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If this doesn't mesmerize you, nothing ever will 😯 This piece uses parametric Fourier curves, phase offsets, harmonic motion and even-triggered mapping to turn geometry into music. **this is part of an ongoing project and the code is not available to subscribers

23,180 次观看 • 5 天前 •via X (Twitter)

10 条评论

Mathelirium 的头像
Mathelirium5 天前

😅

Akki 的头像
Akki5 天前

Fourier and parametric in one sentence 😍

Brick House 的头像
Brick House5 天前

Looks like the outline of a black hole.

Larry Panozzo 的头像
Larry Panozzo5 天前

Oh man you're reminding me of the many stable 3-body-problem orbits. People have made cool visualizations in 2D, but I haven't seen any awesome ones...in 3D... 👀 NRHOs Lyapunov Kozai-Lidov Resonance

Fito Prolog 的头像
Fito Prolog5 天前

I always wonder what happened to this ML approach

rmrfxyz 的头像
rmrfxyz5 天前

A bit like the marble machine but scalable :)

Grand Meme Strategist 的头像
Grand Meme Strategist5 天前

I like it, check my zeta explorer (advanced for L-f) There is bunch of movement to mount sounds into as well. You can use multiple subpacket axes paths as well, I believe up to 15 currently. Hearing the zeta or L-functions could be interesting indeed.

вяεzια тσмsση 的头像
вяεzια тσмsση5 天前

@grok - MAKE IT MUSICAL!

Mauro D'Adamo 的头像
Mauro D'Adamo5 天前

👍👍👍

Stephen Prewitt 的头像
Stephen Prewitt5 天前

A variety of these could be included in a TV screensaver app, like one I have that lets me choose between a variety of crackling fireplaces.

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