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![Digital-Einbau-Messschieber / Schieblehre, waagerecht, PRESET-Funktion](https://wepo24.de/media/image/15/39/f5/609_-5005ab39eb4510ba_600x600.jpg)
- Artikel-Nr.: M609-PRE-02031074
Digital-Einbau-Messschieber / Schieblehre, waagerecht, PRESET-Funktion kapazitives... mehr
Produktinformationen "Digital-Einbau-Messschieber / Schieblehre, waagerecht, PRESET-Funktion"
Digital-Einbau-Messschieber / Schieblehre, waagerecht, PRESET-Funktion
kapazitives Messsysteml
Ablesung 0,01 mm oder 0,0005“
Genauigkeit nach DIN 862
Digital scale unit, horizontal
capacitive measuring system
reading 0,01 mm or 0,005“
accuracy DIN 862
![](data:image/png;base64,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)
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)
kapazitives Messsysteml
Ablesung 0,01 mm oder 0,0005“
Genauigkeit nach DIN 862
Digital scale unit, horizontal
capacitive measuring system
reading 0,01 mm or 0,005“
accuracy DIN 862
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