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hongseon2

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Member since 22 Jun 2025

Active

Game completion rate: 33%

Time spent playing: 10 hours and 41 minutes

Time featured on TV: 2 hours and 45 minutes

Activity127 games
127
games4
rated61
wins61
losses5
draws
10+5 • Lines Of Action • Casual
hongseon2
1500?
bori0115
1500?
White resigned, Black is victorious
1. Ldb3 L6c4 2. Lb4 L7g6 3. Lc6 L2f4 ... 13 turns
3+2 • Oware • Casual
hongseon2
1412?
bori0115
1500?
Game finished, South is victorious
1. c1f2 f2a2 2. a1e1 b2d1 3. c1e1 a2f1 ... 27 turns
10+5 • Antidraughts • Casual
hongseon2
1500?
bori0115
1500?
White is victorious
1. 33-29 17-22 2. 32-28 22x33 3. 33x24 35-30 ... 28 turns
10+5 • Scrambled Eggs • Casual
hongseon2
1500?
bori0115
1500?
All checkers connected, Black is victorious
1. Lxa6 Lxh6 2. Ldb3 Leg3 3. Lhf2 Lh2 ... 12 turns
10+5 • Scrambled Eggs • Casual
bori0115
1500?
hongseon2
1500?
All checkers connected, White is victorious
1. L5c7 Lxf1 2. Le5 Lff6 3. Lec5 L7f5 ... 15 turns
10+5 • Scrambled Eggs • Casual
hongseon2
1500?
bori0115
1500?
All checkers connected, Black is victorious
1. Lxa6 L7f5 2. Ldb3 Lxf1 3. Lb4 Lxh6 ... 8 turns
10+10 • Amazons • Casual
hongseon2
1500?
bori0115
1171?
Game finished, White is victorious
1. d1d7,P@g4 d10i5,P@i4 2. g1b6,P@f2 g10g5,P@d5 3. a4f4,P@a4 i5g3,P@f3 ... 27 turns
10+5 • Scrambled Eggs • Casual
hongseon2
1500?
BOT PS-Greedy-Two-Move
1547?
All checkers connected, Black is victorious
1. Lxa6 L4c4 2. L3c5 La4 3. Lbb3 Ldb6 ... 14 turns
10+5 • Abalone • Casual
BOT PS-Greedy-Two-Move
1355
hongseon2
1500?
Game finished, White is victorious
1. i9f6 d7e6 2. g7h6 d8f7 3. h6e6 f9d8 ... 38 turns
7+3 • Oware • Casual
BOT PS-Random-Mover
1500?
hongseon2
1412?
Game finished, North is victorious
1. e1d2 a2d1 2. f1b2 b2d1 3. c1d2 c2c1 ... 23 turns
7+3 • Oware • Casual
hongseon2
1412?
BOT PS-Random-Mover
1500?
Game finished via repetition, South is victorious
1. f1c2 d2b1 2. e1d2 b2d1 3. d1d2 a2f1 ... 50 turns
7+3 • Oware • Casual
BOT PS-Random-Mover
1500?
hongseon2
1412?
Game finished, North is victorious
1. b1f1 a2d1 2. a1f1 c2b1 3. c1c2 a2a1 ... 9 turns
Reconnecting