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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 Satteldach
- Die Konstruktion besteht aus geschlossenen verzinkten 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.