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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.