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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.