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.
The Kansas City runline at +1.5 (-201) presents a sharp opportunity in what the market prices as a near pick'em—STL sits at -105 on the moneyline, KC at -114. Supreme Brain assigns this runline an 85.0% win probability against a 50.0% market-implied probability at current odds, yielding +5.0% expected value (+6.8% after vig). The model projects KC covers the 1.5-run cushion in 85%+ of outcomes, a meaningful edge in a game where the moneyline spread suggests a coin flip. Quarter-Kelly stake sizes to 0.55 units at this edge. The thesis is simple: when two teams are priced dead even but one side's runline carries an extra 35 percentage points of cover probability, you have located market inefficiency. KC's eleven players on the injury report versus St. Louis's two introduces roster uncertainty, but the model accounts for available lineups and still finds value.
The Kansas City–St. Louis matchup prices as a near pick'em on the moneyline (STL -105, KC -114), yet Supreme Brain assigns the Royals' +1.5 runline an 85.0% win probability against a 50.0% market-implied probability at -201 odds.
The thesis: when the market treats two teams as coin-flip equals but one side's runline covers in 85%+ of outcomes, you have found a +5.0% expected-value edge worth backing at current price.
The variance lives in Kansas City's injury-depleted roster. Eleven players on the report introduces lineup uncertainty that even a sharp model can't fully eliminate—if late scratches or underperformance from replacement-level contributors tilt the talent balance further than projected, the 1.5-run cushion shrinks fast. A blowout loss by two or more runs would invalidate the thesis, and that path exists in roughly 15% of outcomes. If St. Louis's healthier roster gels early and KC's depth proves hollow, the edge evaporates.
The market priced a coin flip. The model found a 35-point edge on the runline. When the moneyline says "even" and the runline says "85%," you take the runline.