I debated whether to respond anymore - but I had to to Archdiver.
My example in the first post is not flawed. You have 2 options when placing a bet:
1. A 10-1 four team parlay
2. A 6-1 three team parlay, and roll it over on the 4th game because it is the next day.
I have no idea what your point is, but that is straight up easy math there and it would be more profitable to bet it using option 2. You are betting the same bet with better payback. Dont know your point and maybe you can clarify, but there is no wrong math. Given the choice at the begining of a parlay, if the games dont start at the same time, you are better rolling over your bets.
I debated whether to respond anymore - but I had to to Archdiver.
My example in the first post is not flawed. You have 2 options when placing a bet:
1. A 10-1 four team parlay
2. A 6-1 three team parlay, and roll it over on the 4th game because it is the next day.
I have no idea what your point is, but that is straight up easy math there and it would be more profitable to bet it using option 2. You are betting the same bet with better payback. Dont know your point and maybe you can clarify, but there is no wrong math. Given the choice at the begining of a parlay, if the games dont start at the same time, you are better rolling over your bets.
Archdiver - look - take a breath and go look up a 3 team parlay odds. It is standard 6-1 for football.
Now go look up a 4 team footabll parlay. Also standard 10-1.
These are not "rollover parlays", these are predetermined odds on football parlays.
So if a 4 team parlay is 10-1 (which it is in the very first post of this thread), and a 3 team parlay is 6-1 (which it also is), then if you are prepared to bet a 4 team parlay and the last game of those 4 starts at a later day or time, you are better off betting a 3 team parlay and rolling it on to the 4th game - WHICH IS EXACTLY THE PRECISE SITUATION WHICH STARTED THIS THREAD TO BEGIN WITH.
Please - think about it before you post again with more math - you are just misunderstanding the point.
Archdiver - look - take a breath and go look up a 3 team parlay odds. It is standard 6-1 for football.
Now go look up a 4 team footabll parlay. Also standard 10-1.
These are not "rollover parlays", these are predetermined odds on football parlays.
So if a 4 team parlay is 10-1 (which it is in the very first post of this thread), and a 3 team parlay is 6-1 (which it also is), then if you are prepared to bet a 4 team parlay and the last game of those 4 starts at a later day or time, you are better off betting a 3 team parlay and rolling it on to the 4th game - WHICH IS EXACTLY THE PRECISE SITUATION WHICH STARTED THIS THREAD TO BEGIN WITH.
Please - think about it before you post again with more math - you are just misunderstanding the point.
You beat me to it.
You think if I would have gotten the math wrong in the initial post - it wouldnt have taken a year and 500 more posts afterwards for someone to uncover it.
This guy archdiver doesnt realize that parlays in football have predetermined odds.
You beat me to it.
You think if I would have gotten the math wrong in the initial post - it wouldnt have taken a year and 500 more posts afterwards for someone to uncover it.
This guy archdiver doesnt realize that parlays in football have predetermined odds.
Hey Vanzack,
I enjoyed that analysis a great deal. I never looked at hedging as being a bad idea but your math is well demonstrated and it makes good sense to me.
The only item that I think could be debated is that the probability of winning a game is a 50/50 chance. For example if a player just guessed which team will win then that portion shows a coin flip opportunity, however if through deeper analysis you saw that a line was way off, and the probability of the favourite winning was more like 60/40, and you're on the dog, then hedging may be profitable here.
If the guess was random, you may be on the wrong side of a very bad line. Isn't all this gambling about finding oddsmaker errors, or beating their lines.
Your feedback would be appreciated. Thanks
Hey Vanzack,
I enjoyed that analysis a great deal. I never looked at hedging as being a bad idea but your math is well demonstrated and it makes good sense to me.
The only item that I think could be debated is that the probability of winning a game is a 50/50 chance. For example if a player just guessed which team will win then that portion shows a coin flip opportunity, however if through deeper analysis you saw that a line was way off, and the probability of the favourite winning was more like 60/40, and you're on the dog, then hedging may be profitable here.
If the guess was random, you may be on the wrong side of a very bad line. Isn't all this gambling about finding oddsmaker errors, or beating their lines.
Your feedback would be appreciated. Thanks
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