DIN Sprossenwand - 14 Sprossen - ohne Leefeld - CE -
Kompromisslose Sicherheit - nach DIN-Norm 7910! Aus Deutscher Manufaktur.
Die Premium Sprossenwände in Profiqualität nach DIN-Norm – Sprossen mit elliptischem Querschnitt für den sichern Griff!
Die Wangen sind aus verleimtem Kieferholz und daher verzugsfrei und äusserst stabil.
Jede Sprosse ist mit mind. 170 kg belastbar!
Bitte beachten Sie: Unsere Sprossen haben einen elliptischen (und keinen ovalen) Querschnitt was ein Optimum an Halt und Griff bietet.
Elliptische Formen sind einiges schwieriger und aufwändiger in der Herstellung als oval, insbes. elliptische Löcher in den Seitenwangen anzubringen erfordert einiges an technischem un handwerklichem know-how. Dieser hohe Standrad hat natürlich auch seine Auswirkung auf den Preis.!
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)
Technische Daten & Ausführung
- Masse (Höhe x Breite): 210 x 80 cm
- 14 Srossen ohne Leerfeld, 1. Sprosse vorversetzt
- Seitenwangen aus verleimtem Kieferholz, verzugsfrei
- Sprossen mit elliptischem Querschnitt aus Eschenholz / 170 kg belastbar
- Herkunftsland: Deutschland
- Garantie: 2 Jahre
Sprossenabstand & -Dimension:
- 14 cm von Oberkante zu Oberkante
- Sprossen-Zwischenraum (Unter-kannte bis nächste Oberkannte) 97 mm
- senkrechter Durchmesser einer Sprosse 43 mm
- Eschenholz
Befestigung - bitte beachten Sie:
Die mitgelieferten Dübel und Schrauben für die Wandmontage sind für Beton- und Backsteinwände.
Bei anderen Wänden sind auch andere Dübel erforderlich!
Montage?
Wir liefern die Sprossenwände zur Selbstmontage (selber Zusammenbauen) mit allen Schrauben und Winkeln, oder auf Wunsch (gegen Aufpreis) fertig zusammengebaut.
Die Lieferung und das Montieren bei Ihnen Vorort sind nicht im Preis inbegriffen. Lassen Sie sich von uns dafür eine sep. Offerte unterbreiten.