Keyboard operation

The following operations are described under an on-off-hook or on-hook condition with the hand-free active

condition.

HT9320

16

July 21, 1999

- P u l s e m ode

(a ) w i t h o u t * / T

D i al i ng out put : D 1 D 2 . . . D n

RM : D1 D2 . . . Dn

S A M : U n c h ang ed

(b ) w i t h * / T

R M : D 1 D 2 ... D n * /T D n + 1 ... D m

S A M : U nc hanged

To n e

Pu l s e

K e yb o a r d i n p u t: D 1

D 2 ... D n

* / T

D n + 1 ...

· N o r m a l d i a lin g

Dm

(a ) w i t h o u t * / T

D i al i ng out put : D 1 D 2 . . . D n

RM : D1 D2 . . . Dn

S A M : U n c h ang ed

(b ) w i t h * / T

D i a l i n g o u tp u t: D 1 D 2 .. . D n * D n + 1 ... D m

R M : D 1 D 2 ... D n * D n + 1 ... D m

S A M : U nc hanged

- T one m ode

K e yboar d i n p u t : D 1

D 2 . .. D n

( a ) w i th o u t * /T , P ® T

D i al i ng out put : D 1 D 2 . . . D n

R M : U n c hanged

S A M : U n c h ang ed

R M c o n t e n t : D 1 D 2 . .. D n

(b ) w i t h * / T

R M : U n c hanged

S A M : U n c h ang ed

R M c o n te n t : D 1 D 2 .. . D n * /T D n + 1 .. . D m

D i al i ng out put : D 1 D 2 . . . D n

R M : U n c hanged

S A M : U n c h ang ed

R M c o n t e n t : D 1 D 2 . .. D n

(b ) w i t h * / T

D i a l i n g o u tp u t: D 1 D 2 .. . D n * D n + 1 ... D m

R M : U n c hanged

S A M : U n c h ang ed

R M c o n te n t : D 1 D 2 .. . D n * /T D n + 1 .. . D m

- P u l s e m ode

- T one m ode

K e yboar d i n put : R

( a ) w i th o u t * /T , P ® T

K e yboar d i n put : R

Pu l s e

To n e

· R edi al

N o te : T h e m a x i m u m c a p a c i ty o f t h e R M m e m o r y i s 3 2 d i g i t s . W h e n m o r e th a n 3 2 d i g i ts a r e e n t e r e d , th e s i g n a l i s

t r an s m i t t ed bu t t h e r edi a l f unc t i o n i s i n h i bi t e d.

K e yb o a r d i n p u t: D 1

D 2 ... D n

* / T

D n + 1 ...

Dm

K e yboar d i n p u t : D 1

D 2 . .. D n

K e yboar d i n put : [ R

or R / P ]

K e yboar d i n put : [ R

or R / P ]

N o te : If th e d i a l i n g n u m b e r e x c eeds 32 di gi t s , r e d i al i ng i s i nhi bi t ed and P O = V D D