Ravena Oliveira vs Shanelle Dyer

MMA - March 21, 2026 12:35 PM

Ravena Oliveira have a 20.7% of winning.
Shanelle Dyer have a 79.3% of winning.

Click on a line grade to learn more.

Ravena Oliveira

20.7%

Line

Break
Even

Grade

Ravena Oliveira

Ceasers	380
Break Even	20.8%
Probability	20.7%
Grade	B

For this to be profitable, Ravena Oliveira must be more likely than 20.8% to win.
However, the calculated probability is 20.7%, less likely, giving this bet a B grade.

Ravena Oliveira

Betonline.ag	375
Break Even	21.1%
Probability	20.7%
Grade	B

For this to be profitable, Ravena Oliveira must be more likely than 21.1% to win.
However, the calculated probability is 20.7%, less likely, giving this bet a B grade.

Ravena Oliveira

DraftKings	370
Break Even	21.3%
Probability	20.7%
Grade	C

For this to be profitable, Ravena Oliveira must be more likely than 21.3% to win.
However, the calculated probability is 20.7%, less likely, giving this bet a C grade.

Ravena Oliveira

BetUS	369
Break Even	21.3%
Probability	20.7%
Grade	C

For this to be profitable, Ravena Oliveira must be more likely than 21.3% to win.
However, the calculated probability is 20.7%, less likely, giving this bet a C grade.

Ravena Oliveira

BetRivers	360
Break Even	21.7%
Probability	20.7%
Grade	C

For this to be profitable, Ravena Oliveira must be more likely than 21.7% to win.
However, the calculated probability is 20.7%, less likely, giving this bet a C grade.

Ravena Oliveira

BetMGM	360
Break Even	21.7%
Probability	20.7%
Grade	C

For this to be profitable, Ravena Oliveira must be more likely than 21.7% to win.
However, the calculated probability is 20.7%, less likely, giving this bet a C grade.

Ravena Oliveira

Bovada	360
Break Even	21.7%
Probability	20.7%
Grade	C

For this to be profitable, Ravena Oliveira must be more likely than 21.7% to win.
However, the calculated probability is 20.7%, less likely, giving this bet a C grade.

Ravena Oliveira

	330
Break Even	23.3%
Probability	20.7%
Grade	F

For this to be profitable, Ravena Oliveira must be more likely than 23.3% to win.
However, the calculated probability is 20.7%, less likely, giving this bet a F grade.

79.3%

Line

Break
Even

Grade

Shanelle Dyer

	-450
Break Even	81.8%
Probability	79.3%
Grade	F

For this to be profitable, Shanelle Dyer must be more likely than 81.8% to win.
However, the calculated probability is 79.3%, less likely, giving this bet a F grade.

Shanelle Dyer

BetRivers	-480
Break Even	82.8%
Probability	79.3%
Grade	F

For this to be profitable, Shanelle Dyer must be more likely than 82.8% to win.
However, the calculated probability is 79.3%, less likely, giving this bet a F grade.

Shanelle Dyer

DraftKings	-485
Break Even	82.9%
Probability	79.3%
Grade	F

For this to be profitable, Shanelle Dyer must be more likely than 82.9% to win.
However, the calculated probability is 79.3%, less likely, giving this bet a F grade.

Shanelle Dyer

Ceasers	-500
Break Even	83.3%
Probability	79.3%
Grade	F

For this to be profitable, Shanelle Dyer must be more likely than 83.3% to win.
However, the calculated probability is 79.3%, less likely, giving this bet a F grade.

Shanelle Dyer

BetMGM	-500
Break Even	83.3%
Probability	79.3%
Grade	F

For this to be profitable, Shanelle Dyer must be more likely than 83.3% to win.
However, the calculated probability is 79.3%, less likely, giving this bet a F grade.

Shanelle Dyer

Bovada	-500
Break Even	83.3%
Probability	79.3%
Grade	F

For this to be profitable, Shanelle Dyer must be more likely than 83.3% to win.
However, the calculated probability is 79.3%, less likely, giving this bet a F grade.

Shanelle Dyer

Betonline.ag	-500
Break Even	83.3%
Probability	79.3%
Grade	F

For this to be profitable, Shanelle Dyer must be more likely than 83.3% to win.
However, the calculated probability is 79.3%, less likely, giving this bet a F grade.

