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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 Pultdach - Gefälle nach rechts
- 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.
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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.