Spaceship (cellular automaton)

Orthogonal spaceships in Conway's Game of Life of varying speeds (all which were known as of 2009, excluding the 17c/45 "caterpillar"). Note some spaceships “overtake” others due to speed differences.

In a cellular automaton, a finite pattern is called a spaceship if it reappears after a certain number of generations in the same orientation but in a different position. The smallest such number of generations is called the period of the spaceship.


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