inout RePlay 01, Руководство пользователя

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Replay User Manual v.
1.2
Page 26
MIRS (Restart input mode)
MIRS
0=repeated activations and deactivations of the same input code do not affect
the reproduction of the relevant file. Only the activation of a different code
can block the current reproduction and activate the reproduction of the new
file requested.
1=at the time an input code is activated, reproduction of the relevant file from
the beginning is enabled, even if it is already in play.
7.3 Binary input command codes
Activating the inputs in binary combination, one can launch the reproduction of a maximum
of 63 messages, naming the audio files as shown on the following table.
INPUT FILE INPUTS BINARY COMBINATION
1 2 3 4 5 6
(.mp3)
O O O O O O
= stand by
1 O O O O O
= 1 individual activation input IN 1
O 1 O O O O
=
2 individual activation input IN 2
1 1 O O O O
=
3 binary combination inputs IN 1 + IN 2
O O 1 O O O
= 4 individual activation input IN 3
1 O 1 O O O
=
5 binary combination inputs IN 1 + IN 3
O 1 1 O O O
=
6
binary combination inputs IN 2 + IN 3
1 1 1 O O O
=
7
binary combination inputs IN 1 + IN 2 + IN 3
O O O 1 O O
= 8 individual activation input IN 4
1 O O 1 O O
= 9 binary combination inputs IN 1 + IN 4
O 1 O 1 O O
= 10 binary combination inputs IN 2 + IN 4
1 1 O 1 O O
= 11 binary combination inputs IN 1 + IN 2 + IN 4
O O 1 1 O O
= 12 binary combination inputs IN 3 + IN 4
1 O 1 1 O O
=
13 binary combination inputs IN 1 + IN 3 + IN 4
O 1 1 1 O O
=
14
binary combination inputs IN 2 + IN 3 + IN 4
1 1 1 1 O O
=
15
binary combination inputs IN 1 + IN 2 + IN 3 + IN 4
O O O O 1 O
=
16
individual activation input IN 5
1 O O O 1 O
=
17 binary combination inputs IN 1 + IN 5
O 1 O O 1 O
=
18
binary combination inputs IN 2 + IN 5
1 1 O O 1 O
= 19 binary combination inputs IN 1 + IN 2 + IN 5
O O 1 O 1 O
=
20
binary combination inputs IN 3 + IN 5
1 O 1 O 1 O
=
21
binary combination inputs IN 1 + IN 3 + IN 5
O 1 1 O 1 O
=
22 binary combination inputs IN 2 + IN 3 + IN 5
1 1 1 O 1 O
=
23
binary combination inputs IN 1 + IN 2 + IN 3 + IN 5
O O O 1 1 O
=
24
binary combination inputs IN 4+ IN 5
1 O O 1 1 O
=
25 binary combination inputs IN 1 + IN 4 + IN 5
O 1 O 1 1 O
=
26
binary combination inputs IN 2 + IN 4 + IN 5
1 1 O 1 1 O
= 27 binary combination inputs IN 1 + IN 2 + IN 4 + IN 5
O O 1 1 1 O
=
28
binary combination inputs IN 3 + IN 4 + IN 5
1 O 1 1 1 O
=
29
binary combination inputs IN 1 + IN 3 + IN 4 + IN 5
O 1 1 1 1 O
=
30 binary combination inputs IN 2 + IN 3 + IN 4 + IN 5
1 1 1 1 1 O
=
31
binary combination inputs IN 1 + IN 2 + IN 3 + IN 4 + IN 5
O O O O O 1
=
32
individual activation input IN 6