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![Digital-Tiefen-Messschieber / Schieblehre mit runder Tiefenmessstange](https://wepo24.de/media/image/a0/16/14/600485ab0f6765f062_600x600.jpg)
- Artikel-Nr.: M60048-02026183
Digital-Tiefen-Messschieber / Schieblehre mit runder Tiefenmessstange mit runder... mehr
Produktinformationen "Digital-Tiefen-Messschieber / Schieblehre mit runder Tiefenmessstange"
Digital-Tiefen-Messschieber / Schieblehre mit runder Tiefenmessstange
mit runder Tiefenmessstange ø 3 mm
aus rostfreiem Stahl, gehärtet
mit Metallgehäuse
Ablesung 0,01 mm oder 0,0005“
im Etui
Digital depth vernier caliper with round depth bar
with round depth bar ø 3 mm
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 runder Tiefenmessstange ø 3 mm
aus rostfreiem Stahl, gehärtet
mit Metallgehäuse
Ablesung 0,01 mm oder 0,0005“
im Etui
Digital depth vernier caliper with round depth bar
with round depth bar ø 3 mm
made of stainless steel, hardened
with metal casing
reading 0,01 mm or 0,0005“
in case
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