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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.