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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.