Conway's Game of Life

Conway's Game of Life

Created by mathematician John Conway in 1970, Conway's Game of Life is a fascinating cellular automaton simulation.

Game Mechanics

The game takes place on an infinite two-dimensional grid where each cell exists in one of two states: alive or dead. The grid evolves through generations with each cell's fate determined by its eight immediate neighbors (adjacent horizontally, vertically, or diagonally).

Evolution Rules

• Survival: Living cells with exactly 2 or 3 living neighbors survive to the next generation
• Birth: Dead cells with exactly 3 living neighbors come to life
• Death: In all other cases, cells die or remain dead

System Behavior

Conway meticulously tested numerous rule variations before selecting this particular balance point. These specific rules create an intriguing middle ground between:

• Patterns that die out too quickly
• Patterns that expand uncontrollably