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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
- 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
![](/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.