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![Dreipunkt-Bügelmessschraube / Mikrometer](https://wepo24.de/media/image/4b/e0/99/6705b1f914485061_600x600.jpg)
- Artikel-Nr.: M670-01020060
Dreipunkt-Bügelmessschraube / Mikrometer mit Hartmetall-Prisma zum Messen von... mehr
Produktinformationen "Dreipunkt-Bügelmessschraube / Mikrometer"
Dreipunkt-Bügelmessschraube / Mikrometer
mit Hartmetall-Prisma zum Messen von Dreikant-Werkstücken
Bügel lackiert und Messtrommel mattverchromt
Ablesung 0,01 mm
Genauigkeit nach Werksnorm
mit Einstellmaß
im Etui
with carbide measuring face for measuring 3 fluted taps, cutters etc. frame coated, thimble chrome finished
reading 0,01 mm
accuracy works standard
with setting standard
![](data:image/png;base64,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)
mit Hartmetall-Prisma zum Messen von Dreikant-Werkstücken
Bügel lackiert und Messtrommel mattverchromt
Ablesung 0,01 mm
Genauigkeit nach Werksnorm
mit Einstellmaß
im Etui
Three points micrometer
reading 0,01 mm
accuracy works standard
with setting standard
in case
Weiterführende Links zu "Dreipunkt-Bügelmessschraube / Mikrometer"
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