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How can three squares make a changing pattern with no player?

Place three live squares in a horizontal row on an otherwise empty grid. In Conway’s Game of Life, every cell updates from the previous generation at the same time: a dead cell is born with three live neighbors, and a live cell survives with two or three. The row becomes a column, then returns to a row, without a player choosing the moves.

3–7 min

Questions you could explore

  • Why would updating one square and immediately using its new state change the result?

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