Matrix Power Rating7.3National #40
Projected Wins8.81National #12
Schedule Strength#72National SOS rank
Projected Offense30.9Points per game
Projected Defense21.3Points allowed
Point Differential+9.6Projected per game
Current Context
Reviewed StateWhat Changed
No Week 0 game has been played for this team. Current MPR and projected wins remain the approved preseason team state entering Week 1.
Week 0 ResultNo game
MPR7.3 → 7.3
Projected Wins8.81 → 8.81
Model update note
No new game evidence has entered the team update gate yet.
Outcome Range
Season Distribution
The detailed record distribution remains the certified preseason baseline until the full game-by-game probability cascade is refreshed.
Preseason Outcome ShapeBaseline distribution
The gold bar is the baseline mode (9 wins). This component is explicitly separated from the current headline state and will switch to the refreshed distribution when the full probability cascade is updated.
Season Market Context · 2026-08-08
Preseason Comparison LayerMarket context stays separate from MPR and projected wins. This snapshot is retained as comparison context and does not define team strength.
Posted Total8.5
Effective Market7.97
Adjusted Edge+0.05
SignalNo Edge
Game by Game
2026 Schedule Matrix
Remaining game rows preserve the approved preseason game-level projection baseline until the next full schedule-probability cascade.
DateOpponentWin %Score / ResultMarginTotalConfidenceType
SEP 19SDSouth DakotaHome · Nonconference — FCS84%Win %34–19Baseline score+14.6Margin52.4TotalMediumFCS/Other ProxyOpponent
SEP 26WMWestern MichiganAway · Nonconference77%Win %30–19Baseline score+11.6Margin48.5TotalHighFBSOpponent
OCT 24WSWashington StateAway · Pac-1275%Win %29–19Baseline score+10.1Margin48.7TotalMediumFBSOpponent
NOV 28USUtah StateAway · Projected Flex — Nonconference80%Win %33–21Baseline score+12.5Margin53.9TotalHighFBSOpponent
Data-vintage safeguard: current MPR and projected wins above are the approved Week 1 team-state values. Detailed distribution and remaining schedule probabilities are explicitly labeled as baseline where the full probability cascade has not yet been refreshed.