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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.