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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
- Garage 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.