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![Digital-Bügelmessschraube, IP 65](https://wepo24.de/media/image/a4/85/ca/60605b1513574755b_600x600.jpg)
- Artikel-Nr.: M6060-02030080
Digital-Bügelmessschraube, IP 65 Bügel lackiert Messtrommel mattverchromt mit... mehr
Produktinformationen "Digital-Bügelmessschraube, IP 65"
Digital-Bügelmessschraube, IP 65
Bügel lackiert Messtrommel mattverchromt mit feinst geläppten HM-Messflächen ø 6,5 mm mit Ratsche
Ablesung 0,001 mm
Genauigkeit nach DIN 863
ab 25 mm mit Einstellmaß
im Etui
Digital micrometer, IP 65, ABS
frame coated, thimble chrome finished carbide measuring faces ø 6,5 mm with ratchet
reading 0,001 mm
accuracy DIN 863
at 25 mm with setting standard
![](data:image/png;base64,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)
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)
Bügel lackiert Messtrommel mattverchromt mit feinst geläppten HM-Messflächen ø 6,5 mm mit Ratsche
Ablesung 0,001 mm
Genauigkeit nach DIN 863
ab 25 mm mit Einstellmaß
im Etui
Digital micrometer, IP 65, ABS
frame coated, thimble chrome finished carbide measuring faces ø 6,5 mm with ratchet
reading 0,001 mm
accuracy DIN 863
at 25 mm with setting standard
in case
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