• Book of Guaranteed Winning Pick 5 Lottery Combinations Series 1

    Infinity Publishing

  • $67.88

  • Description

    Stephen B. Richter is Vice President of Applied Research of Onstage Media, Inc. He is an expert in the areas of applied probability theory and statistics. He holds Bachelor's degrees in Computer Science and Mathematics from Villanova University and a Master's degree in Information Systems/Statistics from Drexel University. His doctoral research was conducted in Operations Research at Drexel University. He is currently on the faculty at several universities where he teaches courses in Computer Science, Mathematics, Statistics, and Operations Research. Brian P. Moquin is Chief Knowledge Officer of Onstage Media, Inc. He holds a Bachelor's degree in Electrical Engineering from the Pennsylvania State University. His doctoral research was conducted in theoretical turbulence, scientific visualization, and computer language design. He is currently on the faculty at several universities where he teaches courses in Computer Science and Information Systems.
          
             
           
           Guaranteed Winning Pick 5 Lottery Combinations Series 1 Richter & Moquin Introduction   This Book of Guaranteed Winning Pick 5 Lottery Combinations provides you with a mathematically rigorous and statistically robust system which guarantees that you will win the lottery at or above a specified Prize Level.  The combinations listed in this book are the result of over ten years of effort and thousands of hours of computer processing time.  They were generated using a patented Lotto Minimization System, a computerized system which filters through the billions of combinations possible within the Pick 4, Pick 5, Pick 6 and Pick 7 LOTTO-style games to determine the minimum specific combinations needed to guarantee that you will have at least one winning ticket. For each combination contained in this book, the probability of having at least one winning ticket at or above the indicated Prize Level is 100%.  We guarantee it! It is important to realize that this book does not guarantee that you will make a profit on the lottery.  The reason for this is that most lotteries are set up using a pari-mutuel pay-out structure, where the size of a prize depends both on the number of people who played and also on the number of people who won.  This means that for higher prize levels, one cannot be guaranteed that a pay-out will exceed the number of tickets you must play to guarantee a win.  No system created to date can guarantee that you will make a profit on the lottery.  If you can't guarantee a profit, what is the benefit of using this system at all?    First, by using the system in this book, you dramatically increase your odds of winning the jackpot.  When compared to purchasing the same number of random tickets, this system increases your odds of hitting the jackpot by 100% to 500%!  Furthermore, this system guarantees that you will always get at least one winning ticket at or above the specified Prize Level  you will never again have to depend upon random selection, luck or astrology. When compared with other systems currently available, our system is vastly superior.   It is the only system which offers a DOUBLE YOUR MONEY BACK GUARANTEE if it fails to perform as specified.  Our system does not rely on any luck or magic numbers whatsoever; all the "magic" of picking winning lottery numbers is provided to you through the use of state-of-the-art mathematical techniques and high-performance computers. Lottery systems have been around for decades.  However, it wasn't until recent advances in mathematics and computer technology that it became possible to develop a system which can put you just one number away from winning the jackpot.   An Example Let's consider a Pick 6 LOTTO-style lottery with 42 numbered balls (Number Field is 42).  This lottery contains 5,245,786 possible combinations.  Using our system, in order to guarantee that you will have at least one ticket at the 5 out of 6 prize level, you only need to play 69,691 combinations!  That's only 1.3% of all 

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