| Outcome | Probability | Yes Bid | Yes Ask | 24h Change | Volume | |
|---|---|---|---|---|---|---|
| Mariano Navone | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| Valentin Vacherot | 0% | 0¢ | 0¢ | — | $0 | Trade → |
This market asks which player—Mariano Navone or Valentin Vacherot—will win the second set of their match. Set-level markets matter because they isolate short-term factors (momentum, fatigue, matchup adjustments) that can differ from full-match expectations.
Navone and Vacherot are professional players whose comparative strengths in serving, returning, movement and tactical adjustments shape how individual sets play out. Factors such as prior meetings between them, form coming into the match, and the playing surface all influence how set 2 is likely to unfold.
Odds in this market reflect the marketplace’s aggregated view of which player will win set 2 given available information and will shift as new information (set 1 result, injuries, weather) emerges. Treat the market price as a dynamic signal that summarizes current expectations, not a fixed prediction.
The market resolves to whichever player is the official winner of the second set as recorded by the tournament’s official results, including tie-breaks and any match-ending retirements that the tournament lists.
Resolution follows the tournament’s official ruling: if a retirement results in one player being awarded the second set, the market will resolve to that player; check official match records for the precise outcome used to settle the market.
The market’s trading window is set independently (Closes: TBD), but set 1 results will typically influence pricing and in-play sentiment—momentum from set 1 often shifts how traders view set 2.
This event lists two mutually exclusive outcomes: Mariano Navone wins set 2, and Valentin Vacherot wins set 2.
Watch serve hold statistics and first-serve percentage, return and break-point opportunities, visible fatigue or medical timeouts, tactical changes after set 1, and any environmental shifts (wind, temperature) that affect point construction.