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![Einbau-Messschraube / Mikrometer mit mit grosser Trommel](https://wepo24.de/media/image/5a/87/9c/M875b226f261bba8_600x600.jpg)
- Artikel-Nr.: MM87-01021076
Einbau-Messschraube / Mikrometer mit mit grosser Trommel mit großer Trommel, 29 mm... mehr
Produktinformationen "Einbau-Messschraube / Mikrometer mit mit grosser Trommel"
Einbau-Messschraube / Mikrometer mit mit grosser Trommel
mit großer Trommel, 29 mm
HM-Spindel
Spindel ø 8 mm
Spindelsteigung 1,0 mm
Ablesung 0,01 mm
DIN 863
Trommel mattverchromt
mit Ratsche
Micrometer head with large thimble
with large thimble 29 mm
HM-spindle
spindle ø 8 mm
threat pitch 1,0 mm
reading 0,01 mm
DIN 863
thimble chrome fi nished
![](data:image/png;base64,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)
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)
mit großer Trommel, 29 mm
HM-Spindel
Spindel ø 8 mm
Spindelsteigung 1,0 mm
Ablesung 0,01 mm
DIN 863
Trommel mattverchromt
mit Ratsche
Micrometer head with large thimble
with large thimble 29 mm
HM-spindle
spindle ø 8 mm
threat pitch 1,0 mm
reading 0,01 mm
DIN 863
thimble chrome fi nished
with ratchett
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