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0x669ef5d1…98d1·#21,109,177·0xaafda5e3…0d171b
Using a rect() loop to generate geometric or fluid light effects on gemstones, that's Dispersione.\nSome outputs have a glitch effect, combining the simulation of natural light with the digital world.\n\nCONTROLS\n On desktop: Press 's' or 'S' to save as PNG\n On mobile: Touch the screen to save as PNG\n\n*Loading may take a few seconds, depending on the output features and the user's machine*\n\nWritten in p5.js by @tendenzy, October, 2024.
0x669ef5d1…98d1·#21,095,062·0x0f00c98c…d0f5e1
Using a rect() loop to generate geometric or fluid light effects on gemstones, that's Dispersione.\n\nCONTROLS\n On desktop: Press 's' or 'S' to save as PNG\n On mobile: Touch the screen to save as PNG\n\n*Loading may take a few seconds, depending on the output features and the user's machine*\n\nWritten in p5.js by @tendenzy, October, 2024.
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