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)
Bei einem Warenwert über 3000,00€ bitten wir um Überweisung und Aushändigung der Überweisungsbestätigung an die Monteure.
![](/images/wwpdzel.jpg)
Farbe
Auf Wunsch des Kunden kann die Garage mit den Farben aus unserer RAL Palette bestrichen werden:
![](/images/paleta-poprawiona.png)
![](/images/wwdostawa.png)
Lieferzeit
Lieferzeit ca. 2-15 Werktage Bei Barbezahlung ist die Aufbau
(ohne Veraknkerung) im Preis!
Kostenlose Lieferung (innerhalb Deutschland).
*betrifft keine Inseln.
![](/images/wwart.png)
Die Art der Konstruktion
- Doppelgarage mit Pultdach - Gefälle nach links
- Die Konstruktion besteht aus geschlossenen grundierten Vierkantprofilen - 30x50x1,5 mm.
Alternativ ist diese auch verzinkt zu erwerben (gg. Aufpreis)
- In die Konstruktion wird ein verzinktes Trapezblech (auf den Wänden -T7, auf dem Dach T-14) vernietet.
Die Blechelemente haben eine Stärke von 0,4mm
![](/images/wwnarzedzia.png)
Untergrund
Vor der Montage ist jeder Kunde verpflichtet den Untergrund, auf dem die Garage befestigt bleibt, vorzubereiten.
Die Ankerung der Garage muss sofort nach ihrer Montage ausgeführt werden.
Der Kunde befestigt eine Garage selbst.
![](/images/wwcegly.png)
Die Bodenparameter
Der Boden soll minimal um 10 cm breiter als die Garage sein
(nur wenn wi sie an einen Zaun oder eine Wand zustellen ist das nicht erforderlich.).
Die weiteren Parameter ergeben:
- die Stärke der Betonelementen Minimum 10cm
- allgemeines, das sich im niedrigstem Punkt 5cm über dem Boden befindet,
- die Auffahrt mit der 5% Steigung (5cm auf 1m).
1. Die Betonplatte- muss min. 10 cm breiter als die Garage sein, um sie frei einzubauen.
Die Dicke des Betons liegt bei min. 10cm.
2. Streifenfundament- man muss eine Platte mit der Breite 10-20 cm vorbereiten, dessen Außenabmessungen
um 10 cm breiter 10 cm als die Garage sind.
3. Betonpunkte ca. 20x20x30 cm- Bei Einzelgaragen in allen Ecken und in der Mitte der längeren Wand.
Bei Doppelgaragen (oder mehr) in allen Ecken und in der Mitte der Wände.