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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.