
Photoreal · Capture
Mandeltorus
G4 on the minor comb. Its drum rings at 381.1 Hz.
The mandeltorus is a fractal: a shape whose small parts repeat the pattern of the whole, over and over, smaller and smaller.
- Shelf
- Photoreal
- Kind
- Capture
- Sound
- Yes
- Licenses
- CC BY 4.0, MIT, BSD
Its note
Splashery stretches a drumhead over this Splash's outline, twelve inches across, and finds the ways it can ring. Its lowest is 381.1 Hz, 49 cents flat of G4. The next fifteen are its overtones, and each one draws its own figure: sand gathers on the lines that stay still.

- 1381 Hz
- 2532 Hz
- 3655 Hz
- 4724 Hz
- 5756 Hz
- 6895 Hz
- 7915 Hz
- 8949 Hz
- 9992 Hz
- 101072 Hz
- 111098 Hz
- 121140 Hz
- 131177 Hz
- 141208 Hz
- 151235 Hz
- 161262 Hz
How to play
Tap it to spin its rings opposite ways.
About it
The mandeltorus is a fractal: a shape whose small parts repeat the pattern of the whole, over and over, smaller and smaller. It is a piece of math art, made by a computer from a formula related to the Mandelbrot set and bent into a ring, or torus.
Tap it and its rings turn opposite ways in bands with a cyan glow, then lock back into place. The mathematician Benoit Mandelbrot made up the word "fractal" in 1975; fractal patterns turn up in nature too, in ferns, coastlines and snowflakes.
Sources and credits
| Work | By | License |
|---|---|---|
| MandelTorus 4,12,8,1.5 (Spirula Studio)Converted, decimated, spherical harmonics removed, recentered and scaled. | harry7557558 | CC BY 4.0 |
Libraries
- MIT, BSD
- WebP codec (splat-transform, with libwebp)



