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![Digital-Messschieber / Schieblehre mit extra dünnem Messschnabel](https://wepo24.de/media/image/fa/69/06/67185a843689810d1_600x600.jpg)
- Artikel-Nr.: M6718-02026101
Digital-Messschieber / Schieblehre mit extra dünnem Messschnabel mit extra dünnem... mehr
Produktinformationen "Digital-Messschieber / Schieblehre mit extra dünnem Messschnabel"
Digital-Messschieber / Schieblehre mit extra dünnem Messschnabel
mit extra dünnem Messschnabel
aus rostfreiem Stahl, gehärtet
mit Metallgehäuse
Ablesung 0,01 mm oder 0,0005''
im Etui
Digital caliper with thin jaws
with thin jaws
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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)
mit extra dünnem Messschnabel
aus rostfreiem Stahl, gehärtet
mit Metallgehäuse
Ablesung 0,01 mm oder 0,0005''
im Etui
Digital caliper with thin jaws
with thin jaws
made of stainless steel, hardened
with metal casing
reading 0,01 mm or 0,0005''
in case
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