By picking one team and parlaying with every combination for 3teamers with 2 other games works out good as it gets you 150% of the Bonus Play money.
Example: Team A playing Team B, and you like TEAM A to WIN
Team C playing Team D
Team E playing Team F
Then all 3 team combos with Team A are:
ACE
ACF
ADE
ADF
Do all 4 3teamers for 100. As long as your Team A wins, you win 600. Which is better then doing a straight of 400 to win 363, and you only get the 363 (as you dont get the Bonus Play risk money).
Hope this helps.
Example: Team A playing Team B, and you like TEAM A to WIN
Team C playing Team D
Team E playing Team F
Then all 3 team combos with Team A are:
ACE
ACF
ADE
ADF
Do all 4 3teamers for 100. As long as your Team A wins, you win 600. Which is better then doing a straight of 400 to win 363, and you only get the 363 (as you dont get the Bonus Play risk money).
Hope this helps.
"No it doesn't.
If team A wins you win $600 on one parlay and lose the other 3 for a net +300. If team A loses you lose $400. Alternatively you can bet $400 on team A and end up either -$400 or +$363.50."
fhmesq44,
Unless I'm mistaken, I think Kruser6 is just trying to get the best value out of his $400 Freeplay money. When you use freeplay money, you don't get the risk amount back if you win.
What I was trying to show is that some newbies would actually risk their $400 Freeplay on a -110 straight to only get back $363.50, which is insane to do if you can get back $600.00 with the exact same risk ($400 Freeplay money) by picking the 1 winner.
So in response to your answer, if you win, your $400 freeplay nets you $600 real money with 0 freeplay money left. Not the $300 net as that would only be if you were only wagering real money.
If team A wins you win $600 on one parlay and lose the other 3 for a net +300. If team A loses you lose $400. Alternatively you can bet $400 on team A and end up either -$400 or +$363.50."
fhmesq44,
Unless I'm mistaken, I think Kruser6 is just trying to get the best value out of his $400 Freeplay money. When you use freeplay money, you don't get the risk amount back if you win.
What I was trying to show is that some newbies would actually risk their $400 Freeplay on a -110 straight to only get back $363.50, which is insane to do if you can get back $600.00 with the exact same risk ($400 Freeplay money) by picking the 1 winner.
So in response to your answer, if you win, your $400 freeplay nets you $600 real money with 0 freeplay money left. Not the $300 net as that would only be if you were only wagering real money.
Right, however I want to lock in as much money with this play as possible without actually risking a loss. So i am going to do 8 combinations with 3 teams. I have done this many times in the past, it just seems I made more then $300 off the $400 F.P in the past. Maybe I haven't, but for some reason I thought I did.
Last time I did throw in a couple big ML plays to bump up the payout though, maybe I'll do that again this time.
It returns 75% in real money using the parlay method with -110 lines, and the standard 6-1 payoff.
It may be possible to slightly increase this with MLB, if your book uses a dimeline that breaks high, but you'd have to bet all different amounts.... I wouldn't bother as parlay can get reduced by rainouts or pitching changes.
In fact, I'd avoid baseball entirely for this reason.
I suggest football, and remember to use lines with half-points.
You could also get above 75% by straight betting big ML with FP, and taking back the fav at another book, but that requires larger funds at the other book, and shopping.
It may be possible to slightly increase this with MLB, if your book uses a dimeline that breaks high, but you'd have to bet all different amounts.... I wouldn't bother as parlay can get reduced by rainouts or pitching changes.
In fact, I'd avoid baseball entirely for this reason.
I suggest football, and remember to use lines with half-points.
You could also get above 75% by straight betting big ML with FP, and taking back the fav at another book, but that requires larger funds at the other book, and shopping.
