RIDGID Láncos csőfogó
- Kedvezmény bejelentkezés vagy regisztráció után
- Ingyenes szállítás 50 000 HUF Áfa nélkül felett
- Garanciális és jótállás utáni szerviz
- Szaktanácsadás
Tanácsra van szüksége?
06 70 417 6555
RIDGID Láncos csőfogó
RIDGID Láncos csőfogó
• Tervezése és mérete szerint plusz erőt biztosít a legnehezebb munkákhoz.
• Az egyvégű 3215. típus kivételével minden típus kétvégű, megfordítható pofákkal rendelkezik.
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)
• Az egyvégű 3215. típus kivételével minden típus kétvégű, megfordítható pofákkal rendelkezik.