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, TiN-beschichtet](https://wepo24.de/media/image/49/9c/2a/626_4-ohne-Rolle5a884a50b63cf_600x600.jpg)
- Artikel-Nr.: M626-4-02026118
Digital-Messschieber / Schieblehre, TiN-beschichtet TiN-beschichtet aus rostfreiem... mehr
Produktinformationen "Digital-Messschieber / Schieblehre, TiN-beschichtet"
Digital-Messschieber / Schieblehre, TiN-beschichtet
TiN-beschichtet
aus rostfreiem Stahl, gehärtet
für 4-fach Messung geeignet
mit Metallgehäuse
verwendbar mit oder ohne Antriebsrolle (Passstück im Lieferumfang)
Ablesung 0,01 mm oder 0,0005“
DIN 862
im Etui
Digital caliper, TiN coated
TiN coated
made of stainless steel, hardened
4-way measurement
with metal case
usable with or without roll (fitting included)
reading 0,01 mm or 0,0005“
DIN 862
in case
![](data:image/png;base64,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)
![](data:image/png;base64,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)
TiN-beschichtet
aus rostfreiem Stahl, gehärtet
für 4-fach Messung geeignet
mit Metallgehäuse
verwendbar mit oder ohne Antriebsrolle (Passstück im Lieferumfang)
Ablesung 0,01 mm oder 0,0005“
DIN 862
im Etui
Digital caliper, TiN coated
TiN coated
made of stainless steel, hardened
4-way measurement
with metal case
usable with or without roll (fitting included)
reading 0,01 mm or 0,0005“
DIN 862
in case
Weiterführende Links zu "Digital-Messschieber / Schieblehre, TiN-beschichtet"
Bewertungen lesen, schreiben und diskutieren... mehr
Kundenbewertungen für "Digital-Messschieber / Schieblehre, TiN-beschichtet"
Bewertung schreiben
Bewertungen werden nach Überprüfung freigeschaltet.