Will Player G finish the 2026-27 NFL regular season with the most sacks?

🗂 Part of event: Pro Football: 2026-27 Sacks Leader →

50¢Yes

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Yes

50¢

💡 What the odds say

The market puts this at about a 50% chance — a coin toss.

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No money — just record your call and see if you were right. Yes is at 50% right now.

StatusOpen

ClosesJan 12, 2027 · 5mo

Total volume$0

ListedJul 20, 2026

SourceView on Polymarket ↗

Data from Polymarket’s public API, for informational purposes only. PredictPal is not affiliated with any platform and does not facilitate trading.

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How it resolves

Optimistic oracleSettled by UMA's optimistic oracle

Settled on-chain by UMA's optimistic oracle: once an outcome is clear, anyone can propose the result, which then enters a challenge window where it can be disputed with evidence before it finalizes.

⚖️ A proposed outcome can be disputed during a challenge window before it's final.

Closes Jan 12, 2027 (5mo)

Resolution criteria

This market will resolve in favor of the player that finishes the 2026-27 NFL regular season with the most sacks. In the event of a tie, this market will resolve in favor of the tied player with more tackles for loss during the 2026-27 NFL regular season. If a tie still persists, this market will resolve in favor of the player with fewer games played during the 2026-27 NFL regular season. If a tie still persists, this market will resolve to “Other”. If the 2026-27 NFL season concludes early, is shortened, or is truncated for any reason, the outcome shall be determined using available NFL statistics for completed games. If the 2026-27 NFL regular season is cancelled, postponed after January 27, 2027, 11:59 PM ET, or it is unclear which player led the NFL in sacks within that timeframe, this market will resolve to “Other”. The resolution source for this market will be official information from the NFL; however, a consensus of credible reporting may also be used.

ⓘ A market settles under its own written rules, which can lag what looks decided in the news — so the price may not move to 100% the moment an outcome seems obvious.

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