| Outcome | Probability | Yes Bid | Yes Ask | 24h Change | Volume | |
|---|---|---|---|---|---|---|
| Illinois (M) wins championship, South Carolina (W) wins championship | 0% | 0¢ | 0¢ | — | $0 | Resolved |
| Illinois (M) wins championship, UConn (W) wins championship | 0% | 0¢ | 0¢ | — | $0 | Resolved |
| Illinois (M) wins championship, Texas (W) wins championship | 0% | 0¢ | 0¢ | — | $0 | Resolved |
| Illinois (M) wins championship, UCLA (W) wins championship | 0% | 0¢ | 0¢ | — | $0 | Resolved |
| UConn (M) wins championship, South Carolina (W) wins championship | 0% | 0¢ | 0¢ | — | $0 | Resolved |
| UConn (M) wins championship, UConn (W) wins championship | 0% | 0¢ | 0¢ | — | $0 | Resolved |
| UConn (M) wins championship, Texas (W) wins championship | 0% | 0¢ | 0¢ | — | $0 | Resolved |
| UConn (M) wins championship, UCLA (W) wins championship | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| Michigan (M) wins championship, South Carolina (W) wins championship | 0% | 0¢ | 0¢ | — | $0 | Resolved |
| Michigan (M) wins championship, UConn (W) wins championship | 0% | 0¢ | 0¢ | — | $0 | Resolved |
| Michigan (M) wins championship, Texas (W) wins championship | 0% | 0¢ | 0¢ | — | $0 | Resolved |
| Michigan (M) wins championship, UCLA (W) wins championship | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| Arizona (M) wins championship, South Carolina (W) wins championship | 0% | 0¢ | 0¢ | — | $0 | Resolved |
| Arizona (M) wins championship, UConn (W) wins championship | 0% | 0¢ | 0¢ | — | $0 | Resolved |
| Arizona (M) wins championship, Texas (W) wins championship | 0% | 0¢ | 0¢ | — | $0 | Resolved |
| Arizona (M) wins championship, UCLA (W) wins championship | 0% | 0¢ | 0¢ | — | $0 | Resolved |
This market allows participants to predict the winning combination of the NCAA Division I Men's and Women's Basketball National Championships. It aggregates both tournaments into a single outcome, reflecting the difficulty of identifying the dual victors.
The NCAA tournaments are annual single-elimination events that dominate the American sports calendar every spring. Because both tournaments feature deep fields and high volatility, correctly picking the champions of both simultaneously is historically rare and considered one of the most challenging feats in sports forecasting.
The market prices reflect the collective confidence in specific school combinations based on team strength, tournament seeding, and injury reports as the events progress.
The market considers the outcome based on the specific pair of winning schools; if a university wins both, the market will resolve to the outcome reflecting that specific institution for both slots.
The market resolves following the conclusion of both the Men's and Women's National Championship games.
The market tracks the combination of the two winners regardless of which championship game concludes first.
The combined volatility of two independent 64-team tournaments makes correctly identifying both champions simultaneously statistically improbable.
Traders should track the advancement of teams through the bracket, as the elimination of a favored team removes their specific combinations from the pool of possible winning outcomes.