How to Win More: Strategies for Increasing a Lottery Win
This book is designed to provide valuable insight into how to improve the return on your investment when playing the lottery. While it does not promise that you will win more often, it does show you how to improve the odds of winning larger amounts when your numbers do come up. So, when you do win that million-dollar jackpot, you will be less likel
1101427047
How to Win More: Strategies for Increasing a Lottery Win
This book is designed to provide valuable insight into how to improve the return on your investment when playing the lottery. While it does not promise that you will win more often, it does show you how to improve the odds of winning larger amounts when your numbers do come up. So, when you do win that million-dollar jackpot, you will be less likel
49.99 In Stock
How to Win More: Strategies for Increasing a Lottery Win

How to Win More: Strategies for Increasing a Lottery Win

How to Win More: Strategies for Increasing a Lottery Win

How to Win More: Strategies for Increasing a Lottery Win

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$49.99 

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Overview

This book is designed to provide valuable insight into how to improve the return on your investment when playing the lottery. While it does not promise that you will win more often, it does show you how to improve the odds of winning larger amounts when your numbers do come up. So, when you do win that million-dollar jackpot, you will be less likel

Product Details

ISBN-13: 9781040159545
Publisher: CRC Press
Publication date: 05/15/1998
Sold by: Barnes & Noble
Format: eBook
Pages: 149
File size: 2 MB

About the Author

Norbert Henze, Hans Riedwyl

Table of Contents

1 The History of Lotteries 2 The Rules 3 The Odds 4 Learning from Prize Playouts5 Foolish Styles of Play6 Quick Pick: A Sensible Style of Play 7 Intelligent Styles of Play 8 Mathematical Appendix

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From the Publisher

If you decide to read this book, I think that you will enjoy it; and my only request is that you remember me when you put its principles into practice. I would appreciate a little commission.
— Michael Flake, Math Horizons, April 2005

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