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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.