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![Digital-Messschieber / Schieblehre zur Wandstärkenmessung](https://wepo24.de/media/image/07/14/bc/67355a8ea8e10b0bf_600x600.jpg)
- Artikel-Nr.: M6735-02026060
Digital-Messschieber / Schieblehre zur Wandstärkenmessung aus rostfreiem Stahl, gehärtet... mehr
Produktinformationen "Digital-Messschieber / Schieblehre zur Wandstärkenmessung"
Digital-Messschieber / Schieblehre zur Wandstärkenmessung
aus rostfreiem Stahl, gehärtet
mit Metallgehäuse
Ablesung 0,01 mm oder 0,0005“
im Etui
Digital caliper for wall thickness
made of stainless steel, hardened
with metal casing
reading 0,01 mm or 0,0005“
in case
![](data:image/png;base64,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)
![](data:image/png;base64,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)
aus rostfreiem Stahl, gehärtet
mit Metallgehäuse
Ablesung 0,01 mm oder 0,0005“
im Etui
Digital caliper for wall thickness
made of stainless steel, hardened
with metal casing
reading 0,01 mm or 0,0005“
in case
Weiterführende Links zu "Digital-Messschieber / Schieblehre zur Wandstärkenmessung"
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