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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.