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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.