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(x, 1) ~ (x + 1/2, 0) for x in [0, 1/2] (x, 1) ~ (x - 1/2, 0) for x in [1/2, 1] (1, y) ~ (0, y - 1/2) for y in [1/2, 1] (1, y) ~ (0, y + 1/2) for y in [0, 1/2] ... The Particular Mathematics used for this project: This was made using the ... What would orbiting a doughnut-shaped planet be like? Let's find out! You can support this channel once at ... This structure is inspired by flowers and the movement of water. Its movement describes a I'm only uploading this to YouTube because it's too big to convert into a gif to put on Medium. This path is what you'd get if you ... In this video I show how I developed a simple algorithm that allows us to
In this lesson, we're adding basic physics to our game by
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Simulation of a Geodesic on a TORUS in Python
Geodesics and Conjugate Loci on a Torus
Villarceau circles forming a torus (Python)
Villarceau circles forming a torus (Python)
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Last Updated: May 22, 2026
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