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
![Klein-Einbau-Messschraube / Mikrometer, Messbereich 13 mm](https://wepo24.de/media/image/b0/07/c9/M835b2238368bf7e_600x600.jpg)
- Artikel-Nr.: MM83-01021073
Klein-Einbau-Messschraube / Mikrometer, Messbereich 13 mm Spindel ganz gehärtet ø 5 mm... mehr
Produktinformationen "Klein-Einbau-Messschraube / Mikrometer, Messbereich 13 mm"
Klein-Einbau-Messschraube / Mikrometer, Messbereich 13 mm
Spindel ganz gehärtet ø 5 mm
Trommel mattverchromt, ohne Ratsche
mit planparalleler Messfläche
Micrometer head, range 0 - 6.5 mm
spindle hardened ø 5 mm
threat pitch 0,5 mm
reading 0,01 mm DIN 863
thimble chrome fi nished,
without ratchet
![](data:image/png;base64,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)
![](data:image/png;base64,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)
Spindel ganz gehärtet ø 5 mm
Steigung 0,5 mm
Ablesung 0,01 mm
DIN 863Trommel mattverchromt, ohne Ratsche
mit planparalleler Messfläche
Micrometer head, range 0 - 6.5 mm
spindle hardened ø 5 mm
threat pitch 0,5 mm
reading 0,01 mm DIN 863
thimble chrome fi nished,
without ratchet
with flat measuring face
Weiterführende Links zu "Klein-Einbau-Messschraube / Mikrometer, Messbereich 13 mm"
Bewertungen lesen, schreiben und diskutieren... mehr
Kundenbewertungen für "Klein-Einbau-Messschraube / Mikrometer, Messbereich 13 mm"
Bewertung schreiben
Bewertungen werden nach Überprüfung freigeschaltet.