Description

Elegant Camille Chair: Velvet & Wood - High-Quality 3D Model Download

Are you looking for a sleek and stylish addition to your 3D interior decor? Look no further than the Elegant Camille Chair, available for 3D design enthusiasts like you. With its exquisite design and attention to detail, this 3D model is a must-have for anyone seeking to elevate their 3D room design.

Materials and Dimensions

Made from the finest materials, the Camille Chair is constructed from birch and oak wood, ensuring durability and long-lasting quality. The luxurious touch of velvet upholstery adds an elegant and sophisticated touch to any 3D interior.

With dimensions of 31 H x 20 W x 17.75 D inches, this 3DS Max model is designed to perfectly fit into your 3D home design, giving you the opportunity to create a stunning and realistic 3D room design.

3D Model Download and Compatibility

The Elegant Camille Chair is available as a high-quality 3D model download. Compatible with software such as 3DS Max 2012, Vray 3.20.02, Corona, and more, this 3D model allows you to bring your creative visions to life. Whether you are a professional 3D designer or simply passionate about 3D interior design, this 3D model is perfect for your projects.

Additionally, the archive contains various file formats, including .obj, allowing for seamless integration into your preferred 3D design software. With this 3D model at your disposal, the possibilities for 3D room design and interior decor are endless.

Take Your 3D Interior Design to the Next Level

By adding the Elegant Camille Chair to your collection of 3D models, you are investing in both style and functionality. Whether you are creating virtual realistic renderings or working on an architectural project, this 3D model provides the perfect finishing touch.

Visit our website today to download this stunning 3D model and elevate your 3D interior decor. Don't miss out on the opportunity to bring a touch of elegance and sophistication to your 3D room design.

Quality

HQ

Colors

Render

Vray+Corona