Abbildung ähnlich!
Platte
Tischplatte: 25 mm melaminharzbeschichtete dekorative Spanplatte in Dekor
Buche, Lichtgrau und Ahorn
Kantenmaterial
Kantenmaterial in 2 mm ABS mit 2 mm Rundung gem. DIN-FB 147 Punkt 3.2 .
Farbgebung Kantendekor:
Dekor Buche oder Multiplex zur Tischplatte Buche,
Dekor Blau oder Lichtgrau zur Tischplatte Lichtgrau.
Dekor Ahorn oder Multiplex zur Tischplatte Ahorn.
Höhenverstellung
Höheneinstellbarkeit stufenlos, 650 - 1300 mm
Verstellung mit Memoryfunktion für zwei Bediener möglich
(Bitte beiliegende Bedienungsanleitung beachten!)
Gestell
Stahlrohrgestell pulverbeschichtet
Farbgebung: RAL 9005 tiefschwarz / RAL 9006 weißaluminium
Stromversorgung
Die Zentraleinheit ist mit einer dreifach Systemsteckdose inkl. Zuleitung mit Stecker
für einen 230 V Anschluss ausgestattet.
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)
- Breite:
- 2390 mm
- Tiefe:
- 2190 mm
- Höheneinstellung:
- min. 650 mm - max. 1300 mm