Tool
Sonify the attractor
Use your ears to feel the chaos. Each attractor's time series drives a Web Audio oscillator: frequency and amplitude track the normalised value. Headphones recommended.
Sonification
The chaotic time series x(t) is normalised to [0, 1] and mapped to frequency (±1 octave around the base) and amplitude. The result is an audio rendering of the attractor: the Lorenz butterfly becomes a whoosh-and-flutter; the logistic at r = 4 sounds like coloured noise; the Rössler attractor has a slower, more rhythmic feel.
Requires Web Audio API (works in modern desktop & mobile browsers). Use headphones for the full effect.
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