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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)
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Lieferzeit
Lieferzeit ca. 2-15 Werktage Bei Barbezahlung ist die Aufbau
(ohne Veraknkerung) im Preis!
Kostenlose Lieferung (innerhalb Deutschland).
*betrifft keine Inseln.
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Die Art der Konstruktion
- Einzelgarage mit Pultdach - Gefälle nach hinten
- 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
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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.
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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.