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![Digital-Zahnweiten-Messschieber / Schieblehre](https://wepo24.de/media/image/08/ac/a7/67335a89627d46f59_600x600.jpg)
- Artikel-Nr.: M6733-02026067
Digital-Zahnweiten-Messschieber / Schieblehre zur Messung von Zahnweiten aus rostfreiem... mehr
Produktinformationen "Digital-Zahnweiten-Messschieber / Schieblehre"
Digital-Zahnweiten-Messschieber / Schieblehre
zur Messung von Zahnweiten
aus rostfreiem Stahl, ganz gehärtet
mit Feineinstellung
Ablesung 0,01 mm
im Etui
Digital gear thickness gauge
for gear thinkness
made of stainless steel, hardened
with fi ne adjustment
reading 0.01 mm
in case
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)
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)
zur Messung von Zahnweiten
aus rostfreiem Stahl, ganz gehärtet
mit Feineinstellung
Ablesung 0,01 mm
im Etui
Digital gear thickness gauge
for gear thinkness
made of stainless steel, hardened
with fi ne adjustment
reading 0.01 mm
in case
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