The name of the collection, Nudo, refers to the knots found in wood in its natural state. The legs replicate the sinews of a tree-trunk, as if they were branches, thanks to painstaking lathing and carving. This is one of the Nudo tables’ most characteristic features.
Asymmetry is another hallmark. The asymmetry is generated by the various heights of the cross beams which structure the dining tables, and by the three legs of the small round tables.
Asymmetrical combinations poised in perfect balance.
The name of the collection, Nudo, refers to the knots found in wood in its natural state. The legs replicate the sinews of a tree-trunk, as if they were branches, thanks to painstaking lathing and carving. This is one of the Nudo tables’ most characteristic features.
Asymmetry is another hallmark. The asymmetry is generated by the various heights of the cross beams which structure the dining tables, and by the three legs of the small round tables.
Asymmetrical combinations poised in perfect balance.
The name of the collection, Nudo, refers to the knots found in wood in its natural state. The legs replicate the sinews of a tree-trunk, as if they were branches, thanks to painstaking lathing and carving. This is one of the Nudo tables’ most characteristic features.
Asymmetry is another hallmark. The asymmetry is generated by the various heights of the cross beams which structure the dining tables, and by the three legs of the small round tables.
Asymmetrical combinations poised in perfect balance
- See more at: http://www.hgfs.com.au/Tables/dining-tables/Nudo-Tables-Sancal#sthash.dIOyudWR.dpufThe name of the collection, Nudo, refers to the knots found in wood in its natural state. The legs replicate the sinews of a tree-trunk, as if they were branches, thanks to painstaking lathing and carving. This is one of the Nudo tables’ most characteristic features.
Asymmetry is another hallmark. The asymmetry is generated by the various heights of the cross beams which structure the dining tables, and by the three legs of the small round tables.
Asymmetrical combinations poised in perfect balance