White Domino Knuckles Falling in a Row 3d model

cgstudio

White Domino Tiles Falling in a Row is an impressive domino effect demonstration. A chain reaction (domino effect) occurs when one event triggers a series of similar events. It's often used as an analogy to a row of falling dominoes, which are rectangular tiles used in the tile-based game dominoes. For educational projects and documentaries on mathematical or physical science principles, White Domino Tiles Falling in a Row is a valuable resource. This high-quality 3D model is perfect for rendering projects that require detail and realism. The fully textured design allows for close-up renders, and it was originally modeled in 3ds Max 2012 with V-Ray. Renders have no post-processing, giving you the most accurate representation of the domino tiles. You can easily modify all colors to suit your project's needs. Features include: * High-quality polygonal model accurately scaled for an authentic representation * Models are optimized for polygon efficiency, making them perfect for detailed renders * All colors can be easily modified to fit your project's style * Model is fully textured with materials applied and all textures mapped in every format * 3ds Max models are grouped for easy selection and objects are logically named for scene management File formats include: * 3ds Max 2012 V-Ray and standard materials scenes * OBJ (multi-format) * 3DS (multi-format) * Maya 2011 * Cinema 4D R14 * FBX (multi-format) Textures formats include: * 4.png (2048 x 2048) Our team at 3d Molier International has over a decade of experience in the field, allowing us to understand our clients' needs. Every model we build undergoes thorough quality assessment to ensure it looks realistic and is of the best quality. Our models come with complete UVs and optimized topology, making it easy to alter geometry or textures if needed. Check out our other models by clicking on our user name to see our complete gallery. Price: $29.00 Date added: Jan 10, 2019 Last update: Jan 10, 2019 Product id: 5c3826be700ae0d9798b4567