Oxford Garden 101314899/214212199 Round Classic Dining Set

Oxford Garden 101314899/214212199 This simple yet classic dinig set allows you to enjoy every meal on your deck or porch. With a mortise and tenon joinery, strong and durable shorea wood, a well-designed structure and unyielding comfort, this dining set will hold up to everyday use while adding to the comfort and enjoyment to your next dinner party. Features: -Includes 4 Classic Armchairs and 48″ Round Dining Table -Optional cushions avaialible – The slatted top with octagonal banding gives our round dining table a sophisticated, graceful styling, and the round design offers optimal seating versatility -The table features a 4 leg pedestal, and will accommodate up to five Arm Chairs or up to six Side Chairs -A knockout umbrella hole is included -Suitable for commercial and residential use -Shipped knocked down, with easy assembly required Dimensions & Sepcifications: -Table: 29″ H x 47.25″ W x 47.25″ D -Chairs: 35″ H x 23″ L x 26.5″ D – Please Note: All fabrics besides Natural, Hunter, and Navy are a special order and require an additional lead time of 6-8 weeks About Oxford Garden Designs and Shorea Inspired by the timeless design of traditional English garden benches, Oxford Garden Designs offers exceptional value in outdoor wood furniture. Each piece is elegant yet affordable and will give your customer years comfort, satisfaction and value in wood furniture. Benches, armchairs, dining and patio tables, and planters are all superbly built using mortise and tenon construction. Made of shorea, a dense and durable hardwood, Oxford products require no maintenance and are affordable, reasonably priced wood collections. Shorea weathers to a beautiful warm gray or the natural wood tone can be maintained with teak oil. All furniture is crafted of 100% shorea. Products ship partially assembled for ease of shipment, assembly and storage. Oxford Garden Warranty Oxford Gardens offers a one year warranty against failure, provided the furniture is assembled correctly and is su
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