Start with a unit circle, then iteratively circumscribe a regular n-gon (n = 3, 4, 5, 6, ...) and another circle. The sequence of radii converges to the polygon circumscribing constant = 8.7000366... #math #geometrypic.twitter.com/ETS6zFylvF
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Mathematics Sorceror (sensory alchemist) at the Arctangent Transpetroglyphics Algra Laboratory (ATAL), I transmute mathematics into living rainbows.
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Start with a unit circle, then iteratively circumscribe a regular n-gon (n = 3, 4, 5, 6, ...) and another circle. The sequence of radii converges to the polygon circumscribing constant = 8.7000366... #math #geometrypic.twitter.com/ETS6zFylvF
Those are lattices in perspective... Lambert series, maybe. It also might be fun to see those rotating at pairwise irrational frequencies.
But then the animation loop would have to be infinite.
well, er, at that point, maybe responding to user input?
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