Notable bet/money split in Los Angeles Dodgers at Arizona Diamondbacks: a 15-point gap on Over 8.5.
| Market | Side | Bet % | Money % | Odds |
|---|---|---|---|---|
| Moneyline | Los Angeles Dodgers | 92% | 94% | -200 |
| Arizona Diamondbacks | 8% | 6% | +176 | |
| Run line | Los Angeles Dodgers -1.5 | 91% | 94% | -122 |
| Arizona Diamondbacks +1.5 | 9% | 6% | +105 | |
| Total | Over 8.5 | 96% | 81% | -103 |
| Under 8.5 | 4% | 19% | -110 |
Los Angeles Dodgers at Arizona Diamondbacks shows a meaningful bet/money divergence on the totals market — not the biggest split on the slate, but worth a look. 96% of bets are on Over 8.5 while only 81% of dollars are on the same side — a 15-point gap.
A 10 to 20-point gap is the band where the data starts to mean something but doesn't yet scream. It usually means a handful of larger bets landed on Under 8.5 without the public catching on yet, or the public is leaning on a side that the market doesn't fully respect. Either way, the money side here is Under 8.5, and the price reflects what the books think of that lean.
Worth noting, not worth chasing alone. Pair it with the broader slate context if you're going to use it. See how we calculate splits →.
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We don't issue picks. The splits show what the public and the money are doing — use them to inform your own read of the game.
Bet% is the share of tickets wagered on a side. Money% is the share of dollars. They diverge when one side draws bigger bets per ticket than the other.
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Sharp money is wagering activity from sophisticated, high-volume bettors. It shows up as a money percentage that exceeds the bet percentage on the same side. See our learn page for more.
These are data displays. We don't issue picks. Use the splits to inform your own bets — and bet responsibly.
Sharp money is wagering activity from sophisticated, high-volume bettors. It shows up as a money percentage that exceeds the bet percentage on the same side — bigger checks per ticket on the contrarian view. See our methodology →
How we track public bets and money — see our methodology →
Last updated: June 3, 2026 at 11:28 PM UTC
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