Monte Carlo 56 in. Vineyard Ceiling Fan - Roman Bronze
For a ceiling fan that's truly distinctive and really complements your traditional elegant style consider the Monte Carlo Vineyard Ceiling Fan. The grace Old World charm and exquisite detail of this fan makes it ideal for any room in your home. Add all of this to the beauty and craftsmanship you expect from a Monte Carlo home accent piece and you have the perfect blend of form and function.The fan features five 52-inch blades and a high-performance triple-capacitor three-speed reversible motor. The motor measures 188 x 22mm and is precision-balanced with the blades for steady wobble-free operation. A 13-degree blade pitch offers maximum air circulation. A light kit featuring three 40-watt candelabra downlights and four 25-watt candelabra uplights is included as is a wall-mount remote with a reverse up-and-down light feature. The remote system allows you to easily control both the fan and light with a simple touch. The fan can be installed without the light kit with use of the included blank plate. For maximum versatility it features an extra-long 78-foot leadwire for high ceiling installation. Includes a lifetime warranty. UL- and C-UL-listed.About the Monte Carlo Fan CompanyFounded in 1996 as a division of Sea Gull Lighting Products LLC the Monte Carlo Fan Company works hard to present you with a huge variety of superior-quality ceiling fans. From traditional or understated to ornately decorative or uniquely modern these fans are both trend-inspired and timeless and are the perfect way to add comfort and style to your home's decor. Due in part to the efforts and design standards of the Monte Carlo team ceiling fans have become indispensable additions to home decor. Transform your room with ease by adding a ceiling fan. Or update your existing fan with the addition of Monte Carlo lighting kits or glass shades. The Monte Carlo Fan Company has a reputation that's built on a long history of bringing you the best. When it comes to ceiling fans Monte Carlo is ahead of the curve.