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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.