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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
- Einzelgarage mit Pultdach - Gefälle nach hinten
- 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.