Conway's Game of Life

John Conway's Game of Life is not really a game at all, but is more of a simulation of life. It replicates the processes that all living organisms experience: birth, recreation and death. The rules are simple:

The simplicity of these rules shroud the immense depth of the cell sequences that can be produced. Whole communities of cells can sporadically flicker in and out of existance, some breaking off to form their own groups, some finding stable patterns that can never be broken. Three simple examples of possible cell outcomes are:

Oscillators - Patterns that recreate themselves indefinitely.
Game of Life - Spinner
Still Life - A group that remains static until influenced by another group.
Game of Life - Still Life
Gliders - A pattern which returns to it's initial state, despite movement.
Game of Life - Glider

The initial state of the Cells is called Pulsar, and it's origins can be found here.

Please feel free to play around with my version. Clicking on any cell will change it from dead to alive and back again. You can either step through a generation to see what happens, or run through the next 10 generations. Should your cells ever reach a stagnant point where life can neither be created or perish, the simulation will stop and you can alter the cells.

In Memory of John Conway FRS 1937 - 2020

To go back, click here.

To see some of my coding examples, click here.

To visit my website's homepage, click here.