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![Tiefen-Messschrauben / Mikrometer mit flacher Messfläche](https://wepo24.de/media/image/47/d0/90/M725b20cc4396e5d_600x600.jpg)
- Artikel-Nr.: MM73-01020055
Tiefen-Messschrauben / Mikrometer mit flacher Messfläche 100 x 16 mm Brücken,... mehr
Produktinformationen "Tiefen-Messschrauben / Mikrometer mit flacher Messfläche"
Tiefen-Messschrauben / Mikrometer mit flacher Messfläche
einfaches Auswechseln der Messeinsätze
Messstangen 25 mm steigend
Ablesung 0,01 mm
im Etui
inserts simply exchangeable
reading 0,01 mm
Meas. robs pitch 25 mm
![](data:image/png;base64,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)
100 x 16 mm Brücken, mattverchromt
Messeinsätze ø 4,5 mmeinfaches Auswechseln der Messeinsätze
Messstangen 25 mm steigend
Ablesung 0,01 mm
im Etui
Depth micrometer with spherical measuring face with flat measuring face
100 x 16 mm base, chrome fi nished
measuring inserts ø 4,5 mminserts simply exchangeable
reading 0,01 mm
Meas. robs pitch 25 mm
in case
Weiterführende Links zu "Tiefen-Messschrauben / Mikrometer mit flacher Messfläche"
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