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![Digital-Tiefen-Messschieber / Schieblehre mit Spitze und Prisma-Messbrücke, 90° oder 120°](https://wepo24.de/media/image/f4/8e/5c/60505ab1190942117_600x600.jpg)
- Artikel-Nr.: M6050-02026115
Digital-Tiefen-Messschieber / Schieblehre mit Spitze und Prisma-Messbrücke, 90° oder 120°... mehr
Produktinformationen "Digital-Tiefen-Messschieber / Schieblehre mit Spitze und Prisma-Messbrücke, 90° oder 120°"
Digital-Tiefen-Messschieber / Schieblehre mit Spitze und Prisma-Messbrücke, 90° oder 120°
aus rostfreiem Stahl, gehärtet
mit Metallgehäuse
Ablesung 0,01 mm oder 0,0005“
Genauigkeit 0,03 mm
im Etui
Digital depth caliper with prismatic base, 90 ° or 120 °
made of stainless steel, hardened
with metal casing
reading 0,01 mm or 0,0005“
accuracy 0,03 mm
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 0,03 mm
im Etui
Digital depth caliper with prismatic base, 90 ° or 120 °
made of stainless steel, hardened
with metal casing
reading 0,01 mm or 0,0005“
accuracy 0,03 mm
in case
Weiterführende Links zu "Digital-Tiefen-Messschieber / Schieblehre mit Spitze und Prisma-Messbrücke, 90° oder 120°"
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