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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
![](/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.