Conway's Game of Life

*Sorry, Unity WebGL only supports C/C++ Multithreading

Conway's Game of Life is a cellular automaton, a mathematical game that simulates the evolution of cells on a grid. It was devised by mathematician John Conway in 1970 and has gained popularity due to its simplicity and ability to create complex patterns from straightforward rules. 

 Basics of the Game: 

•  Grid: The game is played on a grid of square cells, which can be thought of as a two-dimensional universe. 
•  Cells: Each cell can either be alive or dead. This state is determined by its surroundings and evolves over generations. 

Rules: 

The evolution of cells from one generation to the next is governed by simple rules

1.  Underpopulation: If a live cell has fewer than two live neighbors, it dies due to underpopulation. 
2.  Survival: If a live cell has two or three live neighbors, it survives to the next generation. 
3.  Overpopulation: If a live cell has more than three live neighbors, it dies due to overpopulation. 
4.  Reproduction: If a dead cell has exactly three live neighbors, it becomes a live cell due to reproduction.

How to play:

Use your right mouse to place a cell.