Westminster Small Rattan Dog Cage and Indoor Dog Kennel - Our beautifully designed Synthetic Rattan Dog Cages are classy and stylish, yet fully functional. The wicker style looks great in any home and is sure to complement your decor. Providing your dog with a comfortable home, and satisfying your dog's natural instincts to relax in a den, this wicker style Dog Crate is a great place for your dog to relax and release stress. High quality materials also make this a long-lasting crate that will stand up to wear and tear. Buy a wicker style Dog Crate today and your dog will thank you for years, this versatile Dog Cage can also be used to transport pets in the car and is ideal for visits to the vets as a pet carrier.

Small Rattan Dog Cage Dimensions - Length 24"(61cm) x Width 17"(44cm) x Height 20"(51cm)- all measurements are approximate.

• Unique 2-way door opens in and out
• Strong Internal Epoxy Coated Steel Frame
• Comes in Tan & Natural Colours
• Synthetic Rattan won't absorb fluids or odours
• Easily cleaned with soap and water
• Elevated base and feet protect floors
• Tough Plastic tray is easily removed
• Also use as transport cage in car

Wicker Dog Crates are rapidly becoming one of the most popular dog crates available. All Wicker Dog Cages are made of imitation Synthetic Wicker/Rattan for your dogs Safety. As with other Dog Cages, the wicker crates are easily cleaned.

A Wicker/Rattan Dog Cage will be many times more attractive than a standard Dog Cage. If you are looking for a beautiful dog cage to compliment your home, consider a Wicker/Rattan Dog Cage.

Important Notices Please Read Before ordering - The Rattan Dog Cages are not intended for puppies in chewing stage, chronic chewers, crate training or aggressive dogs. Also please make sure your pet with fit the appropriate size cage you have ordered.

Will your Pet fit this Carrier?:- to see if your pet will fit in the available floor area of this carrier, mark the measurements out on your floor with some Masking Tape and see if you pet will comfortly fit in the available space.