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Messschieber / Schieblehre mit rundem Tiefenmaß mit rundem Tiefenmaß aus rostfreiem... mehr
Produktinformationen "Messschieber / Schieblehre mit rundem Tiefenmaß"
Messschieber / Schieblehre mit rundem Tiefenmaß
mit rundem Tiefenmaß
aus rostfreiem Stahl
mattverchromt, ganz gehärtet
für 4-fach Messung geeignet
Rückseite mit Gewindetabelle
DIN 862
im Etui
Vernier caliper with round depth gauge
with round depth bar
made of stainless steel
satin chrome fi nished, hardened
4-way measurements
backside with screw table
DIN 862
in case
![](data:image/png;base64,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)
mit rundem Tiefenmaß
aus rostfreiem Stahl
mattverchromt, ganz gehärtet
für 4-fach Messung geeignet
Rückseite mit Gewindetabelle
DIN 862
im Etui
Vernier caliper with round depth gauge
with round depth bar
made of stainless steel
satin chrome fi nished, hardened
4-way measurements
backside with screw table
DIN 862
in case
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