Model's Description:
An Exhibition of Cats, Plants, & Art 3D Model.
Download An Exhibition of Cats in various files formats such as Wavefront Object format, Autodesk FBX, DirectX 9.0, Stereo Lithography and HTML5 JSON format.
Created with http://www.instamuseum.com
Original photos at https://www.instagram.com/hinxlinx
Tested out Instamuseum and completely customized my first virtual art gallery.
As you can see, my Instagram images are full of mundane pictures of my cat Vi, cat themed objects with backyard succulent plants, plus some art screenshots.
The music is a casually recording of mine years ago, called Dawn.
Note that I will update the images here and there so feel free to revisit! - An Exhibition of Cats, Plants, & Art - 3D model by hinxlinx 3D Model is ready to download for free, this model contains 1900 polygons.
Model's Description:
The Kiss 3D 3D Model.
Download The Kiss 3D in various files formats such as Wavefront Object format, Autodesk FBX, DirectX 9.0, Stereo Lithography and HTML5 JSON format.
This is a tribute to Austrian Symbolist painter Gustav Klimt (1862-1918), and one of his most iconic romantic painting, The Kiss (1907 - 1908).
The painting depicts a couple locked in intimacy, surrounded by shimmering, extravagant flat Art Nouveau styled pattern.
Trying to be faithful to the original painting while adding depth to push physical forms of the scene, to me it’s important to breath life to the lovers, to let them embrace each others for an eternity of passion. (Source information and image linked from Wikipedia and Österreichische Galerie Belvedere.)
- The Kiss 3D - 3D model by hinxlinx 3D Model is ready to download for free, this model contains 24565 polygons.
Model's Description:
Gustav Klimt 3D Model.
Download Gustav Klimt in various files formats such as Wavefront Object format, Autodesk FBX, DirectX 9.0, Stereo Lithography and HTML5 JSON format.
A take on a famous painting by Gustav Klimt depicting “The Austrian Mona Lisa” Adele Bloch-Bauer 3D Model is ready to download for free, this model contains 37220 polygons.
