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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.