| Outcome | Probability | Yes Bid | Yes Ask | 24h Change | Volume | |
|---|---|---|---|---|---|---|
| San Francisco wins by over 3.5 runs | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| San Francisco wins by over 2.5 runs | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| San Francisco wins by over 1.5 runs | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| New York M wins by over 1.5 runs | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| New York M wins by over 2.5 runs | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| New York M wins by over 3.5 runs | 0% | 0¢ | 0¢ | — | $0 | Trade → |
This market tracks the point spread for the upcoming matchup between the New York Mets and the San Francisco Giants. It allows participants to speculate on whether the final margin of victory will be greater or less than the set handicap.
The Mets and Giants are long-standing rivals in the National League, frequently competing for postseason positioning. Historical data between these two franchises often reflects closely contested games dictated by pitching depth and bullpen efficiency at the end of the matchup.
The listed outcomes represent specific ranges for the final score difference, reflecting market sentiment on which team is favored to cover the spread.
The point spread is determined by analyzing team performance metrics, starting pitchers, and external environmental factors to establish a baseline for the expected scoring margin.
Yes, unless otherwise specified, the final spread calculation includes all runs scored, including those occurring in extra innings.
Weather conditions, particularly wind direction and stadium humidity, can significantly impact scoring, thereby influencing the likelihood of specific point spreads.
In the event of a postponement or cancellation, standard prediction market rules typically dictate that the market is resolved based on official league reporting or voided if no official result is achieved within a specific timeframe.
Yes, last-minute scratches or lineup changes, especially regarding starting pitchers, often lead to rapid shifts in market sentiment regarding the point spread.