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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.