Conway's Game of Life Cellular Automaton Simulator
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Conway's Game of Life Cellular Automaton Simulator

Explore emergent complexity through John Conway's mathematical zero-player game. Draw initial cellular seeds, adjust tick speeds, and watch oscillators, gliders, and stable colonies evolve.

Related keywords:#cellular automaton simulator#game of life canvas#zero player math simulation

Key Capabilities & Use Cases

Mathematical Exploration

Study deterministic chaos and cellular emergence governed by just four simple neighborhood rules.

Algorithm & Simulation Education

Visual aid for computer science students learning 2D matrix grids, generational loops, and state machines.

Interactive Generative Art

Draw custom seed configurations, experiment with glider guns, and observe complex spatial evolutions.

How to Use & Shortcuts

Click & DragSpawn or erase living cells
SpacebarPause / resume evolution loop
CClear entire board

Frequently Asked Questions (FAQ)

What are the rules of Conway's Game of Life?
1. Any live cell with 2 or 3 live neighbors survives. 2. Any dead cell with exactly 3 live neighbors becomes a live cell. 3. All other live cells die from underpopulation or overpopulation.
Why is it called a zero-player game?
Because its evolution is determined entirely by its initial seed state without needing ongoing player intervention.
Open Source Provenance & License
MIT License
AuthorJohn Conway & Open Source Contributors
Upstream SourceOfficial Source & Docs
Inspect SourceRaw Standalone HTML
Compliant with upstream open-source licensing. Sandboxed and hosted on Pagepod.iframe sandbox="allow-scripts..."

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