![](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.