Özellikler
Tip
Characteristics of the device.
Merdane
Aygıt uyumluluğu
The other devices which this device can be used with.
Çok fonksiyonlu
Uyumlu markalar
What other brands this brand can be used with.
Xerox
Uyumluluk
The other products
VersaLink B7025/B7030/B7035
Ağırlık & boyutlar
Genişlik
The measurement or extent of something from side to side.
430 mm
Derinlik
The distance from the front to the back of something.
105 mm
Ağırlık & boyutlar
Yükseklik
The measurement of the product from head to foot or from base to top.
90 mm
Ağırlık
Weight of the product without packaging (net weight). If possible
662 g
Ambalajlama bilgisi
Ambalaj tipi
The type of product package e.g. box.
Kutu
Lojistik veri
İhracat Kontrol Sınıflandırma Numarası (ECCN)
EAR99
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)