DOPRAVA ZDARMA nad 150 € bez DPH
RIDGID

RIDGID STANDARD préspofák TH 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 TH r...
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RIDGID hordozható TRISTAND lán...
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RIDGID STANDARD préspofák TH r...
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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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