Capel Rugs Loire Gold / Burgundy Wool Rug Size: 3′ x 5′
Capel Rugs Loire Gold / Burgundy Wool Rug Size: 3′ x 5′Featuring a lush, heavyweight texture, the area rugs in the Loire collection are much like a knit sweater. These rugs consist of a naturally colored border pattern that is congruent with today’s most popular styles of decor. Each area rug from the Loire collection is made of 100% pure New Zealand wool with overtwist yarns and backed with cotton twill to lock in yarns for durability. Note: It is recommended that this rug is professionally cleaned. Features: -Hand tufted in India using 100% New Zealand wool -Cotton twill backing -No fringe -46,000 yarn points per square foot -Available in the following sizes: 3′ x 5′, 5′ x 8′, 7′ x 9′, 8′ x 11′, Runner 2′3″ x 8′ Note: Please be aware that actual colors may vary from those shown on your screen. Accent rugs may also not show the entire pattern that the corresponding area rugs have. Additionally, rugs 8′ x 10′ and larger may ship Truck Freight. About Capel Rugs Today, 80 years after stitching that first rug, Capel has become America’s largest manufacturer and importer of area rugs. Capel’s Woven-Flatwoven Collection embodies an incredible diversity of handmade and machine-woven rugs made in America, Europe and the Far East. Thanks to modern technology, many of the classic oriental rug designs are being preserved in beautiful machine woven reproductions from Europe. Capel’s Hand Hooked Collection features an exciting array of designs. Hand knotted rugs from India and China display a devotion to quality, earning Capel its outstanding reputation as a source for only the finest area rugs. The threads of the old “Gee-Haw Plowlines” remain the foundation of Capel, the most successful and diversified organization in the rug business. A member of the Capel family oversees each area of operation. This personal dedication to quality and value is the cornerstone of the Capel heritage. It has been more than 80 years since the days of the old “Gee-Haw” plowlines, and Capel is far from the end of its rope.













