Nevada Wolf Pack vs Western Kentucky Hilltoppers

-102

50.5%

Nevada Wolf Pack

	-102
Break Even	50.5%
Probability	48.7%
Grade	C

For this to be profitable, the Nevada Wolf Pack must be more likely than 50.5% to win.
However, the calculated probability is 48.7%, less likely, giving this bet a C grade.

-102

50.5%

Nevada Wolf Pack

BetMGM	-102
Break Even	50.5%
Probability	48.7%
Grade	C

For this to be profitable, the Nevada Wolf Pack must be more likely than 50.5% to win.
However, the calculated probability is 48.7%, less likely, giving this bet a C grade.

-103

50.7%

Nevada Wolf Pack

MyBookie	-103
Break Even	50.7%
Probability	48.7%
Grade	F

For this to be profitable, the Nevada Wolf Pack must be more likely than 50.7% to win.
However, the calculated probability is 48.7%, less likely, giving this bet a F grade.

-104

51.0%

Nevada Wolf Pack

BetRivers	-104
Break Even	51.0%
Probability	48.7%
Grade	F

For this to be profitable, the Nevada Wolf Pack must be more likely than 51.0% to win.
However, the calculated probability is 48.7%, less likely, giving this bet a F grade.

Nevada Wolf Pack

DraftKings	-105
Break Even	51.2%
Probability	48.7%
Grade	F

For this to be profitable, the Nevada Wolf Pack must be more likely than 51.2% to win.
However, the calculated probability is 48.7%, less likely, giving this bet a F grade.

Nevada Wolf Pack

Ceasers	-105
Break Even	51.2%
Probability	48.7%
Grade	F

For this to be profitable, the Nevada Wolf Pack must be more likely than 51.2% to win.
However, the calculated probability is 48.7%, less likely, giving this bet a F grade.

Nevada Wolf Pack

Bovada	-105
Break Even	51.2%
Probability	48.7%
Grade	F

For this to be profitable, the Nevada Wolf Pack must be more likely than 51.2% to win.
However, the calculated probability is 48.7%, less likely, giving this bet a F grade.

51.3%

Line

Break
Even

Grade

-114

53.3%

Western Kentucky Hilltoppers

Ceasers	-114
Break Even	53.3%
Probability	51.3%
Grade	C

For this to be profitable, the Western Kentucky Hilltoppers must be more likely than 53.3% to win.
However, the calculated probability is 51.3%, less likely, giving this bet a C grade.

Western Kentucky Hilltoppers

DraftKings	-115
Break Even	53.5%
Probability	51.3%
Grade	F

For this to be profitable, the Western Kentucky Hilltoppers must be more likely than 53.5% to win.
However, the calculated probability is 51.3%, less likely, giving this bet a F grade.

Western Kentucky Hilltoppers

BetMGM	-115
Break Even	53.5%
Probability	51.3%
Grade	F

For this to be profitable, the Western Kentucky Hilltoppers must be more likely than 53.5% to win.
However, the calculated probability is 51.3%, less likely, giving this bet a F grade.

Western Kentucky Hilltoppers

Bovada	-115
Break Even	53.5%
Probability	51.3%
Grade	F

For this to be profitable, the Western Kentucky Hilltoppers must be more likely than 53.5% to win.
However, the calculated probability is 51.3%, less likely, giving this bet a F grade.

Western Kentucky Hilltoppers

	-115
Break Even	53.5%
Probability	51.3%
Grade	F

For this to be profitable, the Western Kentucky Hilltoppers must be more likely than 53.5% to win.
However, the calculated probability is 51.3%, less likely, giving this bet a F grade.

Western Kentucky Hilltoppers

Betonline.ag	-115
Break Even	53.5%
Probability	51.3%
Grade	F

For this to be profitable, the Western Kentucky Hilltoppers must be more likely than 53.5% to win.
However, the calculated probability is 51.3%, less likely, giving this bet a F grade.

Western Kentucky Hilltoppers

BetUS	-115
Break Even	53.5%
Probability	51.3%
Grade	F

For this to be profitable, the Western Kentucky Hilltoppers must be more likely than 53.5% to win.
However, the calculated probability is 51.3%, less likely, giving this bet a F grade.

Spreads:

50.0% chance that Nevada Wolf Pack win or are within 1 points of winning.
50.0% chance that Western Kentucky Hilltoppers win by 1 or more points.

Click on a line grade to learn more.

Nevada Wolf Pack (1)

Western Kentucky Hilltoppers (-1)

50.0%

Line

Break
Even

Grade

-106

51.5%

Nevada Wolf Pack (1)

	-106
Break Even	51.5%
Probability	50.0%
Grade	C

For this to be profitable, the Nevada Wolf Pack (1) spread must be more likely than 51.5% to win.
However, the calculated probability is 50.0%, less likely, giving this bet a C grade.

-109

52.2%

Nevada Wolf Pack (1)

BetRivers	-109
Break Even	52.2%
Probability	50.0%
Grade	F

For this to be profitable, the Nevada Wolf Pack (1) spread must be more likely than 52.2% to win.
However, the calculated probability is 50.0%, less likely, giving this bet a F grade.

Nevada Wolf Pack (1)

Bovada	-110
Break Even	52.4%
Probability	50.0%
Grade	F

For this to be profitable, the Nevada Wolf Pack (1) spread must be more likely than 52.4% to win.
However, the calculated probability is 50.0%, less likely, giving this bet a F grade.

Nevada Wolf Pack (1)

Betonline.ag	-110
Break Even	52.4%
Probability	50.0%
Grade	F

For this to be profitable, the Nevada Wolf Pack (1) spread must be more likely than 52.4% to win.
However, the calculated probability is 50.0%, less likely, giving this bet a F grade.

Nevada Wolf Pack (1)

BetUS	-110
Break Even	52.4%
Probability	50.0%
Grade	F

For this to be profitable, the Nevada Wolf Pack (1) spread must be more likely than 52.4% to win.
However, the calculated probability is 50.0%, less likely, giving this bet a F grade.

Nevada Wolf Pack (1)

MyBookie	-110
Break Even	52.4%
Probability	50.0%
Grade	F

For this to be profitable, the Nevada Wolf Pack (1) spread must be more likely than 52.4% to win.
However, the calculated probability is 50.0%, less likely, giving this bet a F grade.

Nevada Wolf Pack (1)

Fanatics	-110
Break Even	52.4%
Probability	50.0%
Grade	F

For this to be profitable, the Nevada Wolf Pack (1) spread must be more likely than 52.4% to win.
However, the calculated probability is 50.0%, less likely, giving this bet a F grade.

Nevada Wolf Pack (1)

Ceasers	-112
Break Even	52.8%
Probability	50.0%
Grade	F

For this to be profitable, the Nevada Wolf Pack (1) spread must be more likely than 52.8% to win.
However, the calculated probability is 50.0%, less likely, giving this bet a F grade.

50.0%

Line

Break
Even

Grade

-106

51.5%

Western Kentucky Hilltoppers (-1)

	-106
Break Even	51.5%
Probability	50.0%
Grade	C

For this to be profitable, the Western Kentucky Hilltoppers (-1) spread must be more likely than 51.5% to win.
However, the calculated probability is 50.0%, less likely, giving this bet a C grade.

Western Kentucky Hilltoppers (-1)

Ceasers	-108
Break Even	51.9%
Probability	50.0%
Grade	C

For this to be profitable, the Western Kentucky Hilltoppers (-1) spread must be more likely than 51.9% to win.
However, the calculated probability is 50.0%, less likely, giving this bet a C grade.

Western Kentucky Hilltoppers (-1)

Bovada	-110
Break Even	52.4%
Probability	50.0%
Grade	F

For this to be profitable, the Western Kentucky Hilltoppers (-1) spread must be more likely than 52.4% to win.
However, the calculated probability is 50.0%, less likely, giving this bet a F grade.

Western Kentucky Hilltoppers (-1)

Betonline.ag	-110
Break Even	52.4%
Probability	50.0%
Grade	F

For this to be profitable, the Western Kentucky Hilltoppers (-1) spread must be more likely than 52.4% to win.
However, the calculated probability is 50.0%, less likely, giving this bet a F grade.

Western Kentucky Hilltoppers (-1)

BetUS	-110
Break Even	52.4%
Probability	50.0%
Grade	F

For this to be profitable, the Western Kentucky Hilltoppers (-1) spread must be more likely than 52.4% to win.
However, the calculated probability is 50.0%, less likely, giving this bet a F grade.

Western Kentucky Hilltoppers (-1)

MyBookie	-110
Break Even	52.4%
Probability	50.0%
Grade	F

For this to be profitable, the Western Kentucky Hilltoppers (-1) spread must be more likely than 52.4% to win.
However, the calculated probability is 50.0%, less likely, giving this bet a F grade.

Western Kentucky Hilltoppers (-1)

Fanatics	-110
Break Even	52.4%
Probability	50.0%
Grade	F

For this to be profitable, the Western Kentucky Hilltoppers (-1) spread must be more likely than 52.4% to win.
However, the calculated probability is 50.0%, less likely, giving this bet a F grade.

-114

53.3%

Western Kentucky Hilltoppers (-1)

BetRivers	-114
Break Even	53.3%
Probability	50.0%
Grade	F

For this to be profitable, the Western Kentucky Hilltoppers (-1) spread must be more likely than 53.3% to win.
However, the calculated probability is 50.0%, less likely, giving this bet a F grade.

50.4% chance that Nevada Wolf Pack win or are within 1.5 points of winning.
49.6% chance that Western Kentucky Hilltoppers win by 1.5 or more points.

Click on a line grade to learn more.

Nevada Wolf Pack (1.5)

Western Kentucky Hilltoppers (-1.5)

50.4%

Line

Break
Even

Grade

Nevada Wolf Pack (1.5)

BetMGM	-110
Break Even	52.4%
Probability	50.4%
Grade	F

For this to be profitable, the Nevada Wolf Pack (1.5) spread must be more likely than 52.4% to win.
However, the calculated probability is 50.4%, less likely, giving this bet a F grade.

Nevada Wolf Pack (1.5)

	-112
Break Even	52.8%
Probability	50.4%
Grade	F

For this to be profitable, the Nevada Wolf Pack (1.5) spread must be more likely than 52.8% to win.
However, the calculated probability is 50.4%, less likely, giving this bet a F grade.

Nevada Wolf Pack (1.5)

DraftKings	-112
Break Even	52.8%
Probability	50.4%
Grade	F

For this to be profitable, the Nevada Wolf Pack (1.5) spread must be more likely than 52.8% to win.
However, the calculated probability is 50.4%, less likely, giving this bet a F grade.

49.6%

Line

Break
Even

Grade

Western Kentucky Hilltoppers (-1.5)

	-108
Break Even	51.9%
Probability	49.6%
Grade	F

For this to be profitable, the Western Kentucky Hilltoppers (-1.5) spread must be more likely than 51.9% to win.
However, the calculated probability is 49.6%, less likely, giving this bet a F grade.

Western Kentucky Hilltoppers (-1.5)

DraftKings	-108
Break Even	51.9%
Probability	49.6%
Grade	F

For this to be profitable, the Western Kentucky Hilltoppers (-1.5) spread must be more likely than 51.9% to win.
However, the calculated probability is 49.6%, less likely, giving this bet a F grade.

Western Kentucky Hilltoppers (-1.5)

BetMGM	-108
Break Even	51.9%
Probability	49.6%
Grade	F

For this to be profitable, the Western Kentucky Hilltoppers (-1.5) spread must be more likely than 51.9% to win.
However, the calculated probability is 49.6%, less likely, giving this bet a F grade.

Totals:

50.0% chance that the total final score will be over 52 points.
50.0% chance that the total final score will be under 52 points.

Click on a line grade to learn more.

Over (52)

Under (52)

50.0%

Line

Break
Even

Grade

Over (52)

Fanatics	-110
Break Even	52.4%
Probability	50.0%
Grade	F

For this to be profitable, the Over (52) must be more likely than 52.4% to win.
However, the calculated probability is 50.0%, less likely, giving this bet a F grade.

50.0%

Line

Break
Even

Grade

Under (52)

Fanatics	-110
Break Even	52.4%
Probability	50.0%
Grade	F

For this to be profitable, the Under (52) must be more likely than 52.4% to win.
However, the calculated probability is 50.0%, less likely, giving this bet a F grade.

49.2% chance that the total final score will be over 52.5 points.
50.8% chance that the total final score will be under 52.5 points.

Click on a line grade to learn more.

Over (52.5)

Under (52.5)

49.2%

Line

Break
Even

Grade

102

49.5%

Over (52.5)

	102
Break Even	49.5%
Probability	49.2%
Grade	B

For this to be profitable, the Over (52.5) must be more likely than 49.5% to win.
However, the calculated probability is 49.2%, less likely, giving this bet a B grade.

100

50.0%

Over (52.5)

Betonline.ag	100
Break Even	50.0%
Probability	49.2%
Grade	C

For this to be profitable, the Over (52.5) must be more likely than 50.0% to win.
However, the calculated probability is 49.2%, less likely, giving this bet a C grade.

100

50.0%

Over (52.5)

BetUS	100
Break Even	50.0%
Probability	49.2%
Grade	C

For this to be profitable, the Over (52.5) must be more likely than 50.0% to win.
However, the calculated probability is 49.2%, less likely, giving this bet a C grade.

Over (52.5)

Ceasers	-105
Break Even	51.2%
Probability	49.2%
Grade	F

For this to be profitable, the Over (52.5) must be more likely than 51.2% to win.
However, the calculated probability is 49.2%, less likely, giving this bet a F grade.

Over (52.5)

BetMGM	-105
Break Even	51.2%
Probability	49.2%
Grade	F

For this to be profitable, the Over (52.5) must be more likely than 51.2% to win.
However, the calculated probability is 49.2%, less likely, giving this bet a F grade.

Over (52.5)

	-110
Break Even	52.4%
Probability	49.2%
Grade	F

For this to be profitable, the Over (52.5) must be more likely than 52.4% to win.
However, the calculated probability is 49.2%, less likely, giving this bet a F grade.

Over (52.5)

DraftKings	-110
Break Even	52.4%
Probability	49.2%
Grade	F

For this to be profitable, the Over (52.5) must be more likely than 52.4% to win.
However, the calculated probability is 49.2%, less likely, giving this bet a F grade.

50.8%

Line

Break
Even

Grade

Under (52.5)

	-110
Break Even	52.4%
Probability	50.8%
Grade	C

For this to be profitable, the Under (52.5) must be more likely than 52.4% to win.
However, the calculated probability is 50.8%, less likely, giving this bet a C grade.

Under (52.5)

DraftKings	-110
Break Even	52.4%
Probability	50.8%
Grade	C

For this to be profitable, the Under (52.5) must be more likely than 52.4% to win.
However, the calculated probability is 50.8%, less likely, giving this bet a C grade.

Under (52.5)

BetRivers	-110
Break Even	52.4%
Probability	50.8%
Grade	C

For this to be profitable, the Under (52.5) must be more likely than 52.4% to win.
However, the calculated probability is 50.8%, less likely, giving this bet a C grade.

Under (52.5)

Bovada	-110
Break Even	52.4%
Probability	50.8%
Grade	C

For this to be profitable, the Under (52.5) must be more likely than 52.4% to win.
However, the calculated probability is 50.8%, less likely, giving this bet a C grade.

Under (52.5)

MyBookie	-110
Break Even	52.4%
Probability	50.8%
Grade	C

For this to be profitable, the Under (52.5) must be more likely than 52.4% to win.
However, the calculated probability is 50.8%, less likely, giving this bet a C grade.

Under (52.5)

BetMGM	-112
Break Even	52.8%
Probability	50.8%
Grade	F

For this to be profitable, the Under (52.5) must be more likely than 52.8% to win.
However, the calculated probability is 50.8%, less likely, giving this bet a F grade.