 0 0 / R E L - M N P 5 T C O N N E C T 9 6 0 0 / R E L - L A P M + C O N N E C T 9 6 0 0 / R E L - L A P M V . 4 2 B I S C O N N E C T 9 6 0 0 / M N P 0 C O N N E C T 9 6 0 0 / L A P - M C O N N E C T 9 6 0 0 / V 4 2 B I S C O N N E C T 9 6 0 0 / V 4 2 b C O N N E C T 1 2 0 0 0 E 0 2 E J C O N N E C T 1 2 0 0 0 / A R Q C O N N E C T 1 2 0 0 0 / R E L C O N N E C T 1 2 0 0 0 / R E L - M N P C O N N E C T 1 2 0 0 0 / R E L - M N P 5 t@ C O N N E C T 1 2 0 0 0 / R E L - L A P M \b C O N N E C T 1 2 0 0 0 / R E L - L A P M V . 4 2 B I S 5 C O N N E C T 1 2 0 0 0 / M N P lK C O N N E C T 1 2 0 0 0 / L A P - M C O N N E C T 1 2 0 0 0 / V 4 2 B I S C O N N E C T 1 2 0 0 0 / V 4 2 b L C O N N E C T 1 4 4 0 0 @K C O N N E C T 1 4 4 0 0 / A R Q L C O N N E C T 1 4 4 0 0 / R E L 1 C O N N E C T 1 4 4 0 0 / R E L - M N P B C O N N E C T 1 4 4 0 0 / R E L - M N P 5 C O N N E C T 1 4 4 0 0 / R E L - L A P M ; C O N N E C T 1 4 4 0 0 / R E L - L A P M V . 4 2 B I S M C O N N E C T 1 4 4 0 0 / M N P 0M C O N N E C T 1 4 4 0 0 / L A P - M \M C O N N E C T 1 4 4 0 0 / V 4 2 B I S M C O N N E C T 1 4 4 0 0 / V 4 2 b \N C O N N E C T 1 6 8 0 0 t A 0 DQ C O N N E C T 1 6 8 0 0 / A R Q lQ C O N N E C T 1 6 8 0 0 / R E L Q C O N N E C T 1 6 8 0 0 / M N P Q C O N N E C T 1 6 8 0 0 / L A P - M Q C O N N E C T 1 6 8 0 0 / V 4 2 B I S L C O N N E C T 1 6 8 0 0 / V 4 2 b N C O N N E C T 1 9 2 0 0 4 B O C O N N E C T 1 9 2 0 0 / A R Q ,O C O N N E C T 1 9 2 0 0 / R E L TO C O N N E C T 1 9 2 0 0 / M N P |O C O N N E C T 1 9 2 0 0 / L A P - M O C O N N E C T 1 9 2 0 0 / V 4 2 B I S M C O N N E C T 1 9 2 0 0 / V 4 2 b " C O N N E C T 2 1 6 0 0 R C O N N E C T 2 1 6 0 0 / A R Q D
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