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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 links
- 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.