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The parlay ladder
The same legs, priced at two through six. Nothing changes between the rows except how many legs are stacked — so the two columns that move are the only two that matter: your probability of winning, and the share the book keeps. This is the argument against long parlays, made with tonight's actual prices rather than a lecture.
| Legs | Leg added | Chance it hits | Quoted payout | Fair payout | Book keeps |
|---|---|---|---|---|---|
| 2 | Francisco Alvarez · hits under 1.5 | 77.2%loses about 0 of 1 | 2.44x | 1.30x | 12.3% |
| 3 | Colton Cowser · hits under 1.5 | 64.9%loses about 1 of 2 | 2.98x | 1.54x | 17.0% |
| 4 | Justin Crawford · hits under 1.5 | 52.9%loses about 1 of 2 | 4.24x | 1.89x | 22.5% |
| 5 | Ozzie Albies · hits under 1.5 | 42.7%loses about 1 of 2 | 8.49x | 2.34x | 27.9% |
| 6 | JJ Bleday · hits under 1.5 | 34.2%loses about 2 of 3 | 12.96x | 2.92x | 32.7% |
Read the last two columns together. The quoted payout grows with every leg, which is the part that feels good — but the fair payout grows faster, and the gap between them is the book's cut. Going from 2 legs to 6 takes your chance of winning from 77.2% to 34.2% while the hold climbs from 12.3% to 32.7%.
Cross-game legs only — same-game combinations are refused here because their correlation is not modelled, and multiplying a dependence away would make these numbers wrong. Model-backed legs only; slate: 2026-08-05. Build your own shapes in the Parlay Lab.
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