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RIDGID

RIDGID STANDARD préspofák V rendszerekhez (32kN)

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RIDGID Klub Slovensko
Bezplatná konzultácia technika
Individuálna cenová ponuka
Správa objednávok

Zaregistrujte sa a získajte nezáväznú konzultáciu a individuálnu cenovú ponuku na mieru. Pre B2B partnerov: splatnosť faktúr 30 dní, prednostný servis, osobný obchodník.

Doprava ZDARMA
Nad 150 € · GLS/DPD do 24h
24 mesiacov záruka
Plná + autorizovaný servis
100% originál
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30 dní vrátenie
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RIDGID STANDARD préspofák V re...
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RIDGID hordozható TRISTAND lán...
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RIDGID Hegesztősatuk
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RIDGID STANDARD préspofák V re...
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RIDGID hordozható TRISTAND lán...
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RIDGID Hegesztősatuk
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<p><strong>Standard préspofa sorozatok</strong><br> A standard préspofa sorozatokat a szerelvénygyártók bevonásával tervezték, hogy biztosított legyen a kompatibilitás. Minden RIDGID standard préspofa sorozat kompatibilis minden RIDGID standard présgép sorozattal RP 300, RP 330, RP 10-S, RP 340, RP 350, RP 351 és RP 352-XL).<br> <img alt="" 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"><br><a href="/hogyan-valasszunk-presgepet"><b style="color:red">Hogyan válasszunk présgépet?</b></a></p>

Technické parametre

Parametre čoskoro doplníme.

Súbory na stiahnutie

Manuály a datasheety čoskoro doplníme.

Hodnotenia

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Najčastejšie otázky pred nákupom

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Doprava a doručenie

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