Texture Mapping extension


RE: Texture Mapping extension
#92
I found a way to keep the triangles when calculating texcoords and now it all looks correct (or at least matches your screenshots):

[img]data:image/png;base64,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[/img]

I think calculating texcoords in the pixel shader would get around the edge cases, but that may be more expensive.
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Messages In This Thread
Re: Texture Mapping extension - by Tim Gould - 2012-04-14, 22:08
Re: Texture Mapping extension - by Tim Gould - 2012-11-15, 22:51
RE: Texture Mapping extension - by Leonardo Zide - 2018-01-29, 20:01
Re: Texture Mapping extension - by Tim Gould - 2012-11-30, 21:55

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