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Innen-Messschraube / Mikrometer mit Doppel-Messschnabel und Einstellmaß mit... mehr
Produktinformationen "Innen-Messschraube / Mikrometer mit Doppel-Messschnabel und Einstellmaß"
Innen-Messschraube / Mikrometer mit Doppel-Messschnabel und Einstellmaß
mit Doppel-Messschnabel
Messtrommel mattverchromt
mit Einstellring
mit Ratsche
Ablesung 0,01 mm
in Etui
Inside micrometer with double jaws and setting ring
with double measuring jaws
thimble chrome finished
with setting standard
with ratchet
reading 0,01 mm
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)
![](data:image/png;base64,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)
mit Doppel-Messschnabel
Messtrommel mattverchromt
mit Einstellring
mit Ratsche
Ablesung 0,01 mm
in Etui
Inside micrometer with double jaws and setting ring
with double measuring jaws
thimble chrome finished
with setting standard
with ratchet
reading 0,01 mm
in case
Weiterführende Links zu "Innen-Messschraube / Mikrometer mit Doppel-Messschnabel und Einstellmaß"
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