![](data:image/png;base64,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)
Configuration
Manuel de référence
196
Connexions en guirlande
HA à distance 256 canaux (taille maximale)
Connexions redondantes
Deux consoles partagent un HA à distance 256 canaux (taille maximale)
9
8
7
6
5
4
3
2
2
3
4
11
QLQL
QLQL
9 sections = 1,0 ms 4 sections = 0,5 ms