A college basketball game between St. John's Red Storm and Connecticut Huskies scheduled for February 25, 2026 at 7:00 PM ET. Markets cover moneyline (winner), point spreads at multiple thresholds (-5.5 and -6.5 for UConn), and total points over/under at multiple lines (144.5, 145.5, 146.5, 147.5).
Kalshi's moneyline market contains a logical contradiction: both St. John's winning and UConn winning resolve to Yes, making the market fundamentally unresolvable and creating no path for a No resolution or cancellation handling.
Hero Tip:
Avoid trading the Kalshi moneyline entirely due to critical logical flaw. All Polymarket markets (moneyline, spreads at -5.5 and -6.5, totals at 144.5/145.5/146.5/147.5) are coherent and resolvable. Polymarket is the reliable source for this event.
Critical Divergence Points:
Polymarket:
Moneyline resolves to St. John's Red Storm if they win, Connecticut Huskies if they win, or 50-50 if game is canceled with no makeup. Spreads resolve based on margin of victory (UConn -5.5 requires 6+ point win; -6.5 requires 7+ point win). Totals resolve Over if combined score meets or exceeds threshold (144.5→145+, 145.5→146+, 146.5→147+, 147.5→148+), else Under. All include overtime in final score. Key Quote: 'If the game is canceled entirely, with no make-up game, this market will resolve 50-50.'
Kalshi:
Moneyline market states both winning conditions resolve to Yes: 'If St. John's wins...resolves to Yes. If UConn wins...resolves to Yes.' This creates logical impossibility with no differentiation between outcomes and no explicit cancellation handling. Key Quote: 'If St. John's wins the St. John's at UConn men's college basketball game originally scheduled for Feb 25, 2026, then the market resolves to Yes. If UConn wins the St. John's at UConn men's college basketball game originally scheduled for Feb 25, 2026, then the market resolves to Yes.'
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