Our model's win probability vs. the market's implied probability. The gap is the edge.
Every factor that moved the model. Every number sourced — no hallucinations.
Supreme Brain assigns Toronto -1.5 a 50.0% win probability against a market-implied 50.0% at +140 odds, yielding a +5.0% expected-value edge on the current price. The Blue Jays are home chalk priced at plus money on the runline—a structural inefficiency that typically signals the market pricing in single-run variance rather than blowout risk. Texas arrives with 11 players on the injury report at game time, compared to nine for Toronto. The quarter-Kelly stake sizes to 0.14 units at this edge. The thesis is simple: when home favorites land at plus money on the runline, you're being paid to fade close-game outcomes. The model sees a coin flip; the market offers you better than even money. That 5.0% gap is the edge, and it's wide enough to warrant a measured position.
Supreme Brain assigns Toronto -1.5 a 50.0% win probability at +140 odds—a market-implied 50.0%—yielding a +5.0% expected-value edge. The Blue Jays are home chalk priced at plus money on the runline, a structural quirk that typically signals the market is pricing single-run variance rather than blowout probability.
The thesis: when a home favorite lands at plus money on the runline, you're being compensated to fade close-game outcomes, and Supreme Brain sees a 50.0% probability that Toronto covers -1.5 runs with a +5.0% edge over the current market price.
Single-run wins kill the runline, and Supreme Brain acknowledges this explicitly in its probability model. If Toronto wins 5-4 or 3-2, you lose the full stake despite backing the correct side. The 50.0% probability means this is a coin flip with a small edge, not a high-conviction blowout call. If the Blue Jays' offense stalls early or the bullpen allows a late rally that tightens the margin, the runline evaporates. The edge here is structural, not predictive—if the game script trends toward a one-run affair, the thesis breaks.
You're being paid to fade the single-run win, and the model sees a coin flip where the market offers better than even money. That 5.0% gap is the edge.