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BOT PS-Greedy-Two-Move

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PS-Greedy-Two-Move is the first official PlayStrategy AI that can play all of the games on the site! It finds the best move looking at it's moves and the opponent's next move (two moves). The bot accepts casual and rated games with a time control of 3+2 or greater (must include increment). For Monster Chess, Go 19x19, and Go 13x13 it only looks one move ahead.

PlayStrategy

Member since 18 Nov 2022

Active

Game completion rate: 100%

Time spent playing: 377 days, 2 hours and 36 minutes

Time featured on TV: 126 days, 15 hours and 49 minutes

Activity114,026 games1
114,026
games55,685
rated46,489
wins64,922
losses2,615
draws1
playing
3+2 • Lines Of Action • Casual
BOT PS-Greedy-Two-Move
1420
dorothy170720
1188?
All checkers connected, Black is victorious
1. Lcc6 L5f7 2. Lxh6 L4f2 3. Lxh3 Le7 ... 14 turns
3+2 • Lines Of Action • Casual
dorothy170720
1188?
BOT PS-Greedy-Two-Move
1420
All checkers connected, White is victorious
1. Ldb3 L5c7 2. Lb4 Lxc1 3. Leg3 Lhxf1 ... 21 turns
3+2 • Lines Of Action • Casual
BOT PS-Greedy-Two-Move
1420
dorothy170720
1188?
All checkers connected, Black is victorious
1. Lgg3 L5f7 2. Lf6 Le7 3. Lxh6 Lf4 ... 13 turns
1.5 d/10 • Backgammon • Casual
BOT PS-Greedy-Two-Move
1291
dorothy170720
1500?
Black resigned a backgammon, White is victorious
1. 1/3,g2j2,e2f2,endturn 4/5,g1k1,a2e1,endturn 2. 3/6,l1f1,l1i1,endturn 1/5,l2k2,k2f2,endturn 3. 5/4
5+2 • Togyzqumalaq • Casual
Anonymous
BOT PS-Greedy-Two-Move
1863
Bastaushi resigned, Kostaushi is victorious
1. e1f2 e2d1 2. i1a2 i2b1 3. h1b2 h2e1 ... 31 turns
5+3 • Togyzqumalaq • Rated
BOT PS-Greedy-Two-Move
1847 +16
mbappe29
1897 −4
Kostaushi resigned, Bastaushi is victorious
1. h1c2 b2g1 2. i1a2 a2i2 3. a1h2 d2g1 ... 65 turns
3+5 • Amazons • Casual
BOT PS-Greedy-Two-Move
1306
Anonymous
Black time out, White is victorious
1. d1d7,P@i7 j7d1,P@d4 2. g1g8,P@a8 d10i5,P@i3 3. a4a5,P@h5 i5g3,P@h4 ... 23 turns
3+2 • Oware • Rated
BOT PS-Greedy-Two-Move
1145 +4
ChessCowboy
1219? −103
Game finished, South is victorious
1. f1c2 f2a2 2. b1f1 e2b1 3. f1f2 f2e2 ... 21 turns
Reconnecting