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Innen-Messschraube / Mikrometer mit gewölbten Hartmetallmessflächen mit gewölbten... mehr
Produktinformationen "Innen-Messschraube / Mikrometer mit gewölbten Hartmetallmessflächen"
Innen-Messschraube / Mikrometer mit gewölbten Hartmetallmessflächen
mit gewölbten HM-Messflächen
bis 100 mm mit Hartmetallmessflächen
Messtrommel mattverchromt
mit Ratsche
Ablesung 0,01 mm
in Etui
Set1 = ø 5 / ø 25, 6-tlg. Satz oder Set2 = ø 5 / ø 25 / + 75 mm = Einstellmaß, 7-tlg. Satz
Inside micrometer with round carbide measuring faces
with round carbide measuring faces
until 100 mm with carbide measuring faces
thimble chrome finished
with ratchet
reading 0,01 mm
in case Set1 = ø 5 / ø 25, 6 pcs/set or Set2 = ø 5 / ø 25 / + 75 mm = setting dimension, 7 pcs/set![](data:image/png;base64,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)
mit gewölbten HM-Messflächen
bis 100 mm mit Hartmetallmessflächen
Messtrommel mattverchromt
mit Ratsche
Ablesung 0,01 mm
in Etui
Set1 = ø 5 / ø 25, 6-tlg. Satz oder Set2 = ø 5 / ø 25 / + 75 mm = Einstellmaß, 7-tlg. Satz
Inside micrometer with round carbide measuring faces
with round carbide measuring faces
until 100 mm with carbide measuring faces
thimble chrome finished
with ratchet
reading 0,01 mm
in case Set1 = ø 5 / ø 25, 6 pcs/set or Set2 = ø 5 / ø 25 / + 75 mm = setting dimension, 7 pcs/set
Weiterführende Links zu "Innen-Messschraube / Mikrometer mit gewölbten Hartmetallmessflächen"
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