Many people parlay huge favorites, believing it to be a way to be on the side of plays that have a high probability of cashing while at the same time avoiding laying huge juice. They forget that taking a parlay is almost always more expensive than taking straight bets, because of the extra juice built into the parlay odds.
That is to say that you will pay more juice by making a 3-bet parlay rather than betting each game individually. Paying this extra juice would turn virtually every winning handicapper into a losing handicapper (see the betjam contest standings for an example of this).
Let's look at an example - Styz19's parlay from last night:
This is a bet at +227, and must win at least 31% of the time to break even. So let us examine how often this play will actually win:
Wash+1.5 opened at Pinny at -245, and closed at -238 on a 20-cent line. That means 10 cents of juice were figured into the odds, so let's say that juice-free Wash+1.5 has an approx. -240, or approx. 70% chance of occurring.
Doing the same for SanJose, we see an opener of -135 and a closer of -152. let us assume a juice-free average of -140, or 58%.
Finally, New Jersey+1.5 opened at -270 and closed at -285 against 20-cent lines, so that would be juice-free -275, or 72%.
Please note these are not perfect numbers, and there is a better way to calculate the probability, but for our purposes this is close enough to the real number to illustrate the point.
The next step is to multiply all those probabilities to see the payout you SHOULD be getting on this parlay in order for it to break even:
0.7*0.58*0.72 = 29.23%
You can see that these 3 games will ALL win only 29.23% of the time, but they must win 31% of the time just to break even. This means this parlay is a long-term losing bet, and should be avoided by those looking to make money betting on sports.
Also, Vic is a nazi.
That is to say that you will pay more juice by making a 3-bet parlay rather than betting each game individually. Paying this extra juice would turn virtually every winning handicapper into a losing handicapper (see the betjam contest standings for an example of this).
Let's look at an example - Styz19's parlay from last night:
styz19 said:Parlay - Wash+1.5/SanJose/New Jersey+1.5 5 to win 11.36
This is a bet at +227, and must win at least 31% of the time to break even. So let us examine how often this play will actually win:
Wash+1.5 opened at Pinny at -245, and closed at -238 on a 20-cent line. That means 10 cents of juice were figured into the odds, so let's say that juice-free Wash+1.5 has an approx. -240, or approx. 70% chance of occurring.
Doing the same for SanJose, we see an opener of -135 and a closer of -152. let us assume a juice-free average of -140, or 58%.
Finally, New Jersey+1.5 opened at -270 and closed at -285 against 20-cent lines, so that would be juice-free -275, or 72%.
Please note these are not perfect numbers, and there is a better way to calculate the probability, but for our purposes this is close enough to the real number to illustrate the point.
The next step is to multiply all those probabilities to see the payout you SHOULD be getting on this parlay in order for it to break even:
0.7*0.58*0.72 = 29.23%
You can see that these 3 games will ALL win only 29.23% of the time, but they must win 31% of the time just to break even. This means this parlay is a long-term losing bet, and should be avoided by those looking to make money betting on sports.
Also, Vic is a nazi.