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Verfügbare Sprachen
TABLE 2 - EDS / EDSI keypads only
This table is divided into two sections. Each indicates the connections between: a) the number of keypads connected to the MORX decoder;
b) the programming mode; c) the maximum number of combinations you can obtain; d) the addressing of each keypad.
Programming
addresses all equal (
EASY
number of combinations
addresses all different (
number of combinations
Programming
addresses all equal (
PROFESSIONAL
number of combinations (
addresses all different (
number of combinations (
NOTE - VERY IMPORTANT!
1) – If you select this type of addressing, a combination can be programmed on any keypad connected to the MORX. When the system is being used, the combination
(
can then be entered on any of the keypads connected to the MORX.
(2) – Caution! – Each keypad must have a different address from the other keypads. • If you select this type of addressing, each combination must be programmed on a
specific keypad connected to the MORX. When the system is being used, any given combination can only be used on the same keypad with which it was programmed.
(3) – The maximum number of combinations is also determined by the type of BM memory card and whether a second card is present (see Chapter 2).
3 – English
First keypad
jumper position:
address
– 1 –
1
)
up to 2 (▲ and ▼)
First keypad
jumper position:
address
)
– 1 –
2
no more than 1 (▲ / ▼)
First keypad
jumper position:
address
– 1 –
1
)
)
up to 255
3
First keypad
jumper position:
address
)
– 1 –
2
3
)
Second keypad
1
1
address
2
2
3
– 1 –
3
4
4
up to 2 (▲ and ▼)
Second keypad
1
1
address
2
2
3
– 2 –
3
4
4
no more than 1 (▲ / ▼)
Second keypad
1
1
address
2
2
3
– 1 –
3
4
4
up to 255
Second keypad
1
1
address
2
2
3
– 2 –
3
4
4
up to 255 (distributed among all keypads in the system)
Third keypad
Fourth keypad
1
address
address
2
– 1 –
3
– 1 –
4
up to 2 (▲ and ▼)
up to 2 (▲ and ▼)
–––
–––
–––
Third keypad
Fourth keypad
1
address
address
2
– 1 –
3
– 1 –
4
up to 255
Third keypad
Fourth keypad
1
address
address
2
– 3 –
3
– 4 –
4
1
2
3
4
–––
–––
–––
1
2
3
4
up to 255
1
2
3
4
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