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![Digital-Bremsscheiben-Messschieber mit langem Messtaster](https://wepo24.de/media/image/e3/c2/35/746_65a3a568b41f19_600x600.jpg)
- Artikel-Nr.: M745-6-01007023
Digital-Bremsscheiben-Messschieber mit langem Messtaster für Bremsscheiben-Messung bei... mehr
Produktinformationen "Digital-Bremsscheiben-Messschieber mit langem Messtaster"
Digital-Bremsscheiben-Messschieber mit langem Messtaster
für Bremsscheiben-Messung bei moniertem Rad
aus rostfreiem Stahl, gehärtet
Ablesung 0,01 mm oder 0,0005“
im Etui
Digital brake-disc caliper with long measuring rod
for brake discs measuring with mounted wheel
made of stainless steel, hardened
reading 0,01 mm or 0,0005“
in case
![](data:image/png;base64,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)
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)
für Bremsscheiben-Messung bei moniertem Rad
aus rostfreiem Stahl, gehärtet
Ablesung 0,01 mm oder 0,0005“
im Etui
Digital brake-disc caliper with long measuring rod
for brake discs measuring with mounted wheel
made of stainless steel, hardened
reading 0,01 mm or 0,0005“
in case
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