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)
![](/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
- Doppelgarage 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.
![](/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.