hard · Poker Theory Foundations
Game: NLHE | Format: Cash | Blinds/Antes: 1/2 | Effective Stacks: 100 bb | Hero Position: BTN | Pot Size: 15 bb A solver shows a hand mixing 60/40 between betting and checking. According to GTO 'Indifference' theory, what does this imply about the EV of the two actions?
- EV(Check) > EV(Bet); checking is 'safer' despite the lower frequency
- EV(Bet) > EV(Check); the frequency indicates the preference
- EV is irrelevant; GTO only cares about frequencies
- EV(Bet) = EV(Check); both are equal against an equilibrium opponent
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