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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.