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![Einbau-Messschraube / Mikrometer mit Großtrommel](https://wepo24.de/media/image/cb/f0/fe/M895b226bbd6caa8_600x600.jpg)
- Artikel-Nr.: MM89-01021078
Einbau-Messschraube / Mikrometer mit Großtrommel parallaxfreie Ablesung, 0,001 mm... mehr
Produktinformationen "Einbau-Messschraube / Mikrometer mit Großtrommel"
Einbau-Messschraube / Mikrometer mit Großtrommel
parallaxfreie Ablesung, 0,001 mm
HM-Spindel
Spindelsteigung 1,0 mm
Ablesung 0,002 mm
DIN 863
Trommel mattverchromt
mit Ratsche
Micrometer head with large thimble
parallaxfree reading, 0,001 mm
HM-spindle
threat pitch 1,0 mm
reading 0,002 mm
DIN 863
thimble chrome fi nished
![](data:image/png;base64,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)
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)
parallaxfreie Ablesung, 0,001 mm
HM-Spindel
Spindelsteigung 1,0 mm
Ablesung 0,002 mm
DIN 863
Trommel mattverchromt
mit Ratsche
Micrometer head with large thimble
parallaxfree reading, 0,001 mm
HM-spindle
threat pitch 1,0 mm
reading 0,002 mm
DIN 863
thimble chrome fi nished
with ratchett
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