![](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.