60k Fourier harmonics draw the Stanford bunny @animations_ag
60k Fourier harmonics draw the Stanford bunny  @animations_ag
Uploaded July 2026 | Updated September 2026, 2 weeks ago
The surface of the Stanford bunny is drawn by 60 000 harmonics, i.e., 60 000 rods each rotating at a specific angular velocity in three dimensions, where the outermost rod apex traces a single wireframe of the object. Some retracing was necessary occasionally due to the geometrical complexity of the object.

Cool song made by @gpcbass today. It's called Move Around. He made the song in the mid-70s (never recorded), took it from memory and reproduced it like this.

3D model downloaded from Morgan McGuire's Computer Graphics Archive casual-effects.com/data

Visuals in Python/Blender/FFmpeg.
60k Fourier harmonics draw the Stanford bunnyGolden wireframe Fourier mooses accuracy-dependency on basis function countCardioid caustics in a quantum circle billiardA quantum Penrose unilluminable roomBalls of varying bounciness dropped on flat surfaceA matter wave in a spiral quantum waveguideMoose eigenfunctionsQuantum moose billiardGravity chaos in an odd three-body system | 8k60fpsMoose approximate piRelatively unpopular double pendulum animationQuantum Gaussian wave packet shot through a lens
Alexander Gustafsson |

60k Fourier harmonics draw the Stanford bunny

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