Conway's Game of Numbers

Conway's Game of Numbers is a mathematical simulation where a grid of cells evolves based on simple rules. Each cell can be either "on" (alive) or "off" (dead). At each step, the status of each cell depends on its neighbors: it survives, dies, or becomes alive. These rules lead to complex, often unpredictable patterns over time. It demonstrates how simple interactions can produce intricate outcomes, illustrating principles of emergent behavior and self-organization, and has applications in computer science, artificial life, and complex systems analysis.