While winning the lottery seems like a marvelous, joyous dream that almost everyone would like to experience, it still seems like it's just a dream. However, what if it was really possible to pick winning lottery numbers, would you be interested in finding out if you could?
Even after the very first lotto game there have been people hell bent on creating a fool-proof lottery system that could beat this mighty draw. With the great desire to experience immediate riches and financial freedom, and sometimes in an attempt to just master the mathematics of it, men and women have tried to create lottery systems that could land them a jackpot win.
With so many lottery systems being developed one might be mistaken for thinking that a winning system would have been created well before now. However, until recently the best system for winning on the lottery was wheeling numbers.
However, there are some mathematical systems that rely on using the laws of probability to help choose lottery numbers that have a very high success rate.
As I have already pointed out one of the most effective and popular ways for increasing the odds of winning a lottery prize is through 'wheeling'. But because wheeling creates more number sequences you need to buy more lottery tickets to use it. This means more money needs to be spent and for that reason wheeling only really becomes effective when the larger resources of a syndicate can be employed.
The great thing about this system however is that it clearly demonstrates the ability of mathematical systems to beat the lottery's high odds.
You will probably not be surprised to learn then that a man who crunches numbers for a living has won the lottery a record five times.
Most people will agree that if anyone was going to crack the lottery code it had to be a mathematician. So Larry Blair, being a math professor in Oklahoma, fits the bill but how effective is his system?
Believe it or not Larry has used his lottery system to win a record five times. Three of his wins were straight after each other.
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