![](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.