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Bruska Festool Planex LHS 2 225 EQI-Plus (575990)

Bruska Festool Planex  LHS 2 225 EQI-Plus (575990)
Cena bez DPH: 37.358,68Kč
Cena s DPH: 45.204,00Kč
Model: 575990
EAN: 4014549353585
Výrobce: FESTOOL
Dostupnost: na dotaz

Zapnout světlo. Stěna a strop jsou perfektní. Bruska PLANEX s LED světlem.

Nová generace brusek PLANEX přináší převratné změny v oblasti suchých staveb – s LED osvětlením a excentrickým pohybem. Kruhové led osvětlení funguje jako integrované kontrolní světlo a odhaluje nerovnosti již během broušení. Excentrický brusný pohyb přitom dosahuje vynikající kvality povrchu – bez jakýchkoli drahých dodělávek. Ergonomickou práci na stěně a na stropě zabezpečuje regulovatelné přisátí, variabilní pracovní délka a důmyslná rukojeť ve tvaru T – pro snadné vedení i při dlouho trvající práci.

  • Broušení s integrovaným světlem: kruhové LED osvětlení pro rozpoznání nerovností
  • Snadnější práce: regulovatelné přisátí pro odstranění zatížení paží a zad; PLANEX drží vlastní hmotnost na stěně nebo stropu
  • Individuální přizpůsobení: variabilní pracovní délka – lze namontovat až dvě prodloužení
  • Dosáhne výš při menší hmotnosti: ergonomická rukojeť ve tvaru T pro větší dosah při kratším nářadí
  • Dobře uklizeno: bezpečná a prostorově úsporná přeprava v Systaineru SYS3 XXL
  • Bezúdržbový a s dlouhou životností: bezuhlíkový motor EC je extrémně robustní, má dlouhou životnost a je bezúdržbový
  • Digitální rozšíření: spojení s aplikací Festool Work pro přídavné funkce, jako individuální ovládání kruhového LED osvětlení, a návody na ovládání nářadí a mnohé další
  • Excentrický brusný pohyb pro kvalitní povrch bez rýh
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Stěžejní oblasti použití

  • Broušení stropů a stěn
  • Broušení sádrokartonářského tmelu, sádrové omítky, disperzního tmelu

Rozsah dodávky:

  • prodloužení VL-LHS 2 225
  • spona na hadici SC-LHS 2 225
  • konektor na suchý zip KV-215 (5 ks)
  • balení 5 ks Granat P180
  • síťový kabel plug it (4 m)
  • brusný talíř Ø 220 mm vč. tlumicí podložky
  • v Systaineru SYS3 XXL 337
Společně s tímto zbožím doporučujeme zakoupit