![](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.