An assumption that the over in a parlay with the high
favorite and the under with the dog in that same parlay is
a better play than the other two possibilities I think is
considered a correlated parlay. The reasoning is that
when a game has a high total and the favorite is a high
favorite than those two above examples will give you a higher rate of return than 25% each. Naturally 25% is the number that is related to your chances of winning a normal parlay.
Each possibility has one chance of winning, one out of four.
Every small advantage is helpful but is this advantage
significant? And if it is you still must decide what one of the two advantageous parlays to select.
Any help or more explanation on this by any of you guys??
Thanks. I realize that it is possible my assumptions are not
valid. Oh and btw, you math guys how about explaining this
so us non math guys can understand. I worked with a ton of
great math minds, problem was many of them couldn't teach it. haha
favorite and the under with the dog in that same parlay is
a better play than the other two possibilities I think is
considered a correlated parlay. The reasoning is that
when a game has a high total and the favorite is a high
favorite than those two above examples will give you a higher rate of return than 25% each. Naturally 25% is the number that is related to your chances of winning a normal parlay.
Each possibility has one chance of winning, one out of four.
Every small advantage is helpful but is this advantage
significant? And if it is you still must decide what one of the two advantageous parlays to select.
Any help or more explanation on this by any of you guys??
Thanks. I realize that it is possible my assumptions are not
valid. Oh and btw, you math guys how about explaining this
so us non math guys can understand. I worked with a ton of
great math minds, problem was many of them couldn't teach it. haha