Mochizuki vs. Xiao: Match O/U 21.5
BUY NO
- Cost
- 18.9¢
- Implied chance
- 18.9%
- Return if right
- 429.1%
- Spread cost
- n/a
If you put in $100
You get 529.1 shares at 18.9¢ each.
NO wins: $529.10 back, a profit of $429.10. NO loses: $0.00, and the whole $100 is gone.
Assumes the whole order fills at this price. A large order eats into the book and averages worse.
Buy NO on Polymarket
- Chengdu Open, Qualification: Shintaro Mochizuki vs Linang Xiao Match O/U 21.553.0%
- Chengdu Open, Qualification: Shi…68.5%
- Chengdu Open, Qualification: Shintaro Mochizuki vs Linang Xiao Set 2 Winner68.5%
- Chengdu Open, Qualification: Shintaro Mochizuki vs Linang Xiao Set Handicap +/-1.554.0%
- Chengdu Open, Qualification: Shintaro Mochizuki vs Linang Xiao Match O/U 22.563.5%
- Chengdu Open, Qualification: Shintaro Mochizuki vs Linang Xiao Total Sets: O/U 2.550.0%
Latest: Sep 22, 10:00 AM4 further outcomes not shown
Latest news
headlines link to their publishersNo recent headlines matched this market. We only show an article when the names in the question appear in its headline, so a very local or very new market often has nothing. Showing nothing is deliberate: an unrelated story here would read like evidence about the price.
Headlines are matched on the names in “Mochizuki vs. Xiao: Match O/U 21.5”. Nobody checks them by hand, so one may not be relevant. They also say nothing about whether the price has already moved on this news.
How this market resolves
This market refers to the tennis match between Shintaro Mochizuki and Linang Xiao in the Chengdu Open, Qualification, originally scheduled for September 22, 2026 at 2:30AM ET. This market will resolve to "Over" if the total number of games completed equals or exceeds 22. Otherwise, it will resolve to "Under." All tiebreaks, including any Champions/Super tiebreak, count as one (1) game. If the match is postponed or suspended, this market will remain open until the match has been completed. A postponement alone will not trigger a 50-50 resolution. If the match is permanently abandoned before completion, or if the match has not been completed by October 6, 2026, 11:59 PM ET, this market will resolve 50-50, unless the outcome has already been unconditionally determined based on completed play. An outcome is considered unconditionally determined if it would have been guaranteed under every possible completion of the match played according to the match format published by the tournament organizer for that round, including whether a final set is played as a full set or as a match tiebreak. For example, for a line of 21.5, if play stops at 6-3, 5-6, completing the match would have required at least 2 additional games, resulting in at least 22 games played, so "Over" would resolve as the winning outcome. Likewise, if the published format replaces the final set with a match tiebreak, that tiebreak counts as one (1) game, so for a line of 22.5, if play stops at 6-2, 3-3, the match could have reached at most 22 games and "Under" would resolve as the winning outcome. The primary resolution source for this market will be official ATP statistics; however, a consensus of credible reporting may also be used.
Source: https://www.atptour.com/en/scores/current
Other outcomes in Chengdu Open, Qualification: Shintaro Mochizuki vs Linang Xiao
Chengdu Open, Qualification: Shintaro Mochizuki vs Linang Xiao
Mochizuki vs. Xiao: Match O/U 22.5
Game Spread: Shintaro Mochizuki (-6.5) vs Linang Xiao (+6.5)
Set Handicap: Shintaro Mochizuki (-1.5) vs Linang Xiao (+1.5)
Shintaro Mochizuki vs. Linang Xiao: Total Sets O/U 2.5
Set 2 Winner: Shintaro Mochizuki vs Linang Xiao
Mochizuki vs. Xiao: Match O/U 23.5
Mochizuki vs. Xiao: Set 2 Games O/U 10.5
Mochizuki vs. Xiao: Set 2 Games O/U 9.5
Set Handicap: Linang Xiao (-1.5) vs Shintaro Mochizuki (+1.5)
Set 1 Winner: Shintaro Mochizuki vs Linang Xiao
Mochizuki vs. Xiao: Set 1 Games O/U 8.5
Mochizuki vs. Xiao: Set 1 Games O/U 10.5
Mochizuki vs. Xiao: Set 1 Games O/U 9.5
Mochizuki vs. Xiao: Set 2 Games O/U 8.5
Chengdu Open, Qualification: Completed Match: Shintaro Mochizuki vs Linang Xiao