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Digital-Messschieber / Schieblehre mit Absolut-System, IP 54 keine... mehr
Produktinformationen "Digital-Messschieber / Schieblehre mit Absolut-System, IP 54"
Digital-Messschieber / Schieblehre mit Absolut-System, IP 54
keine Messgeschwindigkeitsbegrenzung
Maßstab mit Glasschiene für genauere Abtastung
IP-Schutzklasse IP 54
verwendbar mit oder ohne Antriebsrolle (Passstück im Lieferumfang)
aus rostfreiem Stahl, gehärtet
für 4-fach Messung geeignet
DIN 862
im Etui
Digital caliper, IP 54, absolute-system
no limit for moving tempo
scale with glass rail for precision sampling
IP 54 protection
usable with or without roll (fitting included) made of stainless steel, hardened
4-way measurement
DIN 862
in case
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)
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)
![](data:image/png;base64,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)
keine Messgeschwindigkeitsbegrenzung
Maßstab mit Glasschiene für genauere Abtastung
IP-Schutzklasse IP 54
verwendbar mit oder ohne Antriebsrolle (Passstück im Lieferumfang)
aus rostfreiem Stahl, gehärtet
für 4-fach Messung geeignet
DIN 862
im Etui
Digital caliper, IP 54, absolute-system
no limit for moving tempo
scale with glass rail for precision sampling
IP 54 protection
usable with or without roll (fitting included) made of stainless steel, hardened
4-way measurement
DIN 862
in case
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