Lizardy Loops: The Savvy Selection of Sinuous Sequences of Circular Sectors
Phil Webster

Proceedings of Bridges 2018: Mathematics, Art, Music, Architecture, Education, Culture
Pages 527–530
Short Papers

Abstract

This paper attempts to answer a simple question: how can one combine sequences of circular sectors of angle 2π/n to form closed loops? A number of methods for systematically creating symmetric and non-symmetric loops of such sectors will be explored. These sequences are beautiful in their own right, and can also be used as frameworks for the creation of more elaborate art pieces.

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