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Jdg2000

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Eric Sotoca
La Saulce France

Member since 5 Jul 2024

Active

Game completion rate: 97%

Time spent playing: 3 days, 17 hours and 29 minutes

Time featured on TV: 1 day, 20 hours and 27 minutes

FrancePlayStrategy MancalaPlayStrategy Oware
Activity556 games5
556
games280
rated284
wins260
losses12
draws5
playing3
bookmarks
180+2 • Oware • Casual
BOT PS-Greedy-Two-Move
1424
Jdg2000
1486
Game finished, North is victorious
1. e1d2 b2c1 2. f1b2 f2a1 3. c1e2 a2f1 ... 31 turns
∞ • Oware • Casual
Jdg2000
1486
Gisele
1500?
Game finished, South is victorious
1. b1f1 c2b1 2. f1b2 e2a1 3. b1c1 d2c1 ... 30 turns
180+2 • Bestemshe • Rated
BOT PS-Greedy-Two-Move
1550
Jdg2000
1498?
Game finished, Kostaushi is victorious
1. d1c2 e2a1 2. c1d2 a2e1 3. b1d2 e2c2 ... 25 turns
3+2 • Oware • Casual
Jdg2000
1491
BOT PS-Greedy-Two-Move
1417
Game finished, South is victorious
1. e1d2 a2d1 2. b1f2 d2b1 3. e1f1 c2c1 ... 27 turns
3+2 • Oware • Casual
Jdg2000
1491
BOT PS-Greedy-Two-Move
1416
Game finished, South is victorious
1. f1c2 b2c1 2. b1f2 f2a1 3. f1f2 f2e2 ... 68 turns
∞ • Othello • Casual
Jdg2000
1500?
helene05
1500?
Game finished, Black is victorious
1. P@c5 P@c6 2. P@d6 P@c4 3. P@b4 P@a4 ... 31 turns
∞ • Othello • Casual
Jdg2000
1500?
helene05
1500?
Game finished, Black is victorious
1. P@e3 P@d3 2. P@c3 P@f5 3. P@g6 P@g5 ... 31 turns
3+2 • Oware • Casual
Jdg2000
1491
BOT PS-Greedy-Two-Move
1411
Game finished, South is victorious
1. a1e1 f2b2 2. b1f2 f2e2 3. c1d2 f2e2 ... 54 turns
∞ • Togyzqumalaq • Casual
Jdg2000
1188
helene05
1406?
Game finished, Bastaushi is victorious
1. b1i2 a2h1 2. c1f2 g2c1 3. a1h2 b2h1 ... 75 turns
3+2 • Oware • Casual
BOT PS-Greedy-Two-Move
1403
Jdg2000
1491
Game finished, North is victorious
1. f1c2 a2d1 2. d1d2 e2b1 3. e1c2 e2d2 ... 62 turns
∞ • Oware • Casual
Jdg2000
1491
Audrey
1500?
Game finished, South is victorious
1. a1e1 f2b2 2. b1f2 f2e2 3. c1d2 f2e2 ... 23 turns
180+2 • Togyzqumalaq • Casual
BOT PS-Greedy-Two-Move
1797
Jdg2000
1188
Game finished, Kostaushi is victorious
1. i1b2 a2h1 2. i1i2 c2g1 3. a1h2 a2a1 ... 61 turns
Reconnecting