MLB picks today: Thursday's MLB best bets highlight Padres vs. Dodgers play [7/2/2026]
Get MLB picks today and best bets for Thursday, July 2, 2026.

Today’s MLB picks for July 2, 2026 are here, with Padres vs. Dodgers among the top plays identified by our model across Thursday’s MLB slate.
Dimers’ predictive analytics engine runs 24/7, searching the latest baseball odds to find genuine betting edges. The result? Data-backed picks that help Dimers Pro members make smarter decisions.
List of MLB best bets tonight [7/2, updated 9:35PM ET]
Below, you’ll find today’s best baseball bets, ranked by edge for Thursday, July 2, 2026.
Padres vs. Dodgers Over 8.5 runs (-117)
- Edge: 2.9%
- Probability: 56.8%
- Matchup: Padres vs. Dodgers (10:10PM ET)
Our model has identified value on Over 8.5 runs in Padres vs. Dodgers at -117 odds. A 56.8% probability produces an edge of 2.9%, making this the strongest play for today's MLB slate.
MLB best bets summary: Thursday, 7/2/2026
As of 9:35PM ET, here is our top MLB bet by edge recommended by our model:
| Matchup | Bet | Odds | Edge | Probability |
|---|---|---|---|---|
| Padres vs. Dodgers | Over 8.5 runs | -117 @ Polymarket | 2.9% | 56.8% |
List of upcoming MLB games to bet on [7/2/2026]
- Angels vs. Mariners (9:40PM ET, Thursday)
- Padres vs. Dodgers (10:10PM ET, Thursday)
- Cardinals vs. Cubs (4:05PM ET, Friday)
- Pirates vs. Nationals (6:45PM ET, Friday)
- Twins vs. Yankees (7:05PM ET, Friday)
- Orioles vs. Reds (7:10PM ET, Friday)
- White Sox vs. Guardians (7:10PM ET, Friday)
- Mets vs. Braves (7:15PM ET, Friday)
- Giants vs. Rockies (8:10PM ET, Friday)
- Rays vs. Astros (8:15PM ET, Friday)
Conclusion
Our MLB best bets are locked and loaded for July 2, 2026, featuring plays such as over 8.5 runs in the Padres vs. Dodgers matchup. Powered by advanced simulations, these picks are here to boost your betting game.
Our predictions are drawn from current data to help you make informed decisions. For additional resources and advice, head to our Responsible Gambling hub.
All odds and probabilities in this article are correct and accurate at the time of publication.



