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![Digital-Messschieber / Schieblehre, antimagnetisch](https://wepo24.de/media/image/41/fc/fd/6725a82e8b53f413_600x600.jpg)
- Artikel-Nr.: M627-02026235
Digital-Messschieber / Schieblehre, antimagnetisch aus rostfreiem, nicht magnetischem... mehr
Produktinformationen "Digital-Messschieber / Schieblehre, antimagnetisch"
Digital-Messschieber / Schieblehre, antimagnetisch
aus rostfreiem, nicht magnetischem Stahl
mit rundem Tiefenmaß Ø 3 mm
für 4-fach Messung geeignet
Ablesung 0,1 mm oder 0,005“
DIN 862
im Etui
Digital caliper, non magnetic
made of steinless non magnetic steel
with round depth bar Ø 3 mm
4-way measurement
reading 0,1 mm or 0,005“
DIN 862
in case
![](data:image/png;base64,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)
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)
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)
aus rostfreiem, nicht magnetischem Stahl
mit rundem Tiefenmaß Ø 3 mm
für 4-fach Messung geeignet
Ablesung 0,1 mm oder 0,005“
DIN 862
im Etui
Digital caliper, non magnetic
made of steinless non magnetic steel
with round depth bar Ø 3 mm
4-way measurement
reading 0,1 mm or 0,005“
DIN 862
in case
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