![](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.