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Title | Connect 4 |
Description | Optimal solution of a Connect 4 game:<ul><li>find the best move</li><li>play against an unbeatable |
Keywords | N/A |
WebSite | gamesolver.org |
Host IP | 172.67.170.227 |
Location | United States |
Site | Rank |
US$25,073,860
Last updated: 2023-04-26 21:23:48
gamesolver.org has Semrush global rank of 422,125. gamesolver.org has an estimated worth of US$ 25,073,860, based on its estimated Ads revenue. gamesolver.org receives approximately 2,893,138 unique visitors each day. Its web server is located in United States, with IP address 172.67.170.227. According to SiteAdvisor, gamesolver.org is safe to visit. |
Purchase/Sale Value | US$25,073,860 |
Daily Ads Revenue | US$23,146 |
Monthly Ads Revenue | US$694,354 |
Yearly Ads Revenue | US$8,332,237 |
Daily Unique Visitors | 192,876 |
Note: All traffic and earnings values are estimates. |
Host | Type | TTL | Data |
gamesolver.org. | A | 300 | IP: 172.67.170.227 |
gamesolver.org. | A | 300 | IP: 104.21.28.151 |
gamesolver.org. | AAAA | 300 | IPV6: 2606:4700:3033::ac43:aae3 |
gamesolver.org. | AAAA | 300 | IPV6: 2606:4700:3033::6815:1c97 |
gamesolver.org. | NS | 86400 | NS Record: zoe.ns.cloudflare.com. |
gamesolver.org. | NS | 86400 | NS Record: woz.ns.cloudflare.com. |
gamesolver.org. | MX | 300 | MX Record: 50 mx1.mail.ovh.net. |
gamesolver.org. | MX | 300 | MX Record: 10 mx0.mail.ovh.net. |
Connect 4 Solver Optimal solution of a Connect 4 game: find the best move play against an unbeatable A.I. en fr ru tr se pt es de zh it add your language about new back manual manual show solution Rules of the Game Connect Four (or Four in a Row ) is a two-player strategy game. Each player takes turns dropping a chip of his color into a column. The first player to align four chips wins. History The Connect 4 game is a solved strategy game: the first player (Red) has a winning strategy allowing him to always win. The game has been independently solved by James Dow Allen and Victor Allis in 1988. Connect 4 Solver This Connect 4 solver computes the exact outcome of any position assuming both players play perfectly. A score can be displayed for each playable column: winning moves have a positive score and losing moves have a negative score. The absolute value of the score gives you the number of moves before the end of the game. Hence the best moves have the highest scores. You can play |
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