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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 Satteldach
- Die Konstruktion besteht aus geschlossenen verzinkten 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
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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.
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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.