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Par Metafractals
Par Metafractals
This 3D fractal represents a zoom on an approximately self-similar part of the Tetrabrot. The halos represent the divergence layers to infinity. The colors tattooed on the picture are generated in conformity with the generalized Fatou-Julia Theorem in multicomplex spaces (Fractals, 17(3):241-255, 2009). I added a background that I generated with Frax Pro software. The merging with the background was made possible thanks to Pixelmator Pro software functions, and the lighting effect was added using Moldiv software. #NFT, #fractalNFT, #tetrabrot, #fractals, #mandelbrot, #bicomplex, #tricomplex, #metafractals
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Tetrabrot - Deep Zoom, No. 01
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Tetrabrot - Deep Zoom, No. 01
4 Propriété de
Metafractals
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view_module
4 Élémentsvisibility
161 vues- Prix unitairePrix unitaire USDQuantitéExpirationDe
- Prix unitairePrix unitaire USDQuantitéDifférence avec le prix plancherExpirationDe
Par Metafractals
Par Metafractals
This 3D fractal represents a zoom on an approximately self-similar part of the Tetrabrot. The halos represent the divergence layers to infinity. The colors tattooed on the picture are generated in conformity with the generalized Fatou-Julia Theorem in multicomplex spaces (Fractals, 17(3):241-255, 2009). I added a background that I generated with Frax Pro software. The merging with the background was made possible thanks to Pixelmator Pro software functions, and the lighting effect was added using Moldiv software. #NFT, #fractalNFT, #tetrabrot, #fractals, #mandelbrot, #bicomplex, #tricomplex, #metafractals
Adresse du contrat0x2953...4963
ID de jeton
Norme de jetonERC-1155
BlockchainPolygon
MétadonnéesCentralisées
Revenus de création
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