![](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 Satteldach
- 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.