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Kieł obrotowy centrujący 60 st, Morse 3-80mm, DSx80 (60) B
Cena produktu: 243,90 zł (netto)
300,00 zł (brutto)
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Kieł obrotowy centrujący 60 st, Morse 3-80mm, DSx80 (60) B
Numer katalogowy DS3x80 (60) B
Producent DARMET
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Kieł obrotowy centrujący 60 st, Morse 3-80mm, DSx80 (60) B

Właściwości i zastosowanie:

  • Przeznaczony do obróbki elementów wydrążonych, rur, cylindrów itp.
  • Kąt stożka 60o, ścięte czoło
  • Kieł centrujący oraz chwyt stożkowy wykonany z wysokojakościowej stali stopowej

Dane techniczne:

 

Parametr Wartość Jedn. kieł centrujący
Stożek Morse 3
Kąt stożka (α) 60o
L 162 mm
L1 81 mm
D 80 mm
D1 23,825 mm
d 25 mm
Waga 2,1 kg


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Data dodania produktu: 11 październik 2010.
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INSERT INTO `usu_cache` (cache_name, cache_data, cache_date) VALUES ('1_usucache_cPath', 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', '2012-05-25 22:01:01')

[TEP STOP]