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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 Satteldach
- 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.