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Closed: Sep 8, 1:18 PM EST
Kalshi
This prediction market asks whether both Club Brugge and Aston Villa will score at least one goal during the 90 minutes of regular time in their Champions League match. It's a simple 'Both Teams To Score' (BTTS) question. The market resolves based on the official result of the match.
If Club Brugge and Aston Villa both score a goal in the Club Brugge vs Aston Villa Champions League match originally scheduled for Sep 8, 2026 after 90 minutes plus stoppage time (does not include extra time or penalties), then the market resolves to Yes.
This market will resolve to "YES" if both Club Brugge KV and Aston Villa score at least one goal each during regular time (90 minutes plus stoppage time only) in the UEFA Champions League match scheduled for September 8, 2026, 16:45 UTC. Otherwise, this market will resolve to "NO." If the match is postponed, this market will remain open until the match has been completed. If the match is not completed as scheduled for any reason (for example, if it is abandoned, canceled, or awarded), and an official final result is recognized by the governing body or event organizers, this market will resolve based on that result. If no official final result is recognized and no make-up match is scheduled, this market will resolve "50-50." Revisions to officially declared final scores made after market resolution will not be accounted for in determining the outcome.
Prediction market odds, such as those found on Kalshi and Limitless, often reflect the collective wisdom of a diverse group of traders, potentially offering a different perspective than traditional sportsbooks. Sportsbooks set odds based on statistical models and expert analysis, while prediction markets are driven by real-money wagers, incentivizing participants to express their most accurate beliefs. This market’s implied probability may differ from sportsbook lines due to varying information sources and the dynamics of market participation. Often, prediction markets can be more accurate than traditional odds, especially when significant information isn't yet widely available.