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This is a learning project, implementing Griffeath’s cyclic cellular automaton on a 2D map.

The rules are simple :

• cells may evolve cycling through (n) states (4 by default).
• first state (0) is a “null” state by convention.
• a cell evolve to the next state when at least 3 of its neighbors are already
  on said next state.
• a cell that doesn’t evolve remains on the same state.

(for more information on cyclic cellular automatons visit wikipedia’s page on cellular automatons)