![](data:image/png;base64,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)
14 Es
CONEXIONES
Después de finalizar todas las demás conexiones, enchufe
el cable de alimentación suministrado en MAINS de esta
unidad y luego enchufe el cable de alimentación en una
toma de CA.
Conexión del cable de
alimentación
MAINS
A una toma
de CA