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![Digital-Messschieber / Schieblehre mit extra langen Messspitzen](https://wepo24.de/media/image/a6/32/af/6235a93f99125ff8_600x600.jpg)
- Artikel-Nr.: M623-02026049
Digital-Messschieber / Schieblehre mit extra langen Messspitzen aus rostfreiem Stahl,... mehr
Produktinformationen "Digital-Messschieber / Schieblehre mit extra langen Messspitzen"
Digital-Messschieber / Schieblehre mit extra langen Messspitzen
aus rostfreiem Stahl, gehärtet
für 4-fach Messung geeignet
mit Metallgehäuse
Ablesung 0,01 mm oder 0,0005“
im Etui
Digital caliper with long points
made of stainless steel, hardened
4-way measurements
with metal casing
reading 0,01 mm or 0,0005“
in case
![](data:image/png;base64,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)
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)
aus rostfreiem Stahl, gehärtet
für 4-fach Messung geeignet
mit Metallgehäuse
Ablesung 0,01 mm oder 0,0005“
im Etui
Digital caliper with long points
made of stainless steel, hardened
4-way measurements
with metal casing
reading 0,01 mm or 0,0005“
in case
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