Inversive Geometry VII: Spider Eyes

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rings
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2
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5
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7
circles per ring
4
6
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12
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inverse
This Demonstration shows an arrangement of rings of circles that you can change. Clicking the inverse button gives you control of two red locators. These locators define a circle and the pattern that emerges ("spider eyes") corresponds to the inversion of the initial arrangement of circular rings onto the circle controlled by the locators.

External Links

Inversion (Wolfram MathWorld)

Permanent Citation

Jaime Rangel-Mondragon
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​"Inversive Geometry VII: Spider Eyes"​
​http://demonstrations.wolfram.com/InversiveGeometryVIISpiderEyes/​
​Wolfram Demonstrations Project​
​Published: March 7, 2011