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- Artikel-Nr.: MCO16-01006002
Dreipunkt/Fünfpunkt-Messschieber/Schieblehre zum Messen von 3- oder 5-schneidigen... mehr
Produktinformationen "Dreipunkt/Fünfpunkt-Messschieber/Schieblehre"
Dreipunkt/Fünfpunkt-Messschieber/Schieblehre
zum Messen von 3- oder 5-schneidigen Werkzeugen
aus rostfreiem Stahl
Ablesung 0,05 mm
mattverchromt, gehärtet
im Etui
3-point vernier caliper/ 5-point vernier caliper
for measuring of three or five edges tools
made of stainless steel
reading 0.05 mm
satin chrome finished,
throughout hardened
in case
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)
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)
zum Messen von 3- oder 5-schneidigen Werkzeugen
aus rostfreiem Stahl
Ablesung 0,05 mm
mattverchromt, gehärtet
im Etui
3-point vernier caliper/ 5-point vernier caliper
for measuring of three or five edges tools
made of stainless steel
reading 0.05 mm
satin chrome finished,
throughout hardened
in case
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