Animated Penrose tiling
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Is a high-quality, Free Software tool for creating stunning three-dimensional graphics. The source code is available for those wanting to do their own ports. To navigate about this site please use the navigation links at the top of this page. If you want to download POV-Ray, please visit our download page. To contact us, please use the address given at the bottom of our license page. You may also wish to read our privacy policy.
Is a high-quality, Free Software tool for creating stunning three-dimensional graphics. The source code is available for those wanting to do their own ports. To navigate about this site please use the navigation links at the top of this page. If you want to download POV-Ray, please visit our download page. To contact us, please use the address given at the bottom of our license page. You may also wish to read our privacy policy.
Is a high-quality, Free Software tool for creating stunning three-dimensional graphics. The source code is available for those wanting to do their own ports. To navigate about this site please use the navigation links at the top of this page. If you want to download POV-Ray, please visit our download page. To contact us, please use the address given at the bottom of our license page. You may also wish to read our privacy policy.
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Animated Penrose tilingDESCRIPTION
Is licensed under a Creative Commons Attribution-Noncommercial-Share Alike 3.0 Unported License. Darts and kites in the sky of mathematics. A 16 minutes animation on the celebrated Penrose tiling. With browsers supporting HTML5. Outline of the animation. Part 3 fractal tiles. The animation on youtube. Citations from the internet. Some javascripts realted to the Penrose tessellation A. Binetti, in italian. Download the source subversion. How you can help. Way to fill the plane, therefore there is n.PARSED CONTENT
The web page states the following, "Is licensed under a Creative Commons Attribution-Noncommercial-Share Alike 3." I saw that the web page also stated " Darts and kites in the sky of mathematics." They also said " A 16 minutes animation on the celebrated Penrose tiling. Some javascripts realted to the Penrose tessellation A. Way to fill the plane, therefore there is n."SEE SUBSEQUENT WEB SITES
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