KalshiClosedCheck availabilityKYC requiredVerified resolution dataWell calibratedThis market resolved: Mika Brunold (99%)
Resolved: Oct 24, 2026, 12:42 PM
Provider-verified resolution
CoinRithm has provider-backed winner and settlement-time evidence for this market.
Winning Outcome
Mika Brunold
At 7 days out
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At 24 hours out
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Data quality warningStale data
Data as of Oct 24, 2026, 12:30 PM UTC · policy pm-quality-4
Probability Timeline
Jaime Faria1%
Mika Brunold99%
Mika BrunoldWon
Jaime FariaLost
Rules
If Mika Brunold wins set 1 in the Jaime Faria vs Mika Brunold professional tennis match in the 2026 ATP Basel Qualification Round 1, then the market resolves to Yes.
Settles via:ATP
- The following market refers to the Jaime Faria vs Mika Brunold professional tennis match in the 2026 ATP Basel Qualification Round 1. If the match does not occur (signaled by a ball being played) due to a player injury, walkover, forfeiture, or any other cancellation (all before the match starts), the market will resolve to a fair price in accordance with the rules. If this match is postponed or delayed, the market will remain open and close after the rescheduled match has finished (within two weeks). If a retirement occurs, all markets that can be unconditionally settled based on play already completed will resolve accordingly. Any markets that cannot be unconditionally settled will resolve to Fair Market Price, as determined at the sole discretion of the Exchange. Kalshi is not affiliated, associated, authorized, endorsed by, or in any way officially connected with the Governing League. All trademarks, logos, and brand names are the property of their respective owners.
Rules for each outcome
- Mika Brunold
- If Mika Brunold wins set 1 in the Jaime Faria vs Mika Brunold professional tennis match in the 2026 ATP Basel Qualification Round 1, then the market resolves to Yes.
- Jaime Faria
- If Jaime Faria wins set 1 in the Jaime Faria vs Mika Brunold professional tennis match in the 2026 ATP Basel Qualification Round 1, then the market resolves to Yes.
