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- Artikel-Nr.: MM604-01019230
Digital-Bügelmessschrauben/Mikrometer m. Tellermessflächen, nicht drehender Spindell... mehr
Produktinformationen "Digital-Bügelmessschrauben/Mikrometer m. Tellermessflächen, nicht drehender Spindel"
Digital-Bügelmessschrauben/Mikrometer m. Tellermessflächen, nicht drehender Spindell
Teller ø 20 mit nicht drehender Spindel
Ablesung 0,001 mm / 0,00005”, mit Ratsche, ab 25 mm bis 50 mm mit Einstellmaß
Bügel lackiert und Messtrommel mattverchromt
Messgenauigkeit nach Werksnorm
im Etui
Digital-Micrometer with discs and non-rotating spindle
with non-rotating spindle
disc ø 20
frame coated
thimble chrome finished
with ratchet
reading 0,001 mm / 0,00005”
from 25 mm until 50 mm with setting standard
accuracy works standard
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)
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)
Teller ø 20 mit nicht drehender Spindel
Ablesung 0,001 mm / 0,00005”, mit Ratsche, ab 25 mm bis 50 mm mit Einstellmaß
Bügel lackiert und Messtrommel mattverchromt
Messgenauigkeit nach Werksnorm
im Etui
Digital-Micrometer with discs and non-rotating spindle
with non-rotating spindle
disc ø 20
frame coated
thimble chrome finished
with ratchet
reading 0,001 mm / 0,00005”
from 25 mm until 50 mm with setting standard
accuracy works standard
in case
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