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- Artikel-Nr.: MM109-T2-01019135
Bügelmessschrauben / Mikrometer m. Tellermessfläche ø 30 mm, nicht drehender Spindel... mehr
Produktinformationen "Bügelmessschrauben / Mikrometer m. Tellermessfläche ø 30 mm, nicht drehender Spindel"
Bügelmessschrauben / Mikrometer m. Tellermessfläche ø 30 mm, nicht drehender Spindel
Teller ø 30 mit nicht drehender Spindel
Ablesung 0,01 mm, mit Ratsche, ab 25 mm bis 50 mm mit Einstellmaß
Bügel lackiert und Messtrommel mattverchromt
Messgenauigkeit nach Werksnorm
im Etui
Micrometer with discs and non-rotating spindle
with non-rotating spindle
disc ø 30
frame coated
thimble chrome finished
with ratchet
reading 0,01 mm
from 25 mm until 50 mm with setting standard
accuracy works standard
![](data:image/png;base64,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)
Teller ø 30 mit nicht drehender Spindel
Ablesung 0,01 mm, mit Ratsche, ab 25 mm bis 50 mm mit Einstellmaß
Bügel lackiert und Messtrommel mattverchromt
Messgenauigkeit nach Werksnorm
im Etui
Micrometer with discs and non-rotating spindle
with non-rotating spindle
disc ø 30
frame coated
thimble chrome finished
with ratchet
reading 0,01 mm
from 25 mm until 50 mm with setting standard
accuracy works standard
in case
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