Accent your living room, bedroom or office with the clean lines and sophisticated style of the Lounge Chair and Ottoman Set. Framed with nailhead trim, the chair has square lines with petite arms and a tight back cushion. Really take comfort by putting your feet up on the ottoman relax for hours.
The 2325 Chair & Ottoman Set w/ Nailhead Trim, made by Mayo,
is brought to you by Pedigo Furniture. Pedigo Furniture is a local furniture store, serving the Livingston, Onalaska, Trinity, Coldspring, Corrigan, Huntsville, TX area. Product availability may vary.
Contact us for the most current availability on this product.
Available in a multitude of beautiful fabric and leather options. They also offer a COM fabric option (customer’s own material) for their upholstered items. These options give the consumer the ultimate in fabric choice. Only full, top grain leather hides are used in the leather program.
Petite Narrow Arms with Nailhead Trim
Tight Seat Back
Removable Cushion with Welt Cording
Leg or Skirt
Exposed Wood Tapered Legs
Leg / Base
Exposed Wood Leg
Construction & Warranty
Frames are constructed of 100% hardwood. Furniture grade hardwood plywood and solid hardwood boards are combined to produce quality frames. Frames are designed and cut by skilled technicians using state-of-the-art computer aided design system technology as well as the latest computer numerical controlled routing technology.
Featuring 8 gauge sinuous wire seat springs that are connected from side to side with spring steel wire for stability and lateral support.
Padding & Ergonomics
Only the highest quality seat cushion is used on Mayo products not only for a stylish appearance but long lasting comfort as well. Seat cushions use a 2.0 pound high density polyurethane foam that is fabricated inside factory to maintain the highest quality assurance standards. Some models feature plush foam with a softer 1.8 denisty seat foam.
Made In the USA
Construction & Materials
Available with nailhead trim in your choice of color or without nailhead trim through special order methods.