# Iconography for Elementary Cellular Automata Based on Radial Convergence Diagrams

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Consider a complete set of initial conditions for a finite elementary cellular automaton (ECA). This set can be indexed by integers using a Gray code or a binary to decimal conversion. During the ECA evolution, the set of such indices is mapped to itself, which can be illustrated with the help of radial convergence diagrams (RCD).

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Contributed by: Vitaliy Kaurov (May 2013)

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