Graphics

Computer graphics tools maker Foundry have announced the termination of their long running 3D modelling application Modo with Modo 1.7 release

Modo Is Being Shutdown

Foundry, the makers of computer graphics software like the NUKE family, MARI, KATANA and more have announced they are shutting down Modo with the upcoming release of Modo 17.1. Modo is a long running 3D modelling application that was first formed in 2001 by several senior Lightwave developers. Foundary made

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Marmoset have just released Marmoset Toolbag 5, a toolkit for rendering, baking, texturing and increasingly a Substance Painter alternative

Marmoset Toolbag 5 Released

Coming 4 years after the previous release Marmoset have just released Marmoset Toolbag 5. This is a Swiss army tool for 3D artists for baking, texturing and rendering. Marmoset is available for Windows and MacOS with a 30 day fully functional trial available (email address required). New features of Marmoset

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Popular open source vector graphics application Inkscape (Adobe Illustrator/Affinity Designer alternative) has released Inkscape 1.4.

Inkscape 1.4 Released

The popular open source Adobe Illustrator/Affinity Designer alternative Inkscape, just released Inkscape 1.4. The vector graphics application, available on Windows, Mac and Linux, just received several new features. Highlight new features of the Inkscape 1.4 release include: Key Links Inkscape Homepage Inkscape 1.4 Blog Inkscape 1.4 Release Notes You can

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Signed Distance Fields or Functions (SDF) is a new-ish approach in computer graphics now being seen in more and more 3D applications.

SDF – The Future of 3D Modelling

SDF, Signed Distance Fields or Signed Distance Functions are a relatively new approach to computer graphics. Described on Wikipedia as: Let Ω be a subset of a metric space X with metric d, and ∂Ω be its boundary. The distance between a point x of X and the subset ∂Ω of X is defined as usual asd(x,∂Ω)=infy∈∂Ωd(x,y), where inf denotes the infimum. The signed distance function from a point x of X to Ω is defined byf(x)={d(x,∂Ω)if x∈Ω−d(x,∂Ω)if x∉Ω. In much simpler terms,

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