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)
Bei einem Warenwert über 3000,00€ bitten wir um Überweisung und Aushändigung der Überweisungsbestätigung an die Monteure.
![](/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.