PKO bounty branch-value calculator
Compare folding with a deliberately simple two-outcome call model. This page’s code sends no network requests and does not use cookies, localStorage, sessionStorage, or IndexedDB.
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Result
- Fold value
- 120 synthetic value units
- Win branch W + B + H
- 215 synthetic value units
- EV(call)
- 129 synthetic value units
- Call minus fold
- 9 synthetic value units
- Break-even condition
- q ≥ 55.813953%
At these inputs, call has the higher modeled value. This conclusion is only as sound as the supplied branch values and q.
On a narrow screen, focus the ledger region and scroll horizontally to read every column.
| Choice / outcome | Probability | Branch value | Weighted value |
|---|---|---|---|
| Fold benchmark | 100% | 120 synthetic value units | 120 synthetic value units |
| Call — win and eliminate | 60% | 215 synthetic value units | 129 synthetic value units |
| Call — lose | 40% | 0 synthetic value units | 0 synthetic value units |
| Call — blended EV | — | — | 129 synthetic value units |
Before using the number
This is off-table branch bookkeeping, not a hand solver or range recommendation. F, W, and L are complete continuation values including all modeled future prizes, existing-bounty value, and later KOs; W excludes only current B and any incremental transfer isolated as H. Ties, multiway pots, side pots, winning without eliminating, and not covering the bounty player need additional branches. PokerStars documents common PKO splits and exceptions; check the actual event rules. Never add values expressed in different units or count H again when W already includes it.
Formula: EV(call) = q(W + B + H) + (1 − q)L. When W + B + H − L is positive, break-even q = (F − L) / (W + B + H − L). A zero denominator has no unique threshold; a negative denominator reverses the inequality.