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| Outcome | Chance | 24h | 1 week | Bid · Ask | 24h volume | Ends |
|---|---|---|---|---|---|---|
| Yes | 0% | — | — | — · <1¢ | — | ended |
| When | Trader | Outcome | Bet | Size | P&L now | Insider |
|---|---|---|---|---|---|---|
| 417d | saltibiscoti | US Open: Ekaterina Alexandrova vs Iga Swiatek | SellSwiatek>99¢ | $2,107 | −$2 −0.1% | — |
| 417d | freena | US Open: Ekaterina Alexandrova vs Iga Swiatek | SellSwiatek>99¢ | $1,297 | −$1 −0.1% | — |
| 417d | saltibiscoti | US Open: Ekaterina Alexandrova vs Iga Swiatek | BuySwiatek82¢ → 100¢ | $1,738 | +$371 +21% | 5 |
| 417d | piastri2 fills | US Open: Ekaterina Alexandrova vs Iga Swiatek | BuySwiatek77¢ → 100¢ | $16,892 | +$5,123 +30% | 4 |
| 418d |  TheCuriousGuy | US Open: Ekaterina Alexandrova vs Iga Swiatek | BuySwiatek77¢ → 100¢ | $2,511 | +$750 +30% | 4 |
| 418d | lucimuis | US Open: Ekaterina Alexandrova vs Iga Swiatek | BuySwiatek77¢ → 100¢ | $2,464 | +$736 +30% | 4 |
| 418d | affs20791 | US Open: Ekaterina Alexandrova vs Iga Swiatek | BuySwiatek77¢ → 100¢ | $1,866 | +$560 +30% | 4 |
BigBlackGorilla201 sharesThis is a polymarket on the tennis match between Ekaterina Alexandrova and Iga Swiatek in the 2025 US Open women's singles round of 16, scheduled for September 1, 2025. This market will resolve to 'Alexandrova' if Ekaterina Alexandrova advances against Iga Swiatek. This market will resolve to 'Swiatek' if Iga Swiatek advances against Ekaterina Alexandrova. If the match is canceled (not played at all), ends in a tie, or is delayed beyond September 8, 2025, without a winner determined, this market will resolve to 50-50. If the match ends in a walkover (one player withdraws before the start and the other advances automatically), this market will resolve in favor of the player who officially advances to the next round. The primary resolution source will be official information from the US Open. A consensus of credible reporting may also be used.
Sources: Polymarket's Gamma API, its CLOB price history and its Data API, read every two minutes. Prices are each outcome's Yes price, which is the market's probability: 0¢ for Yes means the market gives it about 0%.