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![Digital-Universal-Messschieber / Schieblehre mit PRESET-Funktion](https://wepo24.de/media/image/a3/8c/44/61015aaa7cb97659f5ad43b1fe4f49_600x600.jpg)
- Artikel-Nr.: M6101-02026130
Digital-Universal-Messschieber / Schieblehre mit PRESET-Funktion für Innen-, Außen-,... mehr
Produktinformationen "Digital-Universal-Messschieber / Schieblehre mit PRESET-Funktion"
Digital-Universal-Messschieber / Schieblehre mit PRESET-Funktion
für Innen-, Außen-, Rohrwand- o. Bohrabstandsmessungen
aus rostfreiem Stahl, gehärtet
Messeinsätze können sowohl oben als auch unten angebracht werden
zahlreiche Messeinsätze (optional)
Anfangswert kann beliebig gesetzt werden
Ablesung 0,01 mm
im Kasten - nur zum Transport
Digital universal caliper, PRESET
for inside, outside, wall thickness or hole distance measuring
made of stainless steel, hardened
measuring tips can be mounted on above or down side
any initial value can be set
reading 0,01 mm
in box - to transport only
![](data:image/png;base64,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)
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)
für Innen-, Außen-, Rohrwand- o. Bohrabstandsmessungen
aus rostfreiem Stahl, gehärtet
Messeinsätze können sowohl oben als auch unten angebracht werden
zahlreiche Messeinsätze (optional)
Anfangswert kann beliebig gesetzt werden
Ablesung 0,01 mm
im Kasten - nur zum Transport
Digital universal caliper, PRESET
for inside, outside, wall thickness or hole distance measuring
made of stainless steel, hardened
measuring tips can be mounted on above or down side
any initial value can be set
reading 0,01 mm
in box - to transport only
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