Delphi Lyra Satin White 600mm 2-Door Floor Standing Waterproof Vanity Unit with Basin
The 600mm two-door Lyra offers the collection's biggest cupboard: a full-width, shelf-divided space behind twin doors that swallows spare towels and bulk buys as easily as everyday toiletries. The doors carry the range's signature vertical fluting for an art-deco feel, opened by finger-pull handles mounted on their top edges, and the cabinet's 100% waterproof polyurea and PVC construction means everyday humidity and temperature swings cannot warp or delaminate it.
It is crowned by a modern thin-edge ceramic basin - the slim rim gives a noticeably larger bowl than a standard 600mm basin, ideal for a family bathroom, with a ledge at the back for the tap. Satin White as standard keeps this modern take on a traditional archetype easy to match.
Bundle Contents
- 1 x Delphi Lyra Satin White 600mm 2-Door Floor Standing Waterproof Vanity Unit
- 1 x Delphi Ceramic Thin-Edge Furniture Basin - 610mm Wide - 1 Tap Hole
- 2 x Delphi Finger Pull Furniture Handle - 150mm - Chrome
Product Features
- 600mm floor-standing vanity unit supplied with a thin-edge ceramic basin
- Two cupboard doors open onto a full-width interior with an internal shelf
- 100% waterproof polyurea and PVC construction - will not warp, swell or delaminate with bathroom temperature and moisture changes
- Vertically fluted door fronts give the unit an elegant art-deco feel
- Finger-pull handles at the top of each door highlight the vertical fluting
- Soft-closing hinges on both doors for quiet, controlled closing
- Finished in Satin White
- White vitreous china basin with a slim rim and extra-wide bowl for comfortable hand washing
- Single central tap hole suits a standard monobloc basin mixer, with an integrated overflow built into the basin
- Overall dimensions (unit plus basin): 610mm (W) x 395mm (D) x 850mm (H)
- 5-year manufacturer guarantee
Important Information
- Vanity unit and basin only - tap, waste, and trap are sold separately
- Requires a slotted basin waste due to the integrated overflow
