Vase grounded tilted triangle with random triangle plates 3D print model

cgtrader

The 3D model is specifically designed to suit a wide range of applications including VR, real-time rendering, architectural interior scenes, and various forms of computer-generated visualizations and animations. This high-resolution 3D model has correct real-world proportions making it ideal for any kind of 3D printing project. Originally created using the latest version of 3ds Max in 2016, the 3D model can be easily exported to multiple formats ensuring seamless integration with various design tools and software applications. With its solid geometry object composition, this 3D model is optimized for subdivision and rendering to produce incredibly detailed visual results. Additionally, the 3D model has been extensively worked on by applying a Turbosmooth modifier with two iterations to achieve highly realistic textures and surfaces without the need for actual texture maps or materials. Furthermore, all elements are precisely positioned in the origin of the scene providing optimal efficiency during any design process or rendering operation. This particular 3D model was rendered using the latest Vray software and its default standard material settings to maintain a straightforward design approach with uncomplicated textures ensuring that it looks amazing across a broad spectrum of visual representations. One key thing to note about this high-resolution 3D print file is that the 3ds Max scene setup doesn't contain an illumination system. This makes modifying and fine-tuning your desired light conditions quite easy when working on further refining your visuals within any given 3D software. As far as physical dimensions go, for printing, you will be looking at dimensions of around 9,752cm by 10,443cm by 20,819cm. If there's ever a chance to make slight modifications or adjustments to the existing model design to suit your unique requirements just let us know and we'd be more than happy to work alongside you in bringing about those specific visual changes and adaptations.