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![Digital-Werkstatt-Messschieber / Schieblehre mit Feineinstellung, PRESET-Funktion](https://wepo24.de/media/image/dd/b2/cb/60135aaa7ceb0d22a5acdb8782c612_600x600.jpg)
- Artikel-Nr.: M6013
Digital-Werkstatt-Messschieber / Schieblehre mit Feineinstellung, PRESET-Funktion aus... mehr
Produktinformationen "Digital-Werkstatt-Messschieber / Schieblehre mit Feineinstellung, PRESET-Funktion"
Digital-Werkstatt-Messschieber / Schieblehre mit Feineinstellung, PRESET-Funktion
aus rostfreiem Stahl, ganz gehärtet
mit Feineinstellung
Genauigkeit nach Werksnorm
Ablesung 0,01 mm oder 0,0005“
im Kasten - nur zum Transport
Digital control caliper with fine adjustment, PRESET
made of stainless steel, hardened
with fine adjustment
accuracy subject to works standard
reading 0,01 mm or 0,0005“
in box - to transport only
![](data:image/png;base64,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)
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)
aus rostfreiem Stahl, ganz gehärtet
mit Feineinstellung
Genauigkeit nach Werksnorm
Ablesung 0,01 mm oder 0,0005“
im Kasten - nur zum Transport
Digital control caliper with fine adjustment, PRESET
made of stainless steel, hardened
with fine adjustment
accuracy subject to works standard
reading 0,01 mm or 0,0005“
in box - to transport only
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