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College Basketball (M): #2 Ranked Team on Dec 28 AP Poll

Markets

  • Duke

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Arizona

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Florida

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Virginia

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Houston

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Illinois

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Kansas

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Louisville

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Iowa St.

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Michigan St.

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Miami (FL)

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • UConn

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Texas Tech

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Michigan

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Nebraska

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Tennessee

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Gonzaga

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • St. John's

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Texas

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Ohio St.

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Alabama

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Arkansas

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Vanderbilt

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • BYU

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • UCLA

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Indiana

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Kentucky

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Oklahoma

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Purdue

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Villanova

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Marquette

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Texas A&M

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • North Carolina St.

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Georgia

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • USC

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Virginia Tech

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Clemson

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Oregon

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Cincinnati

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Maryland

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Auburn

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Grand Canyon

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Creighton

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Missouri

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Baylor

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • North Carolina

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Wisconsin

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • West Virginia

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • Iowa

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

  • UCF

    • Yes48%
    • No53%

    Volume $0 · Liquidity $0

Resolution rules

If Duke is ranked #2 on the Men's College Basketball AP Poll Week 9 Rankings (expected to be released on Dec 28, 2026) for the 2026-27 season, then the market resolves to Yes.

How to read these odds

Each price runs from $0 to $1 and can be read as the probability the market assigns to an outcome: $0.62 means roughly 62%. Prices move with every trade, so they are a crowd estimate, not a guarantee. Before trading, check the resolution rules above, the volume and the liquidity, and only risk money you can afford to lose.

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