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BOT PS-Random-Mover

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PS-Random-Mover is the first PlayStrategy bot which can play all games on the site and will play a random move each time. It currently accepts casual games with a time control.

Member since 16 Aug 2022

Active

Time spent playing: 21 days, 20 hours and 46 minutes

Time featured on TV: 8 days and 24 minutes

Activity22,132 games
22,132
games3,391
wins17,770
losses971
draws
3+2 • American/English • Casual
BOT PS-Random-Mover
1500?
Angy28
1500?
Black is victorious
1. 23-18 11-15 2. 18x11 8x15 3. 22-18 15x22 ... 24 turns
5+3 • Antidraughts • Casual
Angy28
1500?
BOT PS-Random-Mover
1500?
Black is victorious
1. 32-28 19-24 2. 37-32 13-19 3. 31-27 17-22 ... 49 turns
20+10 • Oware • Casual
BOT PS-Random-Mover
1500?
DarEichling
1500?
North resigned, South is victorious
1. e1d2 e2a1 2. a1f1 d2c1 3. b1e2 c2d1 ... 73 turns
10+10 • Amazons • Casual
BOT PS-Random-Mover
1500?
happy77
1315?
Black time out, White is victorious
1. a4h4,P@c9 d10i5,P@j5 2. h4d4,P@d3 i5d5,P@e4 3. j4h4,P@h3 d5e5,P@d5 ... 12 turns
15+0 • Othello • Casual
BOT PS-Random-Mover
1500?
happy77
1500?
White resigned, Black is victorious
1. P@d6 P@e6 2. P@f6 P@c4 3. P@c3 P@c2 ... 27 turns
10+5 • International • Casual
BOT PS-Random-Mover
1500?
happy77
1500?
Black resigned, White is victorious
1. 31-27 20-25 2. 34-29
3+2 • Lines Of Action • Casual
niledam
1500?
BOT PS-Random-Mover
1500?
All checkers connected, White is victorious
1. Lxh3 Lb5 2. Lxa3 L2f2 3. Lxh6 Lf4 ... 32 turns
3+2 • Lines Of Action • Casual
Angy28
1107?
BOT PS-Random-Mover
1500?
All checkers connected, White is victorious
1. Lxa6 L3f3 2. Lxa3 L7f7 3. Lxh6 Lhf6 ... 40 turns
2|10(5x) • Go 9x9 • Casual
BOT PS-Random-Mover
1500?
nela25
1500?
White resigned, Black is victorious
1. s@b7 s@e5 2. s@b2 s@g9 3. s@a2 s@g8 ... 163 turns
5+2 • Togyzqumalaq • Casual
BOT PS-Random-Mover
1500?
nela25
1205
Kostaushi resigned, Bastaushi is victorious
1. h1c2 f2d1 2. g1d2 i2b1 3. c1g2 h2e1 ... 18 turns
3+2 • Oware • Casual
tatibel
1500?
BOT PS-Random-Mover
1500?
Game finished, North is victorious
1. a1e1 b2c1 2. b1e2 e2a1 3. c1c2 d2c1 ... 30 turns
Reconnecting