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![Digital-Tiefen-Messschieber / Schieblehre mit Spitze ø 1,5 x 6 mm Metallgehäuse](https://wepo24.de/media/image/ac/28/5b/60465aafc98646219_600x600.jpg)
- Artikel-Nr.: M6046-02026159
Digital-Tiefen-Messschieber / Schieblehre mit Spitze ø 1,5 x 6 mm Metallgehäuse aus... mehr
Produktinformationen "Digital-Tiefen-Messschieber / Schieblehre mit Spitze ø 1,5 x 6 mm Metallgehäuse"
Digital-Tiefen-Messschieber / Schieblehre mit Spitze ø 1,5 x 6 mm Metallgehäuse
aus rostfreiem Stahl, gehärtet
mit Metallgehäuse
Ablesung 0,01 mm oder 0,0005“
Genauigkeit DIN 862
im Etui
Digital depth caliper with point ø 1.5 x 6 mm
made of stainless steel, hardened
with metal casing
reading 0,01 mm or 0,0005“
accuracy DIN 862
in case
![](data:image/png;base64,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)
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eeTkw8nfjzn9+7VFfv7jRGQ7toifv8vFx3Lxeb2HdvMhpMRoNKoTTo9fr2dn37Pbtl1OsN+naT0dDT3dXT3WU0WCe0X1caGg99fYhuA4NOLy0qQuGNwCBIv+9xNh64e+yCu8cuuHvsgrvHLrh77LJpk186Xtis/wL9iG/Xg9+yGwAAAABJRU5ErkJgggA=)
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)
aus rostfreiem Stahl, gehärtet
mit Metallgehäuse
Ablesung 0,01 mm oder 0,0005“
Genauigkeit DIN 862
im Etui
Digital depth caliper with point ø 1.5 x 6 mm
made of stainless steel, hardened
with metal casing
reading 0,01 mm or 0,0005“
accuracy DIN 862
in case
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