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03Pattern Whose Symmetry-Axis Count Comes From the Tooth Ratio

The petal count is computed from the greatest common divisor of the two tooth counts, so a new ratio resets the symmetry-axis count and the number of turns before the curve closes along with it.

Best forEducational demo that makes the math visible

PEN_RADIUS_RATIOAXIS_COUNTTURN_COUNT
Pattern Whose Symmetry-Axis Count Comes From the Tooth Ratio
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03 Pattern Whose Symmetry-Axis Count Comes From the Tooth Ratio — Measured area 59.435% · moving frames 23/23Original by GODRICH · SCSS and React ship in the zip · Spirograph Generator: 9 Gear-Ratio Curve Patterns

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Spirograph Generator: 9 Gear-Ratio Curve Patterns - preview of all 9 demosSpirograph Generator: 9 Gear-Ratio Curve PatternsWhen the two gear tooth counts share no common factor the curve closes, and the moment the ratio slips the sheet wanders See all demos in this post

If you like this effect - similar demos