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FTl6AOAAAA8A2q1WqllJ6enoQP+0Wj8fG+fR0dHZ2dnd+tLf8/vU6Q8Jcbg08AAAAASUVORK5CYII=)
Setup
Manuale di riferimento
250
Connessioni a margherita
HA (preamplificatore) remoto a 256 canali (dimensione massima)
Connessioni ridondanti
Due console della serie CL condividono un HA remoto a 256 canali (dimensione massima)
9 hop = 1,0 ms 4 hop = 0,5 ms