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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.