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)
Bei einem Warenwert über 3000,00€ bitten wir um Überweisung und Aushändigung der Überweisungsbestätigung an die Monteure.
![](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.