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Live prediction market odds for Radford Highlanders vs. Arkansas State Red Wolves (Women's). Compare prices across Kalshi and Polymarket.

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MARKET RESOLVEDKalshi / Polymarket

Arkansas State Red Wolves Wins: Radford Highlanders vs. Arkansas State Red Wolves (Women's)

Resolved 2026-03-23

This market resolved on 2026-03-23. Arkansas State Red Wolves was the officially declared outcome. Prior to resolution, the market peaked at 93%.

About This Market

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Radford Highlanders vs. Arkansas State Red Wolves (Women's) — Women's College Basketball game held on 2026-03-23. Review the historical prediction market odds from Kalshi, Polymarket, and more on Prediction Hunt.

Price History

Multi-Platform Probabilities
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Final Closing Odds

2 platforms
Candidate
Kalshi
Polymarket
Arkansas State Red WolvesWINNER
99%87%
Radford Highlanders
1%14%

Frequently Asked Questions

What was "Radford Highlanders vs. Arkansas State Red Wolves (Women's)" and why did it matter?

Radford Highlanders vs. Arkansas State Red Wolves (Women's) was a prediction market event tracked across 2 platforms (Kalshi, Polymarket). Arkansas State Red Wolves led the market at 93% implied probability before resolution. Other contenders include Radford Highlanders at 7%.

What moved the odds on "Radford Highlanders vs. Arkansas State Red Wolves (Women's)"?

Arkansas State Red Wolves held the lead at 93% implied probability heading into resolution. Behind Arkansas State Red Wolves, Radford Highlanders at 7% were the next closest contenders. The 12.5% cross-platform spread suggested platforms were pricing new information differently, creating potential trading opportunities.

What were the final odds for "Radford Highlanders vs. Arkansas State Red Wolves (Women's)" across platforms?

Here were the closing odds across Kalshi, Polymarket: Arkansas State Red Wolves: 99¢ on Kalshi, 87¢ on Polymarket. Radford Highlanders: 1¢ on Kalshi, 14¢ on Polymarket. The 12.5% spread across platforms highlights where markets disagreed — a gap traders can exploit by buying low on one platform and selling high on another.

What did 93% odds for Arkansas State Red Wolves mean?

A price of 93¢ meant the market estimated a 93% chance that Arkansas State Red Wolves would be the outcome. Traders who bought at 93¢ and held through resolution received $1.00 per share — a 8% return on their position. Those on the wrong side received $0.

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Resolution Oracles

KalshiKalshi
Kalshi Rules
PolymarketPolymarket
UMA Optimistic Oracle
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Stats
Spread12.5%
Platforms2
Candidates2
Winner

Arkansas State Red Wolves

92.8% avg

Market Rulebook: Radford Highlanders vs. Arkansas State Red Wolves (Women's)

Official settlement criteria, resolution sources, and edge cases across Kalshi and Polymarket.

KalshiKalshi
Primary Rule

If Radford wins the Radford at Arkansas St. women's college basketball game originally scheduled for Mar 23, 2026, then the market resolves to Yes.

Edge Cases

The following market refers to the team who wins the Radford at Arkansas St. women's college basketball game originally scheduled for Mar 23, 2026. If this game is postponed or delayed, the market will remain open and close after the rescheduled game has finished (within two weeks). If the cancelled game is not played or is rescheduled further than two weeks out, the market will resolve to a fair price for each team in accordance with the rules. Kalshi is not affiliated, associated, authorized, endorsed by, or in any way officially connected with the NCAA. All trademarks, logos, and brand names are the property of their respective owners.

Resolution Oracles
Kalshi Rules
PolymarketPolymarket
Primary Rule

In the upcoming WBB game, scheduled for March 23 at 8:00 PM ET: If the Radford Highlanders win, the market will resolve to "Radford Highlanders". If the Arkansas State Red Wolves win, the market will resolve to "Arkansas State Red Wolves". If the game is postponed, this market will remain open until the game has been completed. If the game is canceled entirely, with no make-up game, this market will resolve 50-50. The result will be determined based on the final score including any overtime periods.

Resolution Oracles
UMA Optimistic Oracle
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