Col / TB under 6
Carol -1.5 ( +245 ) SU is (-115)
If bets are for money management purposes. You wager a $100 on team A, "if" they win the $100 is applied to another team of your choice without risking the original $100, just juice.
ie. 1. Chicago Bears -10 $110 to win $100 "if" they win
2. New York Giants -7 $110 to win $100.
You can win $200 for the price of a single wager..
If bets are for money management purposes. You wager a $100 on team A, "if" they win the $100 is applied to another team of your choice without risking the original $100, just juice.
ie. 1. Chicago Bears -10 $110 to win $100 "if" they win
2. New York Giants -7 $110 to win $100.
You can win $200 for the price of a single wager..
Correct, "if" wages allow you to choose as many different teams or games as you want and all games are a go until one loses.. For the purpose of my little experiment I'm only going to use 3 teams. Please feel free to experiment with different $ amounts and a variety of teams in your "if"s: here we go, my examples are going to be based off of the remaining two NFL games, what i need help is in swapping around dollar amounts, is it better to increase the straight bets or the second game in the IF? This is just me trying to come up with a system strategy leaving out stats,trends, etc.. Please send me thoughts and opinions: Positive and negative feedback please that is helpful to all. This is something I trying to do to help everyone. thanks
Pitt - win 50 , then GB - win 100
Here is my thinking, bet the first game (based on the time) as your second pick in your IF bet and put the later game as you first pick..
If GB wins you know you already have a shot at winning 100 if pitt can win. If Pitt loses it doesn't matter what happend in the GB game and you'll lose the 50.
So here is what i'm trying to determine, if GB wins should you bet 50 on the nyj straight? if pitt wins you win 50 plus the 100 from gb and lose 50 from nyj. But you just gauranteed yourself 100. If Pitt loses and nyj win they cancel one another out and it's all a wash.
there's five ways this can go:
IF: pitt 50 (W) / GB 100 (W) ** straight: nyj 50 (L) = net +100
IF: pitt 50 (W) / GB 100 (L) ** no bet on nyj, worst you lose 50
IF: pitt 50 (L) / GB 100 (W) ** straight: nyj 50 (W) = net 0
IF: pitt 50 (W) / GB 100 (L) ** straight: nyj 50 (L) = net -100
IF: pitt 50 (L) / GB 100 (L) ** straight: nyj 50 (W) = net 0
Correct, "if" wages allow you to choose as many different teams or games as you want and all games are a go until one loses.. For the purpose of my little experiment I'm only going to use 3 teams. Please feel free to experiment with different $ amounts and a variety of teams in your "if"s: here we go, my examples are going to be based off of the remaining two NFL games, what i need help is in swapping around dollar amounts, is it better to increase the straight bets or the second game in the IF? This is just me trying to come up with a system strategy leaving out stats,trends, etc.. Please send me thoughts and opinions: Positive and negative feedback please that is helpful to all. This is something I trying to do to help everyone. thanks
Pitt - win 50 , then GB - win 100
Here is my thinking, bet the first game (based on the time) as your second pick in your IF bet and put the later game as you first pick..
If GB wins you know you already have a shot at winning 100 if pitt can win. If Pitt loses it doesn't matter what happend in the GB game and you'll lose the 50.
So here is what i'm trying to determine, if GB wins should you bet 50 on the nyj straight? if pitt wins you win 50 plus the 100 from gb and lose 50 from nyj. But you just gauranteed yourself 100. If Pitt loses and nyj win they cancel one another out and it's all a wash.
there's five ways this can go:
IF: pitt 50 (W) / GB 100 (W) ** straight: nyj 50 (L) = net +100
IF: pitt 50 (W) / GB 100 (L) ** no bet on nyj, worst you lose 50
IF: pitt 50 (L) / GB 100 (W) ** straight: nyj 50 (W) = net 0
IF: pitt 50 (W) / GB 100 (L) ** straight: nyj 50 (L) = net -100
IF: pitt 50 (L) / GB 100 (L) ** straight: nyj 50 (W) = net 0
