Traders' unanimous 100% pricing on "No" for a perfect NCAA Tournament bracket stems from the complete elimination of all publicly tracked entries across platforms like ESPN, Yahoo, and Bracket Challenge, mirroring historical precedent where none have ever survived the full 63 games despite billions submitted. March Madness upsets in the first and second rounds—double-digit seeds toppling favorites like No. 1s and chalk-heavy paths—busted remaining perfects within days of tipoff, a recurring pattern driven by the tournament's volatility, seeding dynamics, and Cinderella runs. Recent Final Four developments confirm zero survivors heading into the championship, with the wisdom of crowds reflecting near-impossible 1-in-9-quintillion odds. A private, untracked bracket perfectly nailing the title game remains a theoretical outlier, though unprecedented.
Experimental AI-generated summary referencing Polymarket data. This is not trading advice and plays no role in how this market resolves. · UpdatedWill there be a perfect NCAA bracket?
Will there be a perfect NCAA bracket?
$60,183 Vol.
$60,183 Vol.
$60,183 Vol.
$60,183 Vol.
A perfect bracket is defined exclusively as a bracket that selects the correct outcome of every game during every round of the 2026 Men's Basketball NCAA Tournament. A perfect bracket only qualifies for a completed tournament. Perfect brackets for incomplete or partially completed tournaments will not be considered. No form of ‘second chance’ bracket will be considered. Only brackets that can be verified as having been submitted before the start of the first Round of 64 game will be considered.
If the 2026 Men's Basketball NCAA Tournament is cancelled, postponed after April 20, 2026, 11:59 PM ET or the 2026 Men's Basketball NCAA Tournament matchups have not been declared within that timeframe, this market will resolve to "No".
The primary resolution source will be official information from ESPN, NCAA, CBS Sports, Yahoo Fantasy, Fox Sports, Sports Illustrated, USA Today, or Kalshi.
Market Opened: Mar 19, 2026, 8:01 PM ET
Resolver
0x65070BE91...Outcome proposed: No
No dispute
Final outcome: No
A perfect bracket is defined exclusively as a bracket that selects the correct outcome of every game during every round of the 2026 Men's Basketball NCAA Tournament. A perfect bracket only qualifies for a completed tournament. Perfect brackets for incomplete or partially completed tournaments will not be considered. No form of ‘second chance’ bracket will be considered. Only brackets that can be verified as having been submitted before the start of the first Round of 64 game will be considered.
If the 2026 Men's Basketball NCAA Tournament is cancelled, postponed after April 20, 2026, 11:59 PM ET or the 2026 Men's Basketball NCAA Tournament matchups have not been declared within that timeframe, this market will resolve to "No".
The primary resolution source will be official information from ESPN, NCAA, CBS Sports, Yahoo Fantasy, Fox Sports, Sports Illustrated, USA Today, or Kalshi.
Resolver
0x65070BE91...Outcome proposed: No
No dispute
Final outcome: No
Traders' unanimous 100% pricing on "No" for a perfect NCAA Tournament bracket stems from the complete elimination of all publicly tracked entries across platforms like ESPN, Yahoo, and Bracket Challenge, mirroring historical precedent where none have ever survived the full 63 games despite billions submitted. March Madness upsets in the first and second rounds—double-digit seeds toppling favorites like No. 1s and chalk-heavy paths—busted remaining perfects within days of tipoff, a recurring pattern driven by the tournament's volatility, seeding dynamics, and Cinderella runs. Recent Final Four developments confirm zero survivors heading into the championship, with the wisdom of crowds reflecting near-impossible 1-in-9-quintillion odds. A private, untracked bracket perfectly nailing the title game remains a theoretical outlier, though unprecedented.
Experimental AI-generated summary referencing Polymarket data. This is not trading advice and plays no role in how this market resolves. · Updated



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