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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.