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Which brands will advertise during the Big Game?

Markets

  • SpaceX

    • Yes25%
    • No75%

    Volume $4.2K · Liquidity $1.9K

  • Allstate

    • Yes49%
    • No51%

    Volume $3.7K · Liquidity $1.6K

  • Zyn

    • Yes15%
    • No85%

    Volume $3.4K · Liquidity $1.5K

  • DoorDash

    • Yes53%
    • No47%

    Volume $3.3K · Liquidity $1.3K

  • OpenAI / ChatGPT

    • Yes91%
    • No9%

    Volume $3K · Liquidity $860.1

  • Jeep

    • Yes44%
    • No56%

    Volume $2.8K · Liquidity $1.9K

  • Amazon Prime

    • Yes84%
    • No16%

    Volume $2.3K · Liquidity $1.4K

  • Disney+

    • Yes92%
    • No8%

    Volume $1.7K · Liquidity $740.9

  • Anthropic / Claude

    • Yes68%
    • No32%

    Volume $1.6K · Liquidity $455.8

  • Nike

    • Yes53%
    • No47%

    Volume $1.5K · Liquidity $851

  • Gemini

    • Yes84%
    • No16%

    Volume $1.4K · Liquidity $510

  • Spotify

    • Yes26%
    • No74%

    Volume $1.4K · Liquidity $920.8

  • Paramount+

    • Yes45%
    • No55%

    Volume $1.3K · Liquidity $1.1K

  • Coinbase

    • Yes55%
    • No45%

    Volume $1.1K · Liquidity $522

  • Temu

    • Yes31%
    • No69%

    Volume $1K · Liquidity $593.4

  • Grok

    • Yes57%
    • No43%

    Volume $863.6 · Liquidity $712.2

  • Liquid Death

    • Yes54%
    • No46%

    Volume $487 · Liquidity $366.5

  • Hims & Hers

    • Yes83%
    • No17%

    Volume $248 · Liquidity $108.9

  • Base44 / Wix

    • Yes34%
    • No66%

    Volume $184.2 · Liquidity $119.5

  • Oakley

    • Yes59%
    • No41%

    Volume $125.1 · Liquidity $44.6

Resolution rules

If Zyn airs a qualifying advertisement during the official national 2027 Big Game broadcast, 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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