Toggle menu
Toggle preferences menu
Toggle personal menu
Not logged in
Your IP address will be publicly visible if you make any edits.
The main server is currently down. We are running on a backup server, so editing and search functionality are temporarily disabled. Please check back in a few hours.

GB Life: Difference between revisions

From GameBrew
Created page with "{{Infobox GB Homebrews |title=GB Life |image=gblife.png |description=A purely observational Conway's Game of Life demo. |author=Luc Van den Borre |lastupdated=1998/01/17 |type=Other Apps |version=2 |format=DMG-GBDK |license=Mixed |download=https://dlhb.gamebrew.org/gbhomebrews/gblife.7z |website=https://web.archive.org/web/20000815225059/http://vandenborre.org/old/ |source=gblife.7z |donation= }} {{#seo: |title= (Other Apps) - GameBrew |title_mode=append |image=gblife.pn..."
 
No edit summary
Line 11: Line 11:
|download=https://dlhb.gamebrew.org/gbhomebrews/gblife.7z
|download=https://dlhb.gamebrew.org/gbhomebrews/gblife.7z
|website=https://web.archive.org/web/20000815225059/http://vandenborre.org/old/
|website=https://web.archive.org/web/20000815225059/http://vandenborre.org/old/
|source=gblife.7z
|source=https://dlhb.gamebrew.org/gbhomebrews/gblife.7z
|donation=
|donation=
}}
}}

Revision as of 03:28, 10 September 2023

GB Life
General
AuthorLuc Van den Borre
TypeOther Apps
Version2
LicenseMixed
SystemDMG-GBDK
Last Updated1998/01/17
Links
Download
Website
Source

Written in C using the GBDK, this is a simple implementation of the classic cellular "game".

User guide

Conway's Game of Life is a cellular automaton devised by mathematician John Conway in 1970. It consists of a grid of cells, each in one of two states: alive or dead. The state of a cell evolves in discrete time steps based on simple rules.

A living cell survives if it has two or three living neighbors; otherwise, it dies due to underpopulation or overpopulation. A dead cell becomes alive if it has exactly three living neighbors.

In this demo, there is no gameplay or control; it is purely observational, allowing you to watch the patterns unfold.

Screenshots

gblife2.png gblife3.png

External links

Advertising: