Ohio

OhioBobcats

0-0 T1st (0-0) in MAC

Data from 2026-08-26

Probability to Make the Conference Championship Game

24.6%

Based on 100,000 simulations

What is Ohio's probability of making the Mid-American Conference Championship Game?

Ohio has a 24.6% chance to reach the Mid-American Conference Championship Game, as of week 1 of the 2026 season, based on a 100,000-season Monte Carlo simulation. Ohio's Mid-American Conference Championship Game race is still mathematically wide open.

OhioSchedule & Results

WkDateOpponentResult
9/05
@NebraskaNEB
Win prob:13%
9/12
vsJacksonville StJXST
Win prob:57%
9/19
@South AlabamaUSA
Win prob:50%
9/26
vsStonehillSTO
Win prob:90%
10/03
@KentKENT
Win prob:67%
10/10
vsC MichiganCMU
Win prob:67%
10/17
@Sacramento StSAC
Win prob:50%
10/24
vsE MichiganEMU
Win prob:74%
11/03
@AkronAKR
Win prob:65%
11/10
@Miami OHM-OH
Win prob:42%
11/17
vsBall StBALL
Win prob:76%
11/27
vsToledoTOL
Win prob:44%

Data from 2026-08-26 • SportsSimulate.com

OhioRecord Probabilities

Conf RecordProbabilityCCG if this record
8-0
1.4%
100.0%
7-1
8.8%
97.4%
6-2
21.6%
59.8%
5-3
28.8%
5.7%
4-4
23.7%
0%
3-5
11.5%
0%
2-6
3.5%
0%
1-7
0.6%
0%
0-8
0.0%
0%

Conf Record: Probability of finishing with each conference record.

CCG if this record: If the team finishes with this conference record, their probability of making the championship game.

Data from 2026-08-26 • SportsSimulate.com

Most Likely Ohio CCG Opponents

if Ohio makes the CCG

ToledoToledo
35.1%
Western MichiganW Michigan
30.5%
Miami (OH)Miami OH
17.2%
Sacramento StateSacramento St
9.4%
BuffaloBuffalo
7.8%

Data from 2026-08-26 • SportsSimulate.com

OhioThis Week's Impact

Game
OhioCCG OddsAway
OhioCCG OddsHome
Sacramento StSAC@E MichiganEMU
24.1%
(-0.5%)		25.3%
(+0.7%)

Best Winner Combination for Ohio

Sacramento StSacramento State

CCG: 22.0% • Scenario: 57.9%

Data from 2026-08-26 • SportsSimulate.com

OhioLoss Combination Scenarios

CCG probability given specific future losses

Future Losses
Ohio CCG Probability
Likelihood
Win out
100.0%
<0.1%
Any 1 loss
99.2%
0.7%
Akron
100.0%
<0.1%
Nebraska
100.0%
0.3%
Sacramento St
100.0%
<0.1%
Ball St
100.0%
<0.1%
C Michigan
100.0%
<0.1%
E Michigan
100.0%
<0.1%
South Alabama
100.0%
<0.1%
Jacksonville St
100.0%
<0.1%
Stonehill
100.0%
<0.1%
Toledo
98.6%
<0.1%
Miami OH
95.1%
<0.1%
Kent
95.0%
<0.1%
Any 2 losses
90.5%
3.9%
Sacramento StSouth Alabama
100.0%
<0.1%
Jacksonville StNebraska
100.0%
0.2%
NebraskaSouth Alabama
100.0%
0.3%
Ball StNebraska
100.0%
0.1%
C MichiganJacksonville St
100.0%
<0.1%
NebraskaStonehill
100.0%
<0.1%
Sacramento StStonehill
100.0%
<0.1%
AkronJacksonville St
100.0%
<0.1%
Miami OHStonehill
100.0%
<0.1%
Ball StSouth Alabama
100.0%
<0.1%
KentSouth Alabama
100.0%
<0.1%
Jacksonville StKent
100.0%
<0.1%
E MichiganJacksonville St
100.0%
<0.1%
Jacksonville StSouth Alabama
100.0%
<0.1%
E MichiganSouth Alabama
100.0%
<0.1%
Jacksonville StStonehill
100.0%
<0.1%
Ball StE Michigan
100.0%
<0.1%
South AlabamaStonehill
100.0%
<0.1%
AkronStonehill
100.0%
<0.1%
C MichiganStonehill
100.0%
<0.1%
E MichiganStonehill
100.0%
<0.1%
KentStonehill
100.0%
<0.1%
NebraskaSacramento St
99.3%
0.3%
AkronNebraska
98.9%
0.2%
KentNebraska
98.8%
0.2%
Jacksonville StToledo
97.9%
<0.1%
C MichiganNebraska
97.7%
0.2%
E MichiganNebraska
96.4%
0.1%
C MichiganSouth Alabama
96.3%
<0.1%
AkronSouth Alabama
96.3%
<0.1%
Miami OHSouth Alabama
96.2%
<0.1%
South AlabamaToledo
96.0%
<0.1%
Miami OHNebraska
95.8%
0.5%
Jacksonville StMiami OH
95.8%
<0.1%
Jacksonville StSacramento St
94.9%
<0.1%
NebraskaToledo
94.7%
0.4%
AkronKent
94.4%
<0.1%
Ball StJacksonville St
91.7%
<0.1%
E MichiganKent
88.9%
<0.1%
StonehillToledo
83.3%
<0.1%
E MichiganSacramento St
79.0%
<0.1%
AkronSacramento St
76.0%
<0.1%
AkronBall St
75.0%
<0.1%
Ball StKent
75.0%
<0.1%
KentSacramento St
74.2%
<0.1%
Ball StSacramento St
72.7%
<0.1%
C MichiganE Michigan
70.0%
<0.1%
C MichiganSacramento St
69.6%
<0.1%
KentToledo
68.0%
<0.1%
Ball StToledo
64.7%
<0.1%
AkronC Michigan
63.6%
<0.1%
Ball StMiami OH
60.9%
<0.1%
C MichiganKent
60.0%
<0.1%
AkronMiami OH
60.0%
<0.1%
C MichiganToledo
59.5%
<0.1%
E MichiganMiami OH
57.9%
<0.1%
AkronE Michigan
55.6%
<0.1%
E MichiganToledo
55.0%
<0.1%
C MichiganMiami OH
52.6%
<0.1%
Sacramento StToledo
50.8%
<0.1%
Miami OHSacramento St
50.7%
<0.1%
Ball StC Michigan
50.0%
<0.1%
KentMiami OH
47.2%
<0.1%
Miami OHToledo
45.6%
<0.1%
AkronToledo
45.0%
<0.1%
Any 3 losses
71.1%
11.1%
Jacksonville StNebraskaSouth Alabama
100.0%
0.3%
NebraskaSouth AlabamaStonehill
100.0%
<0.1%
KentNebraskaStonehill
100.0%
<0.1%
Jacksonville StKentNebraska
100.0%
0.1%
Sacramento StSouth AlabamaStonehill
100.0%
<0.1%
KentNebraskaSouth Alabama
100.0%
0.2%
Jacksonville StSouth AlabamaToledo
100.0%
<0.1%
Jacksonville StMiami OHStonehill
100.0%
<0.1%
AkronJacksonville StSouth Alabama
100.0%
<0.1%
Jacksonville StSacramento StStonehill
100.0%
<0.1%
Ball StStonehillToledo
100.0%
<0.1%
AkronJacksonville StStonehill
100.0%
<0.1%
KentMiami OHStonehill
100.0%
<0.1%
Ball StSouth AlabamaStonehill
100.0%
<0.1%
Jacksonville StNebraskaStonehill
100.0%
<0.1%
Ball StNebraskaStonehill
100.0%
<0.1%
E MichiganJacksonville StSouth Alabama
100.0%
<0.1%
Jacksonville StSouth AlabamaStonehill
100.0%
<0.1%
AkronNebraskaStonehill
100.0%
<0.1%
Ball StJacksonville StSouth Alabama
100.0%
<0.1%
AkronE MichiganJacksonville St
100.0%
<0.1%
C MichiganJacksonville StStonehill
100.0%
<0.1%
C MichiganSouth AlabamaStonehill
100.0%
<0.1%
AkronBall StStonehill
100.0%
<0.1%
Miami OHSouth AlabamaStonehill
100.0%
<0.1%
Ball StE MichiganSouth Alabama
100.0%
<0.1%
E MichiganNebraskaStonehill
100.0%
<0.1%
Jacksonville StKentStonehill
100.0%
<0.1%
E MichiganJacksonville StStonehill
100.0%
<0.1%
KentStonehillToledo
100.0%
<0.1%
AkronSouth AlabamaStonehill
100.0%
<0.1%
E MichiganSouth AlabamaStonehill
100.0%
<0.1%
Ball StMiami OHStonehill
100.0%
<0.1%
Ball StJacksonville StStonehill
100.0%
<0.1%
C MichiganSacramento StStonehill
100.0%
<0.1%
AkronNebraskaSouth Alabama
99.4%
0.2%
NebraskaSacramento StSouth Alabama
99.4%
0.3%
E MichiganNebraskaSouth Alabama
99.2%
0.1%
Ball StNebraskaSouth Alabama
99.1%
0.1%
E MichiganJacksonville StNebraska
99.0%
<0.1%
Jacksonville StNebraskaSacramento St
98.9%
0.3%
Ball StJacksonville StNebraska
98.8%
<0.1%
C MichiganNebraskaSouth Alabama
98.8%
0.2%
Jacksonville StMiami OHSouth Alabama
98.6%
<0.1%
C MichiganJacksonville StNebraska
98.5%
0.1%
NebraskaStonehillToledo
98.0%
<0.1%
Jacksonville StMiami OHNebraska
97.9%
0.3%
NebraskaSacramento StStonehill
97.8%
<0.1%
AkronJacksonville StNebraska
97.7%
0.1%
Jacksonville StSacramento StSouth Alabama
96.8%
<0.1%
Miami OHNebraskaSouth Alabama
96.2%
0.5%
NebraskaSouth AlabamaToledo
96.2%
0.4%
Miami OHNebraskaStonehill
95.6%
<0.1%
C MichiganJacksonville StSouth Alabama
94.4%
<0.1%
Jacksonville StNebraskaToledo
94.2%
0.3%
C MichiganNebraskaStonehill
92.9%
<0.1%
AkronBall StNebraska
91.5%
<0.1%
E MichiganKentSouth Alabama
90.0%
<0.1%
Ball StE MichiganNebraska
89.6%
<0.1%
E MichiganSacramento StSouth Alabama
89.5%
<0.1%
Jacksonville StKentSouth Alabama
89.5%
<0.1%
KentSacramento StSouth Alabama
89.5%
<0.1%
E MichiganJacksonville StSacramento St
85.7%
<0.1%
Ball StC MichiganJacksonville St
85.7%
<0.1%
C MichiganJacksonville StSacramento St
84.2%
<0.1%
AkronKentSouth Alabama
83.3%
<0.1%
C MichiganKentSouth Alabama
83.3%
<0.1%
AkronBall StJacksonville St
83.3%
<0.1%
Ball StJacksonville StKent
83.3%
<0.1%
Ball StKentSouth Alabama
83.3%
<0.1%
AkronSacramento StStonehill
83.3%
<0.1%
AkronJacksonville StKent
81.8%
<0.1%
AkronE MichiganNebraska
81.3%
<0.1%
AkronJacksonville StSacramento St
81.0%
<0.1%
AkronBall StSouth Alabama
80.0%
<0.1%
AkronSacramento StSouth Alabama
79.5%
<0.1%
AkronKentNebraska
79.3%
<0.1%
Jacksonville StKentSacramento St
79.0%
<0.1%
Ball StJacksonville StSacramento St
78.6%
<0.1%
Jacksonville StStonehillToledo
76.9%
<0.1%
C MichiganE MichiganJacksonville St
76.9%
<0.1%
KentNebraskaSacramento St
76.6%
0.2%
AkronNebraskaSacramento St
76.4%
0.2%
C MichiganE MichiganNebraska
75.9%
<0.1%
Ball StKentNebraska
75.9%
<0.1%
C MichiganStonehillToledo
75.0%
<0.1%
AkronC MichiganJacksonville St
75.0%
<0.1%
C MichiganE MichiganSouth Alabama
75.0%
<0.1%
AkronMiami OHStonehill
75.0%
<0.1%
Ball StE MichiganJacksonville St
75.0%
<0.1%
E MichiganKentNebraska
74.0%
<0.1%
Ball StNebraskaSacramento St
73.5%
0.1%
Ball StSacramento StSouth Alabama
73.3%
<0.1%
Ball StC MichiganNebraska
73.2%
<0.1%
Ball StMiami OHNebraska
72.7%
0.2%
E MichiganNebraskaSacramento St
72.6%
0.1%
AkronC MichiganNebraska
72.4%
<0.1%
C MichiganKentNebraska
71.3%
<0.1%
KentMiami OHSouth Alabama
68.3%
<0.1%
C MichiganJacksonville StKent
66.7%
<0.1%
E MichiganSacramento StStonehill
66.7%
<0.1%
E MichiganJacksonville StMiami OH
66.7%
<0.1%
AkronE MichiganSouth Alabama
66.7%
<0.1%
AkronStonehillToledo
66.7%
<0.1%
C MichiganNebraskaSacramento St
64.3%
0.2%
Jacksonville StKentToledo
64.3%
<0.1%
Ball StJacksonville StToledo
64.3%
<0.1%
Jacksonville StKentMiami OH
64.0%
<0.1%
AkronMiami OHNebraska
63.9%
0.2%
E MichiganMiami OHSouth Alabama
63.6%
<0.1%
Jacksonville StMiami OHSacramento St
63.3%
<0.1%
AkronJacksonville StToledo
63.2%
<0.1%
Ball StMiami OHSouth Alabama
63.2%
<0.1%
South AlabamaStonehillToledo
62.5%
<0.1%
AkronMiami OHSouth Alabama
62.5%
<0.1%
KentMiami OHNebraska
61.7%
0.2%
C MichiganJacksonville StMiami OH
60.9%
<0.1%
E MichiganMiami OHNebraska
59.9%
0.2%
Miami OHNebraskaSacramento St
59.7%
0.5%
C MichiganSacramento StSouth Alabama
58.8%
<0.1%
Ball StNebraskaToledo
58.3%
0.1%
Miami OHSacramento StSouth Alabama
56.5%
<0.1%
AkronJacksonville StMiami OH
56.5%
<0.1%
Sacramento StSouth AlabamaToledo
55.6%
<0.1%
Jacksonville StSacramento StToledo
54.2%
<0.1%
AkronC MichiganSouth Alabama
53.3%
<0.1%
E MichiganNebraskaToledo
53.3%
0.1%
KentSouth AlabamaToledo
51.6%
<0.1%
KentNebraskaToledo
50.9%
0.2%
NebraskaSacramento StToledo
50.4%
0.4%
C MichiganSouth AlabamaToledo
50.0%
<0.1%
Ball StSouth AlabamaToledo
50.0%
<0.1%
E MichiganJacksonville StKent
50.0%
<0.1%
E MichiganSouth AlabamaToledo
50.0%
<0.1%
C MichiganE MichiganStonehill
50.0%
<0.1%
AkronC MichiganStonehill
50.0%
<0.1%
Sacramento StStonehillToledo
50.0%
<0.1%
Ball StC MichiganSouth Alabama
50.0%
<0.1%
KentSacramento StStonehill
50.0%
<0.1%
AkronNebraskaToledo
49.8%
0.2%
AkronSouth AlabamaToledo
47.9%
<0.1%
C MichiganMiami OHNebraska
46.7%
0.2%
C MichiganNebraskaToledo
46.6%
0.2%
Jacksonville StMiami OHToledo
44.4%
<0.1%
C MichiganJacksonville StToledo
43.8%
<0.1%
C MichiganMiami OHSouth Alabama
42.1%
<0.1%
E MichiganJacksonville StToledo
40.0%
<0.1%
AkronBall StE Michigan
40.0%
<0.1%
Miami OHSouth AlabamaToledo
37.7%
<0.1%
Miami OHNebraskaToledo
34.2%
0.6%
Ball StJacksonville StMiami OH
33.3%
<0.1%
E MichiganMiami OHStonehill
33.3%
<0.1%
AkronBall StToledo
30.0%
<0.1%
Miami OHStonehillToledo
25.0%
<0.1%
E MichiganStonehillToledo
20.0%
<0.1%
C MichiganE MichiganToledo
20.0%
<0.1%
Ball StC MichiganKent
20.0%
<0.1%
C MichiganKentToledo
18.2%
<0.1%
Ball StC MichiganToledo
18.2%
<0.1%
AkronBall StKent
16.7%
<0.1%
AkronC MichiganE Michigan
16.7%
<0.1%
Ball StE MichiganToledo
16.7%
<0.1%
Ball StKentToledo
12.5%
<0.1%
AkronBall StSacramento St
12.5%
<0.1%
E MichiganKentMiami OH
12.5%
<0.1%
AkronC MichiganSacramento St
12.5%
<0.1%
Miami OHSacramento StStonehill
12.5%
<0.1%
AkronSacramento StToledo
11.4%
<0.1%
Ball StSacramento StToledo
11.1%
<0.1%
AkronE MichiganSacramento St
11.1%
<0.1%
AkronMiami OHSacramento St
10.5%
<0.1%
Ball StMiami OHToledo
10.0%
<0.1%
AkronKentToledo
9.1%
<0.1%
KentMiami OHSacramento St
7.5%
<0.1%
E MichiganMiami OHToledo
7.1%
<0.1%
E MichiganSacramento StToledo
7.1%
<0.1%
AkronC MichiganToledo
7.1%
<0.1%
AkronKentSacramento St
6.7%
<0.1%
Ball StMiami OHSacramento St
6.3%
<0.1%
E MichiganKentToledo
5.9%
<0.1%
KentMiami OHToledo
4.8%
<0.1%
E MichiganMiami OHSacramento St
4.2%
<0.1%
KentSacramento StToledo
3.1%
<0.1%
Miami OHSacramento StToledo
2.7%
<0.1%
C MichiganMiami OHSacramento St
2.4%
<0.1%
AkronMiami OHToledo
2.3%
<0.1%
Any 4 losses
42.8%
19.3%
Jacksonville StSacramento StSouth AlabamaStonehill
100.0%
<0.1%
AkronNebraskaSouth AlabamaStonehill
100.0%
<0.1%
AkronBall StJacksonville StSouth Alabama
100.0%
<0.1%
Jacksonville StNebraskaSacramento StStonehill
100.0%
<0.1%
Jacksonville StMiami OHNebraskaStonehill
100.0%
<0.1%
AkronJacksonville StMiami OHStonehill
100.0%
<0.1%
Jacksonville StNebraskaSouth AlabamaStonehill
100.0%
<0.1%
AkronSacramento StSouth AlabamaStonehill
100.0%
<0.1%
C MichiganJacksonville StKentStonehill
100.0%
<0.1%
AkronJacksonville StKentSouth Alabama
100.0%
<0.1%
C MichiganNebraskaSouth AlabamaStonehill
100.0%
<0.1%
Jacksonville StKentNebraskaStonehill
100.0%
<0.1%
Jacksonville StMiami OHSouth AlabamaStonehill
100.0%
<0.1%
C MichiganMiami OHSouth AlabamaStonehill
100.0%
<0.1%
KentMiami OHSouth AlabamaStonehill
100.0%
<0.1%
Ball StE MichiganJacksonville StSouth Alabama
100.0%
<0.1%
E MichiganKentSouth AlabamaStonehill
100.0%
<0.1%
AkronJacksonville StSouth AlabamaStonehill
100.0%
<0.1%
AkronJacksonville StNebraskaStonehill
100.0%
<0.1%
Ball StC MichiganJacksonville StSouth Alabama
100.0%
<0.1%
Ball StJacksonville StKentSouth Alabama
100.0%
<0.1%
AkronC MichiganSouth AlabamaStonehill
100.0%
<0.1%
AkronE MichiganKentStonehill
100.0%
<0.1%
E MichiganJacksonville StSouth AlabamaStonehill
100.0%
<0.1%
E MichiganJacksonville StKentStonehill
100.0%
<0.1%
C MichiganKentSouth AlabamaStonehill
100.0%
<0.1%
Jacksonville StKentSouth AlabamaStonehill
100.0%
<0.1%
KentSacramento StSouth AlabamaStonehill
100.0%
<0.1%
Ball StJacksonville StKentStonehill
100.0%
<0.1%
Ball StE MichiganSouth AlabamaStonehill
100.0%
<0.1%
AkronJacksonville StKentStonehill
100.0%
<0.1%
Ball StJacksonville StSouth AlabamaStonehill
100.0%
<0.1%
AkronE MichiganSouth AlabamaStonehill
100.0%
<0.1%
Ball StC MichiganKentStonehill
100.0%
<0.1%
C MichiganE MichiganJacksonville StStonehill
100.0%
<0.1%
AkronE MichiganJacksonville StStonehill
100.0%
<0.1%
E MichiganJacksonville StMiami OHStonehill
100.0%
<0.1%
E MichiganKentSacramento StStonehill
100.0%
<0.1%
Jacksonville StKentNebraskaSouth Alabama
99.2%
0.1%
AkronJacksonville StNebraskaSouth Alabama
99.2%
0.1%
C MichiganJacksonville StNebraskaSouth Alabama
99.1%
0.1%
Ball StJacksonville StNebraskaSouth Alabama
98.8%
<0.1%
Jacksonville StNebraskaSacramento StSouth Alabama
98.5%
0.3%
Miami OHNebraskaSouth AlabamaStonehill
98.2%
<0.1%
NebraskaSacramento StSouth AlabamaStonehill
97.2%
<0.1%
Jacksonville StMiami OHNebraskaSouth Alabama
96.4%
0.4%
Jacksonville StNebraskaStonehillToledo
95.9%
<0.1%
KentNebraskaSouth AlabamaStonehill
95.7%
<0.1%
Jacksonville StNebraskaSouth AlabamaToledo
95.2%
0.3%
E MichiganJacksonville StNebraskaSouth Alabama
95.2%
<0.1%
NebraskaSouth AlabamaStonehillToledo
94.5%
<0.1%
E MichiganJacksonville StNebraskaStonehill
93.8%
<0.1%
E MichiganNebraskaSacramento StStonehill
93.8%
<0.1%
C MichiganJacksonville StNebraskaStonehill
93.3%
<0.1%
E MichiganNebraskaSouth AlabamaStonehill
93.3%
<0.1%
Ball StMiami OHNebraskaStonehill
92.3%
<0.1%
AkronC MichiganJacksonville StSouth Alabama
92.3%
<0.1%
AkronC MichiganNebraskaStonehill
90.9%
<0.1%
Ball StNebraskaSouth AlabamaStonehill
90.9%
<0.1%
Jacksonville StSouth AlabamaStonehillToledo
88.9%
<0.1%
Ball StJacksonville StNebraskaStonehill
88.9%
<0.1%
Ball StE MichiganNebraskaSouth Alabama
87.8%
<0.1%
Ball StJacksonville StKentNebraska
87.8%
<0.1%
Miami OHSacramento StSouth AlabamaStonehill
87.5%
<0.1%
AkronBall StNebraskaStonehill
85.7%
<0.1%
E MichiganKentNebraskaStonehill
85.7%
<0.1%
E MichiganKentNebraskaSouth Alabama
85.0%
<0.1%
C MichiganJacksonville StSacramento StSouth Alabama
83.3%
<0.1%
C MichiganKentNebraskaSouth Alabama
83.1%
<0.1%
Ball StKentNebraskaSouth Alabama
82.3%
<0.1%
AkronKentNebraskaStonehill
81.8%
<0.1%
AkronE MichiganNebraskaStonehill
81.8%
<0.1%
AkronE MichiganJacksonville StNebraska
80.4%
<0.1%
AkronKentNebraskaSouth Alabama
80.3%
<0.1%
C MichiganJacksonville StKentSouth Alabama
80.0%
<0.1%
Ball StE MichiganJacksonville StNebraska
80.0%
<0.1%
C MichiganE MichiganJacksonville StSouth Alabama
80.0%
<0.1%
AkronE MichiganNebraskaSouth Alabama
79.7%
<0.1%
C MichiganNebraskaSacramento StStonehill
79.2%
<0.1%
Ball StNebraskaSacramento StSouth Alabama
79.1%
0.1%
Jacksonville StKentSacramento StSouth Alabama
78.3%
<0.1%
AkronNebraskaSacramento StSouth Alabama
77.8%
0.2%
Ball StKentNebraskaStonehill
77.8%
<0.1%
KentNebraskaSacramento StSouth Alabama
77.0%
0.2%
C MichiganE MichiganNebraskaSouth Alabama
76.4%
<0.1%
C MichiganE MichiganJacksonville StNebraska
76.3%
<0.1%
Ball StC MichiganJacksonville StNebraska
76.2%
<0.1%
AkronBall StNebraskaSouth Alabama
75.8%
<0.1%
AkronJacksonville StKentNebraska
75.8%
<0.1%
Sacramento StSouth AlabamaStonehillToledo
75.0%
<0.1%
Ball StC MichiganNebraskaStonehill
75.0%
<0.1%
Jacksonville StKentSacramento StStonehill
75.0%
<0.1%
Jacksonville StSacramento StStonehillToledo
75.0%
<0.1%
Ball StJacksonville StSacramento StStonehill
75.0%
<0.1%
E MichiganJacksonville StNebraskaSacramento St
74.8%
0.1%
E MichiganJacksonville StKentNebraska
74.5%
<0.1%
Ball StJacksonville StNebraskaSacramento St
74.2%
<0.1%
E MichiganNebraskaSacramento StSouth Alabama
74.1%
0.1%
E MichiganJacksonville StSacramento StSouth Alabama
73.3%
<0.1%
Ball StC MichiganNebraskaSouth Alabama
73.2%
<0.1%
Jacksonville StKentNebraskaSacramento St
73.1%
0.1%
AkronJacksonville StNebraskaSacramento St
72.7%
0.1%
AkronNebraskaSacramento StStonehill
72.0%
<0.1%
C MichiganKentNebraskaStonehill
71.4%
<0.1%
AkronC MichiganNebraskaSouth Alabama
71.1%
0.1%
AkronJacksonville StMiami OHSouth Alabama
70.8%
<0.1%
C MichiganJacksonville StKentNebraska
69.7%
<0.1%
AkronC MichiganJacksonville StNebraska
69.3%
<0.1%
Jacksonville StKentMiami OHNebraska
68.8%
0.1%
Jacksonville StKentMiami OHSouth Alabama
67.7%
<0.1%
C MichiganJacksonville StNebraskaSacramento St
67.7%
0.1%
KentMiami OHNebraskaStonehill
66.7%
<0.1%
E MichiganMiami OHNebraskaStonehill
66.7%
<0.1%
E MichiganJacksonville StKentSouth Alabama
66.7%
<0.1%
AkronBall StJacksonville StStonehill
66.7%
<0.1%
Ball StJacksonville StSacramento StSouth Alabama
66.7%
<0.1%
AkronMiami OHSouth AlabamaStonehill
66.7%
<0.1%
C MichiganMiami OHNebraskaStonehill
66.7%
<0.1%
AkronKentSouth AlabamaStonehill
66.7%
<0.1%
C MichiganNebraskaSacramento StSouth Alabama
66.2%
0.1%
C MichiganJacksonville StSouth AlabamaToledo
65.0%
<0.1%
KentNebraskaSacramento StStonehill
65.0%
<0.1%
AkronJacksonville StMiami OHNebraska
64.8%
0.2%
Ball StJacksonville StMiami OHNebraska
63.6%
0.1%
E MichiganMiami OHNebraskaSouth Alabama
63.1%
0.2%
Ball StMiami OHNebraskaSouth Alabama
63.0%
0.1%
Jacksonville StMiami OHNebraskaSacramento St
62.2%
0.4%
NebraskaSacramento StStonehillToledo
61.8%
<0.1%
Jacksonville StKentNebraskaToledo
61.6%
0.2%
Jacksonville StKentSouth AlabamaToledo
60.9%
<0.1%
AkronBall StJacksonville StNebraska
60.8%
<0.1%
AkronMiami OHNebraskaSouth Alabama
60.7%
0.3%
KentMiami OHNebraskaSouth Alabama
60.4%
0.2%
C MichiganJacksonville StSacramento StStonehill
60.0%
<0.1%
Ball StJacksonville StNebraskaToledo
59.8%
0.1%
KentNebraskaStonehillToledo
59.3%
<0.1%
AkronNebraskaSouth AlabamaToledo
58.9%
0.2%
AkronJacksonville StNebraskaToledo
58.9%
0.2%
E MichiganJacksonville StMiami OHSouth Alabama
58.3%
<0.1%
C MichiganNebraskaStonehillToledo
58.1%
<0.1%
Miami OHNebraskaSacramento StSouth Alabama
58.1%
0.4%
Ball StJacksonville StMiami OHSouth Alabama
57.9%
<0.1%
E MichiganJacksonville StMiami OHNebraska
57.7%
0.1%
AkronNebraskaStonehillToledo
57.1%
<0.1%
C MichiganE MichiganNebraskaStonehill
57.1%
<0.1%
E MichiganNebraskaSouth AlabamaToledo
56.7%
0.2%
Ball StNebraskaSouth AlabamaToledo
55.6%
0.1%
C MichiganMiami OHNebraskaSouth Alabama
55.4%
0.2%
Miami OHNebraskaSacramento StStonehill
55.3%
<0.1%
AkronJacksonville StSacramento StSouth Alabama
55.0%
<0.1%
NebraskaSacramento StSouth AlabamaToledo
54.9%
0.4%
E MichiganJacksonville StNebraskaToledo
54.9%
0.1%
C MichiganJacksonville StMiami OHNebraska
54.7%
0.2%
Jacksonville StSacramento StSouth AlabamaToledo
53.1%
<0.1%
Jacksonville StNebraskaSacramento StToledo
52.7%
0.3%
AkronMiami OHNebraskaStonehill
52.4%
<0.1%
Jacksonville StMiami OHSacramento StSouth Alabama
52.2%
<0.1%
KentNebraskaSouth AlabamaToledo
52.1%
0.2%
AkronJacksonville StStonehillToledo
50.0%
<0.1%
Ball StNebraskaStonehillToledo
50.0%
<0.1%
Ball StE MichiganNebraskaStonehill
50.0%
<0.1%
Ball StSouth AlabamaStonehillToledo
50.0%
<0.1%
AkronBall StJacksonville StSacramento St
50.0%
<0.1%
E MichiganKentMiami OHStonehill
50.0%
<0.1%
Ball StMiami OHSouth AlabamaStonehill
50.0%
<0.1%
AkronBall StSouth AlabamaStonehill
50.0%
<0.1%
C MichiganJacksonville StMiami OHStonehill
50.0%
<0.1%
AkronC MichiganKentSouth Alabama
50.0%
<0.1%
Ball StE MichiganStonehillToledo
50.0%
<0.1%
Ball StC MichiganSouth AlabamaStonehill
50.0%
<0.1%
AkronC MichiganJacksonville StStonehill
50.0%
<0.1%
Jacksonville StMiami OHSacramento StStonehill
50.0%
<0.1%
Ball StSacramento StStonehillToledo
50.0%
<0.1%
Miami OHNebraskaStonehillToledo
49.1%
<0.1%
C MichiganJacksonville StNebraskaToledo
48.9%
0.1%
C MichiganJacksonville StMiami OHSouth Alabama
48.3%
<0.1%
C MichiganNebraskaSouth AlabamaToledo
47.6%
0.2%
Ball StJacksonville StSouth AlabamaToledo
47.1%
<0.1%
E MichiganNebraskaStonehillToledo
46.2%
<0.1%
Ball StNebraskaSacramento StStonehill
44.4%
<0.1%
Miami OHSouth AlabamaStonehillToledo
42.9%
<0.1%
Ball StE MichiganMiami OHSouth Alabama
42.9%
<0.1%
AkronE MichiganJacksonville StSouth Alabama
40.0%
<0.1%
Miami OHNebraskaSouth AlabamaToledo
37.2%
0.6%
E MichiganJacksonville StSouth AlabamaToledo
35.7%
<0.1%
AkronJacksonville StKentToledo
35.7%
<0.1%
Jacksonville StMiami OHNebraskaToledo
35.1%
0.5%
Jacksonville StMiami OHSouth AlabamaToledo
33.9%
<0.1%
AkronBall StC MichiganSouth Alabama
33.3%
<0.1%
AkronBall StStonehillToledo
33.3%
<0.1%
C MichiganJacksonville StStonehillToledo
33.3%
<0.1%
Ball StE MichiganJacksonville StKent
33.3%
<0.1%
AkronMiami OHStonehillToledo
33.3%
<0.1%
AkronSouth AlabamaStonehillToledo
33.3%
<0.1%
AkronC MichiganE MichiganSouth Alabama
33.3%
<0.1%
AkronBall StJacksonville StKent
33.3%
<0.1%
E MichiganSacramento StSouth AlabamaStonehill
33.3%
<0.1%
AkronJacksonville StSouth AlabamaToledo
31.8%
<0.1%
Jacksonville StMiami OHStonehillToledo
28.6%
<0.1%
E MichiganKentSacramento StSouth Alabama
28.6%
<0.1%
C MichiganKentSouth AlabamaToledo
25.0%
<0.1%
Ball StJacksonville StKentSacramento St
25.0%
<0.1%
Ball StJacksonville StStonehillToledo
25.0%
<0.1%
E MichiganJacksonville StKentSacramento St
25.0%
<0.1%
Ball StE MichiganNebraskaSacramento St
21.4%
<0.1%
AkronE MichiganJacksonville StToledo
21.4%
<0.1%
Ball StC MichiganJacksonville StSacramento St
20.0%
<0.1%
Ball StKentMiami OHSouth Alabama
20.0%
<0.1%
AkronBall StSacramento StSouth Alabama
20.0%
<0.1%
C MichiganE MichiganJacksonville StKent
20.0%
<0.1%
Ball StE MichiganKentNebraska
18.2%
<0.1%
E MichiganKentSouth AlabamaToledo
18.2%
<0.1%
AkronJacksonville StKentMiami OH
16.7%
<0.1%
Ball StC MichiganMiami OHSouth Alabama
15.8%
<0.1%
AkronJacksonville StMiami OHSacramento St
14.8%
<0.1%
Ball StKentSacramento StSouth Alabama
14.3%
<0.1%
AkronC MichiganSouth AlabamaToledo
14.3%
<0.1%
AkronE MichiganJacksonville StSacramento St
14.3%
<0.1%
AkronC MichiganJacksonville StToledo
14.3%
<0.1%
C MichiganKentNebraskaSacramento St
14.1%
<0.1%
AkronKentMiami OHSouth Alabama
13.3%
<0.1%
AkronE MichiganNebraskaSacramento St
13.0%
<0.1%
C MichiganE MichiganSacramento StSouth Alabama
12.5%
<0.1%
Ball StC MichiganJacksonville StToledo
12.5%
<0.1%
AkronKentSacramento StSouth Alabama
12.5%
<0.1%
AkronE MichiganKentNebraska
12.0%
<0.1%
AkronKentNebraskaSacramento St
11.3%
0.1%
AkronE MichiganJacksonville StKent
11.1%
<0.1%
C MichiganE MichiganJacksonville StToledo
11.1%
<0.1%
C MichiganJacksonville StKentMiami OH
11.1%
<0.1%
AkronC MichiganJacksonville StKent
11.1%
<0.1%
AkronBall StJacksonville StToledo
11.1%
<0.1%
AkronBall StJacksonville StMiami OH
11.1%
<0.1%
AkronSacramento StSouth AlabamaToledo
10.7%
<0.1%
AkronC MichiganNebraskaSacramento St
10.4%
0.1%
AkronKentSouth AlabamaToledo
10.0%
<0.1%
C MichiganMiami OHSacramento StSouth Alabama
10.0%
<0.1%
AkronBall StKentNebraska
10.0%
<0.1%
AkronBall StMiami OHSouth Alabama
10.0%
<0.1%
C MichiganE MichiganKentNebraska
9.7%
<0.1%
Ball StMiami OHNebraskaSacramento St
9.5%
0.1%
E MichiganMiami OHNebraskaSacramento St
8.9%
0.2%
C MichiganJacksonville StKentToledo
8.7%
<0.1%
AkronBall StC MichiganNebraska
8.3%
<0.1%
AkronBall StMiami OHNebraska
8.3%
0.1%
Miami OHSacramento StStonehillToledo
8.3%
<0.1%
Ball StE MichiganMiami OHNebraska
8.0%
<0.1%
AkronBall StNebraskaToledo
8.0%
<0.1%
AkronC MichiganSacramento StSouth Alabama
7.7%
<0.1%
AkronE MichiganJacksonville StMiami OH
7.7%
<0.1%
C MichiganE MichiganSouth AlabamaToledo
7.7%
<0.1%
AkronC MichiganMiami OHSouth Alabama
7.7%
<0.1%
Ball StJacksonville StMiami OHSacramento St
7.7%
<0.1%
Ball StE MichiganNebraskaToledo
7.5%
<0.1%
AkronBall StNebraskaSacramento St
7.5%
<0.1%
Ball StNebraskaSacramento StToledo
7.4%
0.1%
C MichiganJacksonville StSacramento StToledo
7.1%
<0.1%
AkronC MichiganE MichiganNebraska
7.1%
<0.1%
Ball StC MichiganMiami OHNebraska
7.0%
<0.1%
Ball StC MichiganKentNebraska
6.7%
<0.1%
E MichiganJacksonville StSacramento StToledo
6.7%
<0.1%
KentNebraskaSacramento StToledo
6.5%
0.2%
AkronKentMiami OHNebraska
6.4%
0.1%
AkronC MichiganMiami OHNebraska
6.4%
0.1%
AkronMiami OHNebraskaSacramento St
6.4%
0.3%
C MichiganKentMiami OHNebraska
6.3%
0.1%
Ball StMiami OHSacramento StSouth Alabama
6.3%
<0.1%
KentMiami OHNebraskaSacramento St
6.0%
0.3%
AkronE MichiganSouth AlabamaToledo
5.9%
<0.1%
E MichiganKentNebraskaToledo
5.7%
<0.1%
C MichiganKentNebraskaToledo
5.6%
0.1%
Ball StKentNebraskaToledo
5.5%
<0.1%
C MichiganE MichiganMiami OHNebraska
5.3%
<0.1%
KentMiami OHSouth AlabamaToledo
5.3%
<0.1%
AkronBall StE MichiganNebraska
5.3%
<0.1%
Ball StKentNebraskaSacramento St
5.1%
<0.1%
C MichiganJacksonville StMiami OHSacramento St
4.8%
<0.1%
AkronJacksonville StSacramento StToledo
4.8%
<0.1%
AkronKentNebraskaToledo
4.8%
0.1%
AkronNebraskaSacramento StToledo
4.7%
0.2%
Ball StMiami OHNebraskaToledo
4.6%
0.2%
AkronE MichiganMiami OHNebraska
4.6%
<0.1%
Miami OHNebraskaSacramento StToledo
4.5%
0.6%
Jacksonville StKentSacramento StToledo
4.5%
<0.1%
KentMiami OHNebraskaToledo
4.4%
0.3%
E MichiganKentNebraskaSacramento St
4.1%
<0.1%
AkronMiami OHNebraskaToledo
3.9%
0.3%
Ball StC MichiganNebraskaToledo
3.9%
<0.1%
C MichiganE MichiganNebraskaSacramento St
3.8%
<0.1%
E MichiganJacksonville StMiami OHToledo
3.7%
<0.1%
E MichiganNebraskaSacramento StToledo
3.7%
0.1%
Ball StC MichiganNebraskaSacramento St
3.6%
<0.1%
E MichiganMiami OHNebraskaToledo
3.5%
0.2%
AkronMiami OHSacramento StSouth Alabama
3.5%
<0.1%
AkronMiami OHSouth AlabamaToledo
3.3%
<0.1%
C MichiganMiami OHNebraskaToledo
3.1%
0.3%
C MichiganMiami OHNebraskaSacramento St
3.1%
0.2%
C MichiganE MichiganNebraskaToledo
3.1%
<0.1%
Jacksonville StMiami OHSacramento StToledo
3.0%
<0.1%
C MichiganSacramento StSouth AlabamaToledo
2.9%
<0.1%
KentSacramento StSouth AlabamaToledo
2.8%
<0.1%
KentMiami OHSacramento StSouth Alabama
2.8%
<0.1%
AkronJacksonville StMiami OHToledo
2.6%
<0.1%
Miami OHSacramento StSouth AlabamaToledo
2.4%
<0.1%
E MichiganMiami OHSouth AlabamaToledo
2.4%
<0.1%
AkronE MichiganNebraskaToledo
2.4%
<0.1%
AkronC MichiganKentNebraska
2.1%
<0.1%
AkronC MichiganNebraskaToledo
1.9%
0.1%
C MichiganNebraskaSacramento StToledo
1.9%
0.2%
E MichiganKentMiami OHNebraska
1.5%
<0.1%
Ball StKentMiami OHNebraska
1.2%
<0.1%

Data from 2026-08-26 • SportsSimulate.com