ACC: Rushing Yards Leader — Rushing Yards (2026)
Markets
Every market on this event, moneyline first. Select one to compare it across platforms in the side panel.
| Outcome | Best | Volume | Azuro | Gemini | Kalshi | Limitless | Novig | Polymarket | Polymarket US |
|---|---|---|---|---|---|---|---|---|---|
Nate Sheppard Favorite | 67.0%Polymarket US | $422 | — | — | — | — | No liquidity49.5% | ||
Justice Haynes | 3.0%Polymarket US | $13 | — | — | No liquidity33.0% | — | — | No liquidity49.5% | |
Isaac Brown | 2.0%Polymarket US | — | — | — | No liquidity67.0% | — | — | No liquidity49.5% | |
Kendrick Raphael | 2.0%Polymarket US | — | — | — | No liquidity60.0% | — | — | No liquidity49.5% | |
Ja'Kyrian Turner | 2.0%Polymarket US | — | — | — | No liquidity56.0% | — | — | No liquidity49.5% | |
Ousmane Kromah | 2.0%Polymarket US | — | — | — | No liquidity41.0% | — | — | No liquidity49.5% | |
Adam Mohammed | 2.0%Polymarket US | — | — | — | No liquidity46.0% | — | — | No liquidity49.5% | |
Mark Fletcher Jr. | 2.0%Polymarket US | — | — | — | No liquidity45.0% | — | — | No liquidity49.5% | |
Jayden Scott | 2.0%Polymarket US | — | — | — | No liquidity24.0% | — | — | No liquidity49.5% | |
Evan Dickens | 2.0%Polymarket US | — | — | — | No liquidity20.0% | — | — | No liquidity49.5% | |
Ahmad Miller | 2.0%Polymarket US | — | — | — | No liquidity15.0% | — | — | No liquidity49.5% | |
Jekail Middlebrook | 2.0%Polymarket US | — | — | — | No liquidity25.0% | — | — | No liquidity49.5% | |
Keyjuan Brown | 2.0%Polymarket US | — | — | — | No liquidity20.0% | — | — | No liquidity49.5% | |
Marcellous Hawkins | 2.0%Polymarket US | — | — | — | No liquidity29.0% | — | — | No liquidity49.5% | |
Chris Johnson Jr. | 2.0%Polymarket US | — | — | — | No liquidity20.0% | — | — | No liquidity49.5% | |
Demon June | 2.0%Polymarket US | — | — | — | No liquidity18.0% | — | — | No liquidity49.5% | |
Malachi Hosley | 2.0%Polymarket US | — | — | — | No liquidity19.0% | — | — | No liquidity49.5% | |
Micah Ford | 2.0%Polymarket US | — | — | — | No liquidity23.0% | — | — | No liquidity49.5% | |
Peyton Lewis | 2.0%Polymarket US | — | — | — | No liquidity15.0% | — | — | No liquidity49.5% | |
Sawyer Seidl | 2.0%Polymarket US | — | — | — | No liquidity10.0% | — | — | No liquidity49.5% | |
Davion Gause | 2.0%Polymarket US | — | — | — | No liquidity13.0% | — | — | No liquidity49.5% | |
Ju'Juan Johnson | 2.0%Polymarket US | — | — | — | No liquidity10.0% | — | — | No liquidity49.5% | |
CJ Campbell Jr. | 2.0%Polymarket US | — | — | — | No liquidity18.0% | — | — | No liquidity49.5% | |
Bill Davis | 2.0%Polymarket US | — | — | — | No liquidity13.0% | — | — | No liquidity49.5% | |
Ethan Shine | 2.0%Polymarket US | — | — | — | No liquidity10.0% | — | — | No liquidity49.5% | |
Description from Polymarket. A cross-platform summary is generated once this event is matched across platforms.
This market will resolve in favor of the player on a Atlantic Coast Conference (ACC) team that finishes the 2026 NCAA FBS regular season with the most rushing yards among all ACC players. A player's conference is the football conference affiliation of his team for the 2026 season as recognized by the NCAA. In the event of a tie, this market will resolve in favor of the tied player with more rushing touchdowns during the 2026 NCAA FBS regular season. If a tie still persists, this market will resolve in favor of the player with a higher average of rushing yards per attempt during the 2026 NCAA FBS regular season. If a tie still persists, this market will resolve to "Other". If the 2026 NCAA FBS season concludes early, is shortened, or is truncated for any reason, the outcome shall be determined using available NCAA FBS statistics for completed games. If the 2026 NCAA FBS regular season is cancelled, postponed after January 3, 2027, 11:59 PM ET, or it is unclear which ACC player led the conference in rushing yards within that timeframe, this market will resolve to "Other". The resolution source for this market will be official information from the NCAA (https://www.ncaa.com/stats/football/fbs); however, a consensus of credible reporting may also be used.
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