![](data:image/png;base64,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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.