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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 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.