rekko.ai
sportsrobinhood logorobinhoodApril 14, 20269h ago

St. John's at Duke

Will St. John's win against Duke on March 26, 2027?

Resolves Mar 26, 2027, 11:59 PM UTC

Signal

NO TRADE

Probability

0%

Market: 1%Edge: -1pp

Confidence

HIGH

100%

Summary.

This market should have already resolved. The game between St. John's and Duke was played on March 27, 2026—18 days ago—and Duke won decisively 80-75 in the NCAA Tournament Sweet 16. Multiple official sources (NCAA.com, ESPN, Sports-Reference) confirm identical final scores and game details. Our estimated probability for St. John's winning is 0.00 (they already lost) versus the market's implied 0.01 probability for YES (99% for NO). The market has correctly priced this outcome at near-certainty for NO. There appears to be a date discrepancy in the bet question (states "March 26, 2027" but ticker and all evidence points to March 27, 2026), which may explain why this market remains unresolved despite being a completed historical event. This is not a predictive exercise—it's verification of a known past result where St. John's definitively did not win.

Reasoning.

CRITICAL TEMPORAL ISSUE: This game has already been played.

Today's date is April 14, 2026. The research findings conclusively demonstrate that Duke defeated St. John's 80-75 on March 27, 2026 - which occurred 18 days ago.

Date Discrepancy Analysis: The bet question states "March 26, 2027" but all evidence points to the game having occurred on March 27, 2026:

  • Multiple official box scores confirm March 27, 2026
  • The game was part of the 2026 NCAA Tournament Sweet 16
  • All sources retrieved on April 14, 2026 reference this as a completed past event

Verified Historical Result:

  • Final Score: Duke 80, St. John's 75
  • Location: Capital One Arena, Washington D.C.
  • Context: NCAA Tournament Sweet 16 matchup
  • Multiple credible sources (NCAA.com, ESPN, Sports-Reference) all confirm identical results

Game Summary: St. John's led 40-39 at halftime and kept it competitive (16 ties, 10 lead changes), but Duke's interior dominance proved decisive. Duke outrebounded St. John's 40-27 and scored 40 paint points vs. 28. Despite St. John's hitting 13 three-pointers (41.9%), Duke's size advantage with Cameron Boozer (22 pts, 10 reb) and Isaiah Evans (25 pts) was too much.

Resolution Status: St. John's did NOT win this game. The market should resolve NO with absolute certainty. The current market odds of 0.01 for YES appropriately reflects near-zero probability, as this is a completed historical event with a verified outcome.

There is no predictive analysis to perform here - this is pure historical verification of a game result that occurred 18 days ago.

Key Factors.

  • Game already played on March 27, 2026 (18 days ago)

  • Official result: Duke 80, St. John's 75 - Duke won

  • Multiple credible sources confirm identical final score

  • St. John's did NOT win, therefore bet should resolve NO

  • Current market odds of 0.01 for YES correctly reflects zero probability

  • No predictive uncertainty - this is historical fact verification

Scenarios.

Historical Reality (Actual Outcome)

100%

Duke defeated St. John's 80-75 on March 27, 2026. This already happened. St. John's did not win.

Trigger: Official NCAA box scores, ESPN game recaps, and Sports-Reference data all confirming Duke's 80-75 victory on March 27, 2026

Date Interpretation Error Scenario

0%

If the bet truly refers to a future game on March 26, 2027 (nearly a year from now), then predictive analysis would be required. However, no evidence supports a scheduled 2027 matchup.

Trigger: Evidence of a scheduled Duke vs St. John's game in March 2027, which does not currently exist in the research

Market Resolution Error

0%

Market fails to resolve to NO despite clear historical evidence of Duke's victory. This would represent a technical/administrative error.

Trigger: Market remains unresolved or incorrectly resolves to YES despite verified Duke victory

Risks.

  • Possible date typo in bet question (says 2027 but means 2026) could create resolution ambiguity

  • If market operator interprets this as a future 2027 game rather than the completed 2026 game, resolution could be delayed

  • Administrative error in market resolution process

  • Extremely remote possibility of score being corrected/amended by NCAA (has never happened in modern era for a completed tournament game)

Edge Assessment.

ABSOLUTE EDGE FOR NO (betting against St. John's winning):

The market odds of 0.01 for YES (99% implied probability for NO) are actually CORRECT and appropriate. This is a completed historical event - St. John's lost 75-80 to Duke on March 27, 2026.

No betting edge exists because the market has correctly priced this at near-certainty for NO. The 1% probability assigned to YES likely reflects:

  1. Tiny liquidity premium for those wanting to exit positions
  2. Administrative resolution risk
  3. Market mechanics (prices rarely go to exact 0.00)

Recommendation: If you can bet NO at odds better than 0.99, there is guaranteed profit assuming proper market resolution. However, with 18 days having passed since the game, this market should have already resolved. The fact it hasn't suggests possible administrative delay or date confusion.

The estimated probability of St. John's winning is 0.00 (they already lost), making any YES position worthless and any NO position a guaranteed winner upon proper resolution.

What Would Change Our Mind.

  • Discovery of evidence that a different Duke vs St. John's game is actually scheduled for March 2027 (currently no such evidence exists)

  • NCAA officially correcting or overturning the March 27, 2026 game result (unprecedented in modern tournament history)

  • Clear platform communication that the bet question date is a typo and confirms resolution based on the March 27, 2026 game (would make NO a guaranteed win)

  • Market operator clarification on why this hasn't resolved despite being 18 days past the game date

Sources.

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This analysis is for educational and entertainment purposes only. Not financial advice. Market conditions change rapidly.