Shanelle Dyer

BetUS	-500
Break Even	83.3%
Probability	79.3%
Grade	F

For this to be profitable, Shanelle Dyer must be more likely than 83.3% to win.
However, the calculated probability is 79.3%, less likely, giving this bet a F grade.

Spreads:

41.7% chance that Ravena Oliveira win or are within 3.5 points of winning.
58.3% chance that Shanelle Dyer win by 3.5 or more points.

Click on a line grade to learn more.

Ravena Oliveira (3.5)

Shanelle Dyer (-3.5)

41.7%

Line

Break
Even

Grade

Ravena Oliveira (3.5)

Bovada	125
Break Even	44.4%
Probability	41.7%
Grade	F

For this to be profitable, Ravena Oliveira (3.5) spread must be more likely than 44.4% to win.
However, the calculated probability is 41.7%, less likely, giving this bet a F grade.

58.3%

Line

Break
Even

Grade

Shanelle Dyer (-3.5)

Bovada	-165
Break Even	62.3%
Probability	58.3%
Grade	F

For this to be profitable, Shanelle Dyer (-3.5) spread must be more likely than 62.3% to win.
However, the calculated probability is 58.3%, less likely, giving this bet a F grade.

50.0% chance that Ravena Oliveira win or are within 5.5 points of winning.
50.0% chance that Shanelle Dyer win by 5.5 or more points.

Click on a line grade to learn more.

Ravena Oliveira (5.5)

Shanelle Dyer (-5.5)

50.0%

Line

Break
Even

Grade

Ravena Oliveira (5.5)

DraftKings	-115
Break Even	53.5%
Probability	50.0%
Grade	F

For this to be profitable, Ravena Oliveira (5.5) spread must be more likely than 53.5% to win.
However, the calculated probability is 50.0%, less likely, giving this bet a F grade.

50.0%

Line

Break
Even

Grade

Shanelle Dyer (-5.5)

DraftKings	-115
Break Even	53.5%
Probability	50.0%
Grade	F

For this to be profitable, Shanelle Dyer (-5.5) spread must be more likely than 53.5% to win.
However, the calculated probability is 50.0%, less likely, giving this bet a F grade.

Totals:

68.3% chance that the total final score will be over 2.5 points.
31.7% chance that the total final score will be under 2.5 points.

Click on a line grade to learn more.

Over (2.5)

Under (2.5)

68.3%

Line

Break
Even

Grade

Over (2.5)

Betonline.ag	-240
Break Even	70.6%
Probability	68.3%
Grade	F

For this to be profitable, Over (2.5) must be more likely than 70.6% to win.
However, the calculated probability is 68.3%, less likely, giving this bet a F grade.

Over (2.5)

BetUS	-240
Break Even	70.6%
Probability	68.3%
Grade	F

For this to be profitable, Over (2.5) must be more likely than 70.6% to win.
However, the calculated probability is 68.3%, less likely, giving this bet a F grade.

Over (2.5)

DraftKings	-270
Break Even	73.0%
Probability	68.3%
Grade	F

For this to be profitable, Over (2.5) must be more likely than 73.0% to win.
However, the calculated probability is 68.3%, less likely, giving this bet a F grade.

Over (2.5)

Bovada	-275
Break Even	73.3%
Probability	68.3%
Grade	F

For this to be profitable, Over (2.5) must be more likely than 73.3% to win.
However, the calculated probability is 68.3%, less likely, giving this bet a F grade.

31.7%

Line

Break
Even

Grade

Under (2.5)

DraftKings	200
Break Even	33.3%
Probability	31.7%
Grade	C

For this to be profitable, Under (2.5) must be more likely than 33.3% to win.
However, the calculated probability is 31.7%, less likely, giving this bet a C grade.

Under (2.5)

Bovada	200
Break Even	33.3%
Probability	31.7%
Grade	C

For this to be profitable, Under (2.5) must be more likely than 33.3% to win.
However, the calculated probability is 31.7%, less likely, giving this bet a C grade.

Under (2.5)

Betonline.ag	200
Break Even	33.3%
Probability	31.7%
Grade	C

For this to be profitable, Under (2.5) must be more likely than 33.3% to win.
However, the calculated probability is 31.7%, less likely, giving this bet a C grade.

Under (2.5)

BetUS	198
Break Even	33.6%
Probability	31.7%
Grade	C

For this to be profitable, Under (2.5) must be more likely than 33.6% to win.
However, the calculated probability is 31.7%, less likely, giving this bet a C grade.