Cookie-Einstellungen
Diese Website benutzt Cookies, die für den technischen Betrieb der Website erforderlich sind und stets gesetzt werden. Andere Cookies, die den Komfort bei Benutzung dieser Website erhöhen, der Direktwerbung dienen oder die Interaktion mit anderen Websites und sozialen Netzwerken vereinfachen sollen, werden nur mit Ihrer Zustimmung gesetzt.
Konfiguration
Technisch erforderlich
Diese Cookies sind für die Grundfunktionen des Shops notwendig.
"Alle Cookies ablehnen" Cookie
"Alle Cookies annehmen" Cookie
Ausgewählter Shop
CSRF-Token
Cookie-Einstellungen
Individuelle Preise
Kundenspezifisches Caching
PayPal-Zahlungen
Session
Währungswechsel
Komfortfunktionen
Diese Cookies werden genutzt um das Einkaufserlebnis noch ansprechender zu gestalten, beispielsweise für die Wiedererkennung des Besuchers.
Merkzettel
Statistik & Tracking
Endgeräteerkennung
Google Analytics
Partnerprogramm
![Digital-Messschieber / Schieblehre ohne Rolle](https://wepo24.de/media/image/8f/d6/e5/604-Foto5a7d6989e7535_600x600.jpg)
- Artikel-Nr.: M604-02026086
Digital-Messschieber / Schieblehre ohne Rolle aus rostfreiem Stahl, gehärtet für 4-fach... mehr
Produktinformationen "Digital-Messschieber / Schieblehre ohne Rolle"
Digital-Messschieber / Schieblehre ohne Rolle
aus rostfreiem Stahl, gehärtet
für 4-fach Messung geeignet
Ablesung 0,01 mm oder 0,0005“
DIN 862
mit Metallgehäuse
Digital caliper without roll
made of stainless steel, hardened
4-way measurement
reading 0,01 mm or 0,0005“
DIN 862
with metal case
![](data:image/png;base64,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)
![](data:image/png;base64,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)
aus rostfreiem Stahl, gehärtet
für 4-fach Messung geeignet
Ablesung 0,01 mm oder 0,0005“
DIN 862
mit Metallgehäuse
Digital caliper without roll
made of stainless steel, hardened
4-way measurement
reading 0,01 mm or 0,0005“
DIN 862
with metal case
Weiterführende Links zu "Digital-Messschieber / Schieblehre ohne Rolle"
Bewertungen lesen, schreiben und diskutieren... mehr
Kundenbewertungen für "Digital-Messschieber / Schieblehre ohne Rolle"
Bewertung schreiben
Bewertungen werden nach Überprüfung freigeschaltet.