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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.