n=19019=7x11x13x19. Based on unique-prime-factorization theorem, it iteratively fragments polygons in n tiles, coloring them in HSI space. This number is made by 4 primes producing a special symmetry. I created a one-to-one correspondence n - image - only one #NFT | Made in @ProcessingOrg /python | TW, IG, OpenSea: by @Leonardo5mARTh
Polygon unique-prime-factorization n=10005 outstanding artistic composition
Amazing depth in Polygon unique-prime-factorization n=10005
Polygon unique-prime-factorization n=19019=7x11x13x19 a truly artistic wonder
Human Computing.Broken is visually breathtaking!
Yellow Salvation just perfect in design
The voting system here is pretty innovative. It’s like staking for your favorite Polygon unique-prime-factorization n=10005.
The community discussions here are so insightful.
Neon Nova very artistically appealing
Nilaj Ombreloj, truly remarkable!
There’s a lot of discussion around King. I might reconsider my vote.
Excellent execution in Neon Nova
Polygon unique-prime-factorization n=19019=7x11x13x19 quite fascinating details
King – innovative and unique.
Human Computing.Broken so expressive
Wow Gato goloso is truly stunning!
King is captivating
Nilaj Ombreloj clear and elegant execution
Human Computing.Broken visually compelling
Neon Nova so thought-provoking
Beary Odd Friends #88 is beyond amazing!