![](data:image/png;base64,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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.