Create Low Poly with "I ♥ ∆ "

by enmafia2 - 03-05-2015, 08:11 PM
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#1
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Posted: 03-05-2015, 08:11 PM
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Low Poly Art



Wikipedia.org:


Quote:Low poly is a polygon mesh in 3D computer graphics that has a relatively small number of polygons. Low poly meshes occur in real-time applications (e.g. games) and contrast with high poly meshes in animated movies and special effects of the same era. The term low poly is used in both a technical and a descriptive sense; the number of polygons in a mesh is an important factor to optimize for performance but can give an undesirable appearance to the resulting graphics.

Some examples of low poly:
[img]data:image/jpeg;base64,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[/img]
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[/img]
[img]300x400[/img]http://fc06.deviantart.net/fs70/f/2014/010/9/f/jaws_poly_fin_by_arthollo-d71nvfw.png[/img]


Maybe some of you might think this can take a lot of work, but now it isn't.
Use  "I ♥ ∆ ", a simple web-based tool that lets you convert bitmap images to the beautiful artworks. http://somestuff.ru/I




Download from here: goo.gl/d2xjI
And be sure to check out their website ;)

Love
-enmafia
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