To win big on the lotto would be like every Christmas present you could ever want was suddenly given to you all at once - for most of us anyway. Unfortunately, experiencing a lottery win is just for extremely lucky people right? Well what if it wasn't? What if it were possible to win the lottery by getting your hands on a guaranteed system that always seems to work, would you be interested in it?
Ever since the every first lottery draw there have been systems that have been developed to beat it. Some have been better than others but all have been driven by the desire and innate knowledge that we have that the lottery can be beaten with the right mathematical approach.
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 previously mentioned wheeling numbers is one of the safest ways to ensure a return on your lottery ticket costs. However, to be truly effective this type of lottery system must be used by a syndicate as the prize of playing each lottery draw is increased due to the need to buy more tickets!
The great thing about this system however is that it clearly demonstrates the ability of mathematical systems to beat the lottery's high odds.
The simple fact that maths can be used to win the lottery makes it unsurprising when you find out that a mathematics professor has won the coveted draw 3 times in a row and 5 times in all.
Larry Blair, an Oklahoma Math Professor, fits perfectly into the stereotypical image of a number-crunching lottery winner. Not only is playing with numbers traditionally been Larry's job but he actually enjoys doing it. But is his system really a lottery beater?
Larry's lotto system has allowed him to win the lottery an amazing 5 times and 3 of those times where in succession - one after the other!