![](data:image/png;base64,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)
14 It
COLLEGAMENTI
Dopo che tutti i collegamenti sono stati completati,
scollegare il cavo di alimentazione in dotazione a MAINS
di quest’unità e collegare il cavo di alimentazione ad una
presa di corrente alternata.
Collegamento del cavo di
alimentazione
MAINS
Ad una
presa di c.a.