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![Digital-Messschieber / Schieblehre zur Messung von Bohrungsabsenkung 90°](https://wepo24.de/media/image/ab/82/6a/60415ab11cb8d3b40_600x600.jpg)
- Artikel-Nr.: M6041-02026075
Digital-Messschieber / Schieblehre zur Messung von Bohrungsabsenkung 90° aus rostfreiem... mehr
Produktinformationen "Digital-Messschieber / Schieblehre zur Messung von Bohrungsabsenkung 90°"
Digital-Messschieber / Schieblehre zur Messung von Bohrungsabsenkung 90°
aus rostfreiem Stahl, gehärtet
mit Metallgehäuse
Ablesung 0,01 mm oder 0,0005“
Genauigkeit nach DIN 862
im Etui
Digital caliper for hole reduction 90°
made of stainless steel, hardened
with metal casing
reading 0,01 mm or 0,0005“
accuracy DIN 862
in case
![](data:image/png;base64,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)
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)
aus rostfreiem Stahl, gehärtet
mit Metallgehäuse
Ablesung 0,01 mm oder 0,0005“
Genauigkeit nach DIN 862
im Etui
Digital caliper for hole reduction 90°
made of stainless steel, hardened
with metal casing
reading 0,01 mm or 0,0005“
accuracy DIN 862
in case
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