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)
![](https://www.ebayphotogallery.com/zdjecia/z1070/10707472/big/8.jpg?screen)
Farbe
Auf Wunsch des Kunden kann die Garage mit den Farben aus unserer RAL Palette bestrichen werden:
![](https://www.ebayphotogallery.com/zdjecia/z1070/10707472/big/2.jpg?screen)
![](https://www.ebayphotogallery.com/zdjecia/z1070/10707472/big/6.jpg?screen)
Lieferzeit
Lieferzeit ca. 2-15 Werktage Bei Barbezahlung ist die Aufbau
(ohne Veraknkerung) im Preis!
Kostenlose Lieferung (innerhalb Deutschland).
*betrifft keine Inseln.
![](https://www.ebayphotogallery.com/zdjecia/z1070/10707472/big/3.jpg?screen)
![](https://www.ebayphotogallery.com/zdjecia/z1070/10707472/big/4.jpg?screen)
Die Art der Konstruktion
- Konstruktion aus verzinkten Vierkantprofilen. Eine Konstruktion aus verzinkten Vierkantprofilen ist vor Korrosion geschützt.
- 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
![](https://www.ebayphotogallery.com/zdjecia/z1070/10707472/big/7.jpg?screen)
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.
![](https://www.ebayphotogallery.com/zdjecia/z1070/10707472/big/5.jpg?screen)
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.