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![Fünfpunkt-Bügelmessschraube / Mikrometer](https://wepo24.de/media/image/14/5c/08/6715b1fa4f884049_600x600.jpg)
- Artikel-Nr.: M671-01020070
Fünfpunkt-Bügelmessschraube / Mikrometer mit Hartmetall-Prisma zum Messen von... mehr
Produktinformationen "Fünfpunkt-Bügelmessschraube / Mikrometer"
Fünfpunkt-Bügelmessschraube / Mikrometer
mit Hartmetall-Prisma zum Messen von Fünfkant-Werkstücken
Bügel lackiert und Messtrommel mattverchromt
Ablesung 0,01 mm
Genauigkeit nach Werksnorm
mit Einstellmaß
im Etui
with carbide measuring face for measuring 5 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 Fünfkant-Werkstücken
Bügel lackiert und Messtrommel mattverchromt
Ablesung 0,01 mm
Genauigkeit nach Werksnorm
mit Einstellmaß
im Etui
Five points micrometer
frame coated, thimble chrome finished
reading 0,01 mm
accuracy works standard
with setting standard
in case
Weiterführende Links zu "Fünfpunkt-Bügelmessschraube / Mikrometer"
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