medium · Poker Theory River
Hero decides to overbet the river for s = 2.0. Villain is known to be a 'calling station' who never folds any pair. If Hero identifies that Villain will call with 100% frequency, how should Hero's bluff-to-value ratio deviate from the equilibrium of 40% bluffs?
- Maintain 40% bluffs to remain unexploitable
- Decrease bluffing frequency to 20%
- Reduce bluffing frequency to 0%
- Increase bluffing frequency to 66.7%
Sign up free to see the explanation and track your rank →
More Poker Theory River practice
- Hero identifies that an opponent folds 70% to a 12 bb river bet. Equilibrium demands the o
- Hero faces a 20 bb river bet. According to the indifference principle, what percentage of
- $12 After locking an opponent's river folding frequency to a higher-than-GTO value, you no
- Hero uses a 20 bb sizing on the river. A solver mixes K♥ J♥ (top pair) between betting and
- Hero bets 10 bb on the river. Villain should be indifferent between calling and folding. W
- Villain bets 45 bb on the river. Hero knows Villain is an equilibrium player. What is Hero
- If you wait until the turn to start betting with SPR = 13, what geometric size is required
- On the flop, you have SPR = 6. What geometric size should you use over three streets to re