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Digital-Innen-Messschraube / Mikrometer mit gewölbten HM-Messflächen Ablesung 0,001 mm... mehr
Produktinformationen "Digital-Innen-Messschraube / Mikrometer"
Digital-Innen-Messschraube / Mikrometer
mit gewölbten HM-Messflächen
Ablesung 0,001 mm oder 0,00005''
in Etui
Digital-inside micrometer
with round carbide measuring faces
reading 0.001 mm or 0.00005''
![](data:image/png;base64,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)
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)
mit gewölbten HM-Messflächen
Ablesung 0,001 mm oder 0,00005''
in Etui
Digital-inside micrometer
with round carbide measuring faces
reading 0.001 mm or 0.00005''
in case
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