KATCHASE I studied your system and actually what you are saying is a bit different than what the thread title implies. Anyway I am here to suggest a different strategy. If you want to make real money you can do so by taking advantage of odd differences. Let me give you an example:
Team A - Team B
Odds at bookmaker a: 1.32 for TEAM A
Odds at bookmaker b: 1.45 for TEAM A
Odds at bookmaker c: 1.56 for TEAM B at some form of Asian Handicap
Odds at bookmaker d: 1.65 for TEAM B at a different form of Asian Handicap
Odds at bookmaker e: 1.70 for TEAM B at whatever handicap is offered.
Betting $100 to each of the above will get you a different return. Your way is betting to bookie a to get $32 return or to bookie e to get $70 in return. Your ideal solution would be to be able to see ALL the odds offered across the board for an event by let's say 10 different bookies, split your bet across the board and get a lot more in return.
The mathematics of it:
Total bet $1000
Returns:
Book a only: $320
Book b only: $450
Book c only: $560
Book d only: $650
Book e only: $700
Split $200 per bookie:
64+90+112+130+140 = $536.
Advantage: If you play the book e option and you lose the handicap terms you lose your enire stake. To give you double the odds of the event without handicap, usually implies that the terms of the handicap are hard to get. Which increases the odds of you losing your stake. Playing across the board will give you the option of balancing up should the case be that you lose one bet but win another.
This is safer betting thamn your suggestion. But it does give you the opportunity to remedy the loss of your entire stake should you be wrong.
Team A - Team B
Odds at bookmaker a: 1.32 for TEAM A
Odds at bookmaker b: 1.45 for TEAM A
Odds at bookmaker c: 1.56 for TEAM B at some form of Asian Handicap
Odds at bookmaker d: 1.65 for TEAM B at a different form of Asian Handicap
Odds at bookmaker e: 1.70 for TEAM B at whatever handicap is offered.
Betting $100 to each of the above will get you a different return. Your way is betting to bookie a to get $32 return or to bookie e to get $70 in return. Your ideal solution would be to be able to see ALL the odds offered across the board for an event by let's say 10 different bookies, split your bet across the board and get a lot more in return.
The mathematics of it:
Total bet $1000
Returns:
Book a only: $320
Book b only: $450
Book c only: $560
Book d only: $650
Book e only: $700
Split $200 per bookie:
64+90+112+130+140 = $536.
Advantage: If you play the book e option and you lose the handicap terms you lose your enire stake. To give you double the odds of the event without handicap, usually implies that the terms of the handicap are hard to get. Which increases the odds of you losing your stake. Playing across the board will give you the option of balancing up should the case be that you lose one bet but win another.
This is safer betting thamn your suggestion. But it does give you the opportunity to remedy the loss of your entire stake should you be wrong.
