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meX+20 BT lite
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)
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Hybrid-Generator (wahlweise Akkubetrieb / Netzbetrieb)
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Aufladen im Betrieb und ohne Entnahme vom Akku
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Super leichtes Gewicht - nur 6,8 Kg
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Bis zu 560 Aufnahmen bei 80 KV / 2mAs mit einer Akkuladung
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Weniger als 3 Stunden Ladezeit
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![](https://www.vetray.de/download/vet_20_2.jpg)
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