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YTD 0-0 0,00u, 1 unit per play Red Sox ML @1,92 |
Shauwig | 1 |
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YTD 0-0 0,00 unit, 1 unit each for this record Wild ML @2,07 Yotes ML @2,23 |
Shauwig | 1 |
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YTD 29-14 13,36u, 1 unit each for this record Guardians -1½ @2,07 |
Shauwig | 1 |
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Been a while, so just one. YTD 29-13 14,36u, 1 unit each for this record M's@Twins over 8 @1,99 Rematch. Maeda and Castillo are both primed to get lit up. I know, slumping M's on travel. If they don't get to Maeda, maybe they're awake when they get to the available arms in the twins bullpen |
Shauwig | 1 |
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YTD 27-12 13,72u, 1 unit each for this record Texas -1.0 @1.90 |
Shauwig | 1 |
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YTD 25-11 12,88u, 1 unit each for this record Mets/Jays over 8½ @1.91 |
Shauwig | 2 |
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YTD 23-10 11,95u, 1 unit each for this record Angels ML @2,21 |
Shauwig | 2 |
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YTD 22-8 12,84u, 1 unit each for this record Cards -1 @1.95 |
Shauwig | 1 |
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YTD 19-8 9,91u, 1 unit each for this record Yankees/Padres under 8½ @1,97 |
Shauwig | 1 |
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YTD 18-7 10,11u, 1 unit each for this record Yankees/O's OVER 9 @1.92 |
Shauwig | 2 |
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YTD 16-7 7,96u, 1 unit each for this record Rangers -1½ @2,10 |
Shauwig | 2 |
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YTD 14-6 6,75u, 1 unit each for this record Dbacks F5 +0,50 @2,30 |
Shauwig | 1 |
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Holding my nose. YTD 11-5 5,10u, 1 unit each for this record Reds ML @2,37 |
Shauwig | 3 |
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YTD 10-3 6,32u, 1 unit each for this record |
Shauwig | 1 |
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Regression likely. YTD 10-2 7,32u, 1 unit each for this record Braves ML @1,95 |
Shauwig | 2 |
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YTD 9-1 7,38u, 1 unit each for this record Dbacks/Giants under 8 @1,90 |
Shauwig | 4 |
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YTD 6-1 4,66u, 1 unit each for this record Astros ML @1,70 |
Shauwig | 3 |
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Why not try again. YTD 4-0 3,67u, 1 unit each for this record Tigers ML @2,13 |
Shauwig | 2 |
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Probably not posting a lot/often, 0-0 - 0 units, 1 unit each for this record Astros ML @2.21 |
Shauwig | 1 |
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It is all about risk vs reward. I work in decimal odds, so this is my approach:
I cap the games to find my probabilities and then factor in my risk willingness (often based om how much value I find, but could be gutfeel) WinProbability x Odds = Betvalue Then I factor in my risk-willingness (I go a scale from 1-5, meaning 0,01 to 0,05 in the formula): Betvalue x WinProbability/100 x Risk (0,01-0,05) = % of my bankroll to bet
If I had capped the Angels game (didn't do it, but) I might have come up with Angels winning 80% and A's 20% At -314, that would be about odds 1,32, which I use to see if there is value (over 100 = value) So Angels game would be: 80 x 1,32 = 105,6 (= I got value, had I capped Angels winning 75% I wouldn't have any value at that odds)
I am risk averse in this one (or I am one of the guys going "All That Juice, My God! So much VALUE on the dogs!"), so I'd factor with 1 105,6 x 0,80 x 0,01 = 0,84 So if my bankroll was 1000 dollars, I'd bet 8,4 dollar on this |
KeyElement | 47 |
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