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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.