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- Artikel-Nr.: MM82-01021067
Einbau-Messschraube / Mikrometer, Messbereich 0 - 15 mm Spindel ganz gehärtet ø 5 mm... mehr
Produktinformationen "Einbau-Messschraube / Mikrometer, Messbereich 0 - 15 mm"
Einbau-Messschraube / Mikrometer, Messbereich 0 - 15 mm
Spindel ganz gehärtet ø 5 mm
Steigung 0,5 mm Ablesung 0,01 mm
DIN 863
Trommel mattverchromt, ohne Ratsche
mit planparalleler oder
balliger Messfläche
Micrometer head, range 0 - 6.5 mm
spindle hardened ø 5 mm
threat pitch 0,5 mm
reading 0,01 mm DIN 863
thimble chrome fi nished,
without ratchet
![](data:image/png;base64,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)
Spindel ganz gehärtet ø 5 mm
Steigung 0,5 mm Ablesung 0,01 mm
DIN 863
Trommel mattverchromt, ohne Ratsche
mit planparalleler oder
balliger Messfläche
Micrometer head, range 0 - 6.5 mm
spindle hardened ø 5 mm
threat pitch 0,5 mm
reading 0,01 mm DIN 863
thimble chrome fi nished,
without ratchet
with flat or spherical measuring face
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