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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.