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Lissajous

Parametric curves, cycling color.
Drag the sliders — see the math breathe.
Frequency A3
Frequency B2
Phase δ0.00π

How to Play

Lissajous curves are traced by a point whose horizontal and vertical positions each oscillate at different frequencies — the shape depends on their ratio and the phase between them.

x(t) = sin(A·t + δ)
y(t) = sin(B·t)

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