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ANONIMO_2

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Se não há lobos na estrada, qual o sentido da aventura?

Brazil

Member since 4 Aug 2025

Active

Game completion rate: 71%

Time spent playing: 6 hours and 51 minutes

Time featured on TV: 2 hours and 54 minutes

PlayStrategy Backgammon
Activity77 games
77
games64
rated52
wins20
losses5
draws
3+2 • Oware • Rated
ANONIMO_2
1123? +1
niledam
1131 ±0
Game finished
1. a1e1 f2b2 2. f1c2 f2e2 3. e1c2 f2e2 ... 69 turns
3+2 • Oware • Rated
BOT PS-Greedy-One-Move
668 −1
ANONIMO_2
1120? +3
Game finished, North is victorious
1. f1c2 f2a2 2. c1f2 f2e2 3. f1f2 f2e2 ... 12 turns
3+2 • Oware • Rated
ANONIMO_2
1117? +3
BOT PS-Greedy-One-Move
669 −1
Game finished, South is victorious
1. a1e1 d2a1 2. a1b1 a2e1 3. a1b1 b2d1 ... 13 turns
3+2 • Oware • Rated
BOT PS-Greedy-One-Move
661 +10
ANONIMO_2
1159? −42
North resigned, South is victorious
1. a1e1 f2b2 2. e1c2 f2e2 3. c1e2 f2e2 ... 9 turns
10+5 • Rapid Chess • Casual
Natalia_18
1500?
ANONIMO_2
1500?
Black resigned, White is victorious
A40 Horwitz Defense
1. d4 e6 2. Nf3 Nf6 3. Nc3 Nc6 ... 20 turns
20+10 • Oware • Casual
ANONIMO_2
1159?
mayra
1126
North resigned, South is victorious
1. a1e1 e2a2 2. f1c2 e2d2 3. b1f2 f2a1 ... 47 turns
3+2 • Oware • Rated
mayra
1119 +7
ANONIMO_2
1212? −53
Game finished, South is victorious
1. b1f1 a2d1 2. a1f1 c2b1 3. a1b1 f2b2 ... 42 turns
3+2 • Oware • Rated
ANONIMO_2
1211? +1
BOT PS-Greedy-One-Move
602 −1
Game finished, South is victorious
1. f1c2 b2c1 2. a1f1 a2e1 3. a1b1 c2c1 ... 10 turns
3+2 • Oware • Rated
mayra
1122 −5
ANONIMO_2
1169? +42
Game finished, North is victorious
1. b1f1 f2b2 2. a1e1 d2b1 3. a1b1 e2a1 ... 30 turns
3+2 • Oware • Rated
ANONIMO_2
1245? −76
mayra
1115 +7
South time out, North is victorious
1. f1c2 e2a1 2. a1f1 f2a2 3. b1f2 e2d2 ... 44 turns
3+2 • Oware • Rated
BOT PS-Greedy-One-Move
603 ±0
ANONIMO_2
1243? +2
Game finished, North is victorious
1. d1e2 f2a2 2. e1c2 f2e2 3. f1a2 f2e2 ... 6 turns
3+2 • Oware • Rated
ANONIMO_2
1241? +2
BOT PS-Greedy-One-Move
603 ±0
Game finished, South is victorious
1. f1c2 c2c1 2. a1f1 e2a1 3. e1c2 a2f1 ... 34 turns
Reconnecting