Louisville Bats v Omaha Storm Chasers

2026-07-08 22:35 — MiLB

Head to Head

7 sportsbooks (5 in analysis )

Option 1: Louisville Bats (Local)

Odds

1.7258.14%Min

1.7457.57%Mean

1.7457.47%Median

1.7557.14%Max

Consensus probabilities

53.87%1.856Min

54.09%1.849Max

54.07%1.849Mean

54.09%1.849Median

54.08%1.849IQM

54.07%1.849Margin-weighted

Metrics for max odd 1.75 under the IQM model: 54.08%

EV -5.36%Edge -3.06%Kelly -7.14%Growth +0.000%

Option 2: Omaha Storm Chasers (Visit)

Odds

2.0249.50%Min

2.0448.95%Mean

2.0548.78%Median

2.0648.54%Max

Consensus probabilities

45.91%2.178Min

46.13%2.168Max

45.93%2.177Mean

45.91%2.178Median

45.92%2.178IQM

45.93%2.177Margin-weighted

Metrics for max odd 2.06 under the IQM model: 45.92%

EV -5.41%Edge -2.63%Kelly -5.10%Growth +0.000%

Sportsbook Odds (7 sportsbooks)

Bookmaker	Louisville Bats (Local) ▼	Omaha Storm Chasers (Visit)	Margin	Updated
FanDuel	1.75I 57.14% NM 54.07%EV -5.36% E -3.06% K -7.14% G +0.000%	2.06I 48.54% NM 45.93%EV -5.41% E -2.63% K -5.10% G +0.000%	5.7%	2026-07-08 16:40
theScore Bet	1.74I 57.47% NM 54.09%EV -5.90% E -3.39% K -7.97% G +0.000%	2.05I 48.78% NM 45.91%EV -5.87% E -2.86% K -5.59% G +0.000%	6.3%	2026-07-08 16:40
BetOnline.ag	1.74I 57.47% NM 54.09%EV -5.90% E -3.39% K -7.97% G +0.000%	2.05I 48.78% NM 45.91%EV -5.87% E -2.86% K -5.59% G +0.000%	6.3%	2026-07-08 16:49
Caesars	1.74I 57.47% NM 54.09%EV -5.90% E -3.39% K -7.97% G +0.000%	2.05I 48.78% NM 45.91%EV -5.87% E -2.86% K -5.59% G +0.000%	6.3%	2026-07-08 16:55
Bovada	1.74I 57.47% NM 54.09%EV -5.90% E -3.39% K -7.97% G +0.000%	2.05I 48.78% NM 45.91%EV -5.87% E -2.86% K -5.59% G +0.000%	6.3%	2026-07-08 18:15
1xBet	1.73I 57.80% NM 53.87%EV -6.44% E -3.72% K -8.82% G +0.000%	2.02I 49.50% NM 46.13%EV -7.25% E -3.59% K -7.10% G +0.000%	7.3%	2026-07-08 17:20
BetRivers	1.72I 58.14% NM 54.01%EV -6.98% E -4.06% K -9.69% G +0.000%	2.02I 49.50% NM 45.99%EV -7.25% E -3.59% K -7.10% G +0.000%	7.6%	2026-07-08 19:25

Margin = Margin (Overround) · I = Implied Probability · NM = No-Margin Probability · EV = Expected Value · E = Edge · K = Kelly Criterion · G = Bankroll Growth