easy · Poker Theory Foundations
Game: Six-Max NLHE | Format: Cash | Blinds/Antes: 1/2 | Effective Stacks: 100 bb | Hero Position: SB | Pot Size: 4 You are node-locking a 'Triple Barrel' bluffing strategy. As you add more bet-sizing options to the tree, what happens to the solver's convergence and the reliability of fine-grained mixes?
- Tree size explodes; fine-grained frequencies become numerical noise and are less trustworthy.
- Convergence happens faster because the solver has more 'tools' to find the equilibrium.
- Hero's strategy will converge on a single 100% bet size for every hand class.
- The MDF requirement for the Villain increases to 75%.
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