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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.