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![Digital-Messschieber / Schieblehre mit nach innen gewinkelten, flachen Messspitzen](https://wepo24.de/media/image/02/ff/1a/67155a8adf4878245_600x600.jpg)
- Artikel-Nr.: M6715-02026045
Digital-Messschieber / Schieblehre mit nach innen gewinkelten, flachen Messspitzen zur... mehr
Produktinformationen "Digital-Messschieber / Schieblehre mit nach innen gewinkelten, flachen Messspitzen"
Digital-Messschieber / Schieblehre mit nach innen gewinkelten, flachen Messspitzen
zur Außen-Nuten-Messung
aus rostfreiem Stahl, gehärtet
mit Metallgehäuse
Ablesung 0,01 mm oder 0,0005“
im Etui
Digital caliper with inside points, flat
for outside groove measuring
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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)
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)
![](data:image/png;base64,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)
zur Außen-Nuten-Messung
aus rostfreiem Stahl, gehärtet
mit Metallgehäuse
Ablesung 0,01 mm oder 0,0005“
im Etui
Digital caliper with inside points, flat
for outside groove measuring
made of stainless steel, hardened
with metal casing
reading 0,01 mm or 0,0005“
in case
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