easy · Poker Theory River
Game: NLHE | Format: 6-Max Cash | Blinds/Antes: 1/2 | Effective Stacks: 100 bb | Hero Position: BTN | Pot Size: 20 bb Hero bets 20 bb on a brick river. In the clairvoyance game, what is the required bluff success frequency α for this bet to break even?
- 25%
- 33.3%
- 50%
- 66.7%
Sign up free to see the explanation and track your rank →
More Poker Theory River practice
- Game: NL Hold'em | Format: Six-max Cash | Blinds/Antes: 1/2 | Effective Stacks: 100 bb | H
- Game: NL Hold'em | Format: Six-max Cash | Blinds/Antes: 1/2 | Effective Stacks: 100 bb | H
- Game: Six-Max NLHE | Format: Cash | Blinds/Antes: 1/2 | Effective Stacks: 100 bb | Hero Po
- Game: NL Hold'em | Format: Six-max Cash | Blinds/Antes: 1/2 | Effective Stacks: 100 bb | H
- Game: NL Hold'em | Format: Six-max Cash | Blinds/Antes: 1/2 | Effective Stacks: 100 bb | H
- Game: NL Hold'em | Format: Six-max Cash | Blinds/Antes: 1/2 | Effective Stacks: 100 bb | H
- Game: 6-max NLHE | Format: Cash | Blinds/Antes: 1/2 | Effective Stacks: 195 | Hero Positio
- Game: 6-max NLHE | Format: Cash | Blinds/Antes: 1/2 | Effective Stacks: 90 | Hero Position