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-Rohrwanddicken-Messschrauben / Mikrometer, IP 54](https://wepo24.de/media/image/47/cf/69/M2105b1f8bc9726b9_600x600.jpg)
- Artikel-Nr.: MM210-01021062
Digital-Rohrwanddicken-Messschrauben / Mikrometer, IP 54 wahlweise mit ein- oder... mehr
Produktinformationen "Digital-Rohrwanddicken-Messschrauben / Mikrometer, IP 54"
Digital-Rohrwanddicken-Messschrauben / Mikrometer, IP 54
wahlweise mit ein- oder beidseitigen, balligen Messflächen
Messbereich 0 - 25 mm, Bügel lackiert
Spindel Ø6,5 mm, Steigung 0,05 mm
Messtrommel mattverchromt
mit Ratsche
IP 54
Ablesung 0,001 mm
Genauigkeit nach DIN 863
im Etui
Digital tube Micrometer
optional single or doubleside spherical faces
range 0 - 25 mm, frame coated
spindle Ø6,5 mm, thread 0,05 mm
thimble chrome fi nished
with ratchet
IP 54
reading 0.001 mm
accuracy DIN 863
in case![](data:image/png;base64,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)
wahlweise mit ein- oder beidseitigen, balligen Messflächen
Messbereich 0 - 25 mm, Bügel lackiert
Spindel Ø6,5 mm, Steigung 0,05 mm
Messtrommel mattverchromt
mit Ratsche
IP 54
Ablesung 0,001 mm
Genauigkeit nach DIN 863
im Etui
Digital tube Micrometer
optional single or doubleside spherical faces
range 0 - 25 mm, frame coated
spindle Ø6,5 mm, thread 0,05 mm
thimble chrome fi nished
with ratchet
IP 54
reading 0.001 mm
accuracy DIN 863
in case
Weiterführende Links zu "Digital-Rohrwanddicken-Messschrauben / Mikrometer, IP 54"
Bewertungen lesen, schreiben und diskutieren... mehr
Kundenbewertungen für "Digital-Rohrwanddicken-Messschrauben / Mikrometer, IP 54"
Bewertung schreiben
Bewertungen werden nach Überprüfung freigeschaltet.