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![Tiefen-Messschieber / Schieblehre mit Spitze, umsteckbar, Nonius 1/20 = 0,05 mm](https://wepo24.de/media/image/e1/g0/ee/C0645aabbe47c363f_600x600.jpg)
- Artikel-Nr.: MC064-01015074
Tiefen-Messschieber / Schieblehre mit Spitze, umsteckbar, Nonius 1/20 = 0,05 mm Messstange... mehr
Produktinformationen "Tiefen-Messschieber / Schieblehre mit Spitze, umsteckbar, Nonius 1/20 = 0,05 mm"
Tiefen-Messschieber / Schieblehre mit Spitze, umsteckbar, Nonius 1/20 = 0,05 mm
Messstange umsteckbar
aus rostfreiem Stahl
Skala und Nonius mattverchromt
Nonius 1/20 mm
Genauigkeit nach DIN 862
im Etui
Depth vernier caliper with needle point, rod changeable, Nonius 1/20 = 0.05 mm
measuring rod changeable
made of stainless steel
scale and nonius satin chrome fi nished
nonius 1/20 mm
accuracy DIN 862
in case
![](data:image/png;base64,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)
Messstange umsteckbar
aus rostfreiem Stahl
Skala und Nonius mattverchromt
Nonius 1/20 mm
Genauigkeit nach DIN 862
im Etui
Depth vernier caliper with needle point, rod changeable, Nonius 1/20 = 0.05 mm
measuring rod changeable
made of stainless steel
scale and nonius satin chrome fi nished
nonius 1/20 mm
accuracy DIN 862
in case
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