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)
Capacità di caricamento della carta
03L6-017
Tipo di carta Cassetto della carta
Carta comune (ad
es. 80 g/m²)
Circa 150 fogli
Carta spessa (ad
es. 91 g/m²)
Circa 100 fogli
Carta spessa (ad
es. 128 g/m²)
Circa 60 fogli
Lucido Circa 100 fogli
Etichetta Circa 50 fogli
Buste Circa 10 buste
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