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Mathematically Generated Art

Kharakov

Quantum Hot Dog
Joined
Aug 2, 2000
Messages
4,371
Location
OCCaUSA
Basic Beliefs
Don't step on mine.
I dabble in it. Some of it can be staggeringly beautiful, but not mine. :D

Post yours here.

First three are the same formula, altered slightly. By same formula, I mean they use the same basic generative framework, but have certain input values changed (slightly).

First demos the underlying structure (WTF?? the animated gif only shows up if you're logged into Google). Second has finer details. Third and 4th add a specific transform. All are fractal (potentially- with certain zooming rules followed).

VqMJuMiEjG9S_d6v_BHwzMLvrRZGERkRZsCf3Zviz1qhfV9lP79Bxu01WbzI38cfQgyrPKA9k5T2cZ7__msa3C1oj_Gbv754I93GMZv4BfBm7maXpJOhlZtHnKjP32pfJMnelh01GjYZatCIYEQ4PtofmCqT4CA4ZJ47scdDMlxI_-O4mLLCKd4cDkCmvy4I-Uo7sk_MtIqDx7bsumainUSupXSdCUhDNbX4yEGMYi8Ajy1bmjSZ8SI-3CwhknB4PZa0eBVMPBvnDIbRH_sKWGDlxMofGGmA2uJgfIhcotTHmTSlNkTfUlM7n81sJLYjdMeV6oss2c8AwhgiB8N2gT-IwLwVYCy_wvRCbZSxdIj4NNYTcNVHyCEqylFhZxWPqYL81AEiy23VvHGPR5eUaMU-apYvYOxzYIzp6hqbqriIn7EA5eClSXKugh32pd6b1cSdKvpFuFKL0VaZcdyn5uIEtrZ1ZuLYeSRqVno1ybLG6yt8aL8392mNVUAqyEOU2-7tCcj5scyCTu1edhG2LrQd5h_osZqTh49vTRcaLVxshXuW5SVwSe9jvMedK6DpJHrC_uCObiG2L1B8sfw5n6xwKKbZsRTUc4F3jtk=w480-h360-no
natural2-2.00027.jpeghenge1-2.jpg



A friend of mine says that one is creepy for some reason. I don't get it.

Here are some from another formula suite:

magiccactidemo1-7 small.jpgorchidian-19 small.jpgvines-11small.jpgmagiccactidemo1-6.0007small.jpg

Menger with polyfolds, smooth boxtiling, etc:

PLOjLs3lb-xiM2M_1-TPGY2C3fr7DeRYvlHlQnmVxRFyl75ayE2MAK1Orhh0PH-64ocnHaQpvvwBn7siE-fSj9sntNm0EzE4_0OTSGjPq_9vtu14s-tKumbeA7uw1EbujaMhTJraMFXX9-xwnkYNpXKPH5wmOlCDsXuFvwtQAoBKKo_wynOddZBFeYhFIi0Q91bW0VP8ovHbYAt4YzS6hsJ0DDhcftLDDF1nxGu9z5wvQKzB3psdDgUDTqDkdf60KqyqsgnecyvxaVvfmhrJ584uVgMlIF3NT7rfDWFjE54T0nbltaBb70dQfmTIoKdF3A-X6lyk5_motU1kA29qjOm1ZxlD0QFJjUCQn3TcL1iEi2D8B19iHwkz9xtIqfuFDmI3HC3m3TAQN6c4Aw-wfDyEmeUjDLI0Qgh4O6quBSJWnC3u4hpNPYSKh5TjsetAyl9KWSXm3wmpCRCsAlgThFGSY4gxgXLS7pkCNO1HrjIQMKafuecctHG-K9gUjNM4vxufQhn-efUmKjhH21hViqO1XJomzNA0ujaamoJLsE6ISSTTLbYx300NVhsV3blC7fNvaQOXTIOHyhPps_vIYIlr-A550JXC6_kZ_1g=s400
tIT8iV6k9-uNgWYSfjM7_oJdaKJfL2HzCTR1gMSNgqMWo5RT6B-dGWM1WcFsDOkbN64oLKLIwoigst9p_CjDi5SZzrAhudQcsTPtgKZbjzyAgmbxwilWnEzIQ02Hb9mWjFZLdoCfcuPso0J7bm0tVz7G72o9Ygbfkcdmr-1Zqf4Zd-aOaR_Q1z7EacLM0BoElSjmiIomOsQAdmkUQXTBvr-oWsDWbrPriMphZ3H32haGvSby7xsDwKgyySZ8KLXSjvn8KXCDkZsvfByg5yg3C-XRcOnKmF6hO-WB1ImlbOMqoL6J-hflSeFe64k0cHospPaFn2TTGrIjkVkNPG3GXORwLbcb60pWUxcLqCcRDGyOqSFeAs9cAmGnl4bOjvpa2pD_QkxLt8HXChgTje_iaGnbCQSPcFI3qePsRMkx5mAD-d7VyPwvbpxTREBSkmZzJSDuzzMlP5yLN831FTcRHVcvegKUdph2CL9d7x-4Jk9LaHI7a6l986MLXz4_rF-lRMY8l3irk2z-hyNRJTrdyGqnWZVHyqJlCFns81J4hxcPdEgpa3ve7HjLlTBJRUf54BCuZruIV_YadyY1b3DAaJeYt2LQtoVyWn2bJ5w=s400-no
 
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