Natural Rattan Shoe Cabinet with 4-Tier Shoe Rack Storage Cabinet

Organize your shoes in style with this Natural Rattan Shoe Cabinet featuring a 4-Tier Shoe Rack Storage Cabinet. Made with natural rattan and particle board, this free-standing cabinet has an estimated load capacity of 66 pounds and is designed with adjustable shelves for optimizing your storage structure.

• Adopt symmetrical semicircular pattern design, presenting a balanced and stable visual effect
• Use natural rattan as the element of the drawer panel, which is environmentally friendly, insect-proof, and beautiful. It is quite different from plastic rattan. The semi-circular arc also uses rattan edge, which complements the woven rattan surface
• The glass mirror is nearly as tall as an adult, with a large display area, which is convenient for viewing the wearing effect
• The overall cabinet body adopts log color, which brings a warm and natural visual experience, and can be well matched with multiple scenes such as bedrooms and living rooms
• The left cabinet door adopts a double-layer design, which can accommodate more shoes
• There are adjustable shelves with multiple gears built in on the right side, which is convenient for optimizing the storage structure
• There are two holes on each layer on the left back for ventilation
• There are 3 hinges with fine-tuning function on the back of the mirror for easy adjustment
• Comes with foot pads to prevent scratches on the bottom plate
• The product is relatively high. It is recommended to assemble the attached anti-dumping device to prevent the product from being dumped and causing harm to children and the elderly as much as possible
• There are many parts in the product, it is recommended to be assembled by 2-3 people
• Do not place it in a humid environment for a long time

Tips: Our products use non-plastic rattan or other artificial rattan. Due to the natural characteristics of rattan skin, it is difficult to be completely consistent due to the influence of different origins and seasons, which is not a quality problem.