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![Digital-Dreipunkt-Innen-Messschraube / Mikrometer ab 100 mm, 100 - 350 mm, für Sacklochbohrungen](https://wepo24.de/media/image/de/44/ec/697_S5b32379266720_600x600.jpg)
- Artikel-Nr.: M697-S-01022185
Digital-Dreipunkt-Innen-Messschraube / Mikrometer ab 100 mm, 100 - 350 mm, für Sacklochbohrungen... mehr
Produktinformationen "Digital-Dreipunkt-Innen-Messschraube / Mikrometer ab 100 mm, 100 - 350 mm, für Sacklochbohrungen"
Digital-Dreipunkt-Innen-Messschraube / Mikrometer ab 100 mm, 100 - 350 mm, für Sacklochbohrungen
geeignet zur Messung von Sacklochbohrungen
mit Hartmetall-Messflächen
Ablesung 0,001 mm
im Koffer
Lieferung erfolgt ohne Einstellring
Digital three point internal micrometer, 100 - 350 mm, without setting ring, for blind hole
for be used for blind hole
with carbide measuring faces
reading 0,001 mm
in box
![](data:image/png;base64,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)
geeignet zur Messung von Sacklochbohrungen
mit Hartmetall-Messflächen
Ablesung 0,001 mm
im Koffer
Lieferung erfolgt ohne Einstellring
Digital three point internal micrometer, 100 - 350 mm, without setting ring, for blind hole
for be used for blind hole
with carbide measuring faces
reading 0,001 mm
in box
delivery without setting ring gauge
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