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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.