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Elementary Cellular Automaton

The elementary cellular automaton is a one-dimensional cellular automaton where a cell's new state is determined by the cell to the left, itself, and the cell to the right.

The rule field takes in an integer in 0-255, with each digit of the binary representation of the number representing the result of the binary representation of the number representing that state. This confusing representation is called the Wolfram Code.






Link to this automaton

PreviewRuleSetup TypeLink
22CenterClick to View
57CenterClick to View
73CenterClick to View
182CenterClick to View
110RightClick to View
73RandomClick to View
105RandomClick to View
106RandomClick to View
168RandomClick to View
182RandomClick to View
184RandomClick to View