| Outcome | Probability | Yes Bid | Yes Ask | 24h Change | Volume | |
|---|---|---|---|---|---|---|
| Thiago Agustin Tirante | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| Diego Dedura-Palomero | 0% | 0¢ | 0¢ | — | $0 | Trade → |
This market concerns which player will win the first set in the tennis match between Thiago Agustin Tirante and Diego Dedura-Palomero. It matters to traders who want to express views or hedge around the early momentum of this specific match.
Both players bring distinct career trajectories and playing styles to this match; set-level markets focus on short-term edges like serve strength and early match rhythm rather than full-match endurance. Tournament surface, recent match load, and any last-minute fitness news are particularly relevant context for a set-1 outcome.
Market odds reflect how participants collectively value each player’s chance to take the opening set and will move as new information arrives (lineup, injuries, weather, warmups). Use odds as a snapshot of market sentiment and update decisions when match-specific news appears.
The official close time is listed on the market page and is currently TBD; typically a set-1 market closes at or just before the first point of the match’s opening set, so monitor the market page for the definitive cutoff.
This market settles on one of two outcomes: Thiago Agustin Tirante wins the first set, or Diego Dedura-Palomero wins the first set — only the completed result of set 1 determines settlement.
If set 1 goes to a tiebreak, the player who wins that tiebreak is the winner of set 1 and is the settled outcome for this market.
If set 1 is not completed due to retirement, walkover, or abandonment, settlement follows the platform’s official rules — many markets void if the set is incomplete; check the KALSHI market rules and the event’s settlement policy for the final determination.
Watch warmup performance, any visible medical treatment, the coin toss (serve/receive order), on-site weather or court condition updates, and late scratches or lineup changes, as each can materially affect the probability of winning the first set.