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Advanced Sports Betting System
The most Advanced Sports Betting System in the World
"The real distinction is between those who adapt their purposes to reality and those who seek to mold reality in light of their purposes."
Let us examine through a real-life example of my sports bet system in action.
With this system, you will receive an e-mail that tells you there may be five bets to make for that day. It will look like the following:
Bet 1: Team A v. Team B
Bet 2: Team C v. Team D
Bet 3: Team E v. Team F
Bet 4: Team G v. Team H
Bet 5: Team I v. Team J
I will organize these bets so the first team to be listed is the one you need to place your bets on. You then, as a subscriber to my service, are free to go to your favorite online casino or sports book and place those bets. Looking back at the example above, you would place bets on teams A, C, E, G, and I. Each of those bets uses a base wager that is a logarithmic function of your bankroll. Usually it depends on the odds and somewhere in the vacinity of 2%. I will use a beginning bankroll of $200 as an example which means the base betting unit is $10.
I will assume also an 80% success rate for this example. My system does fluctuate between 80% to over 93% accuracy in running averages. Some days the system is 100% correct and I have had runs of perfect picks that last for several days. But there are always going to be losses and upsets where even the expected losing team can sometimes beat even the best teams. This does happen but we are mentally and financially prepared for it. Even so, utilizing the Kelly Criteria, even a 52% success rate guarantees long term growth! It is hard to believe but it is true.
While we will be betting based on the Kelly Criterion, we can also roll our losses back into the next round of bets. For instance; what happens with an 80% success rate? One out of five picks will fail to win. From the example, we will end up winning bets 1, 2, 3, and 4. We’ve made some money and this is great. But there was a loss suffered because Team J beat the expected winner, Team I.
What we now do is record this loss which is the original wager plus what we would have won if Team I was the winner. For example, assume the odds were 1.5 from the sports book so we lost $10 (the base wager) plus $5 (what we would have won from the odds offered), for a total of $15.
The second day, you will receive another e-mail from me that contains new betting opportunities and it will look like this:
Bet 1: Team K v. Team L
Bet 2: Team M v. Team N
Bet 3: Team O v. Team P
Bet 4: Team Q v. Team R
Bet 5: Team S v. Team T
You will be placing new bets on teams K, M, O, Q, and S using the base wager of $10. But we are going to also spread out the losses from the first day among all of our new bets. From our example, that would be $15 divided over five new bets, or $3 extra that we will adjust, based on the averaged odds per bet, that we will make in order to win back the loss.
Looking at those new bets, we take the average odds offered by the sports book and calculate how much extra to place on our base wager. For this example, we assume average odds of 1.8. from the day’s bets. This would mean the new amount we want to wager per game would be an additional $3.75. How did I calculate that number? Well, if I place a $3.75 bet at 1.8 odds, then my winning would be $6.75. I get the $3.75 original wager back plus an additional $3 for winning the bet. That $3 winning is what our goal was from losing the last bet.
If you had trouble understanding the math behind what I just explained, don’t worry. The whole system is explained in extreme detail with step by step instructions. Even all of the math behind using the Kelly Criterion is also explained.
Getting back to the example, our new bets would be $13.75 which is the base wager of $10 plus $3.75. Let us assume again that 80% of our new bets are winners. That means one out of the five new bets would not win. We have won four of those bets but lost $13.75 on the fifth one. As above, we repeat the process of dividing this loss by the number of new bets that I will e-mail to you on the third day.
In the next section I will explain why this is important and why you should care about it.