DOPRAVA ZDARMA nad 150 € bez DPH

RIDGID Gyémántfúró No. RB-3W fúrórendszer; Ø 162 mm

SKU: akcia
0,00 Ft
Cena s DPH
Skladom
|
Objednajte do 14:00 a expedujeme dnes

Chcete mať istotu pri výbere?

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
Priamy dovoz od výrobcu
30 dní vrátenie
Bez udania dôvodu
Potrebujete poradiť?
Napíšte nám
Kontakt
Porovnanie produktov

Vyberte si vhodný produkt

Vlastnosť Tento
RIDGID Gyémántfúró No. RB-3W f...
0,00 Ft
DYTRON - Műanyag csövek hegesz...
0,00 Ft
DYTRON - Műanyag csövek hegesz...
0,00 Ft
Hodnotenie ★★★★★
0 recenzií
★★★★★ ★★★★★
Skladom
Pozrieť detail → Pozrieť detail →
Často kupované spolu

Doplňte si k tomuto produktu

Kombinácia, ktorú zákazníci najčastejšie volia spolu.

RIDGID Gyémántfúró No. RB-3W f...
0,00 Ft
+
DYTRON - Műanyag csövek hegesz...
0,00 Ft
+
DYTRON - Műanyag csövek hegesz...
0,00 Ft
Cena samostatne 0,00 Ft
Cena balíčka 0,00 Ft
Ušetríte 0,00 Ft
<center><h2><strong style="color: inherit; background-color: rgb(255, 255, 0);">ÉRTÉKESÍTÉS LEZÁRVA!</strong></h2><span style="color: rgb(57, 132, 198);"><a href="/elerhetoseg" target="" style="text-decoration-line: underline;">A pótgépet az Ön igényei szerint bebiztosítjuk Önnek. Vegye fel velünk a kapcsolatot!</a><br></span></center><p><strong>RIDGID Gyémántfúró No. RB-3W fúrórendszer</strong><br><strong>Rendszer jellemzők</strong><br>1. Kombinált alap vákuumos vagy horgonyos rögzítéshez.<br>2. Négy beállító csavar a merőleges fúráshoz.<br>3. Két támasztó kar az extra keménységhez.<br>4. Beépített vízmértékek.<br>5. Csavarásnak ellenálló alumínium oszlop 45˚-ig terjedő fúráshoz.<br>6. Emelőcsavar a mennyezethez való rögzítéshez.<br>7. Motoros meghajtás integrált olajszivattyúval a folyamatos kenéshez.<br>8. Külső vízadagolás nedves fúráshoz.<br>9. Furatközpont jelző a pontos fúráshoz.<br><strong>Opcionális berendezés: </strong><br>10. Vákuumtömlő (Kat. No. 51447).<br>11. Vákuumszivattyú az alap rögzítéséhez (Kat. No. 27471).<br>12. Víznyomó tartály (Kat. No. 61726).<br><img alt="" src="data:image/png;base64,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" style="height:178px; width:771px"></p><br><img src="/image/data/nove/ridgid/produkt/ridgid-jadrova-vrtacka-z-coho-sa-sklada-34511.jpg" style="img-responsive">

Technické parametre

Parametre čoskoro doplníme.

Súbory na stiahnutie

Manuály a datasheety čoskoro doplníme.

Hodnotenia

Tento produkt zatiaľ nemá recenzie. Buďte prvý!

Najčastejšie otázky pred nákupom

Žiadne otázky zatiaľ neboli položené. Napíšte nám.

Doprava a doručenie

Možnosti dopravy nájdete v košíku.
Mohlo by sa hodiť

Podobné produkty

Všetky Apák napja AKCIÓ →

Naposledy prezerané

Tu sa zobrazia produkty, ktoré ste si nedávno pozreli.
RIDGID Gyémántfúró No. RB-3W fúrórendsze...
0,00 Ft · Skladom