A Winning Bet in Nevada Baccarat

Backed by meticulous research coupled with pragmatic real-life application, A Winning Bet in Nevada Baccarat is the definitive guide to using mathematics to gain the upper hand in betting. In this book, you will find techniques comparable to those Edward Thorp proved in his revolutionary book Beat the Dealer. Thorp and William Walden, two leading mathematical experts, have developed a betting system for Nevada Baccarat that is your key to gaining an edge.

Thorp has shown time and again his skill in exploiting mathematical anomalies. Both in the stock market- where his legendary hedge funds have consistently trounced market returns decade after decade-and the casino, Thorpe has turned his mathematical prowess into a practical, reproducible system of winning plays. The strategy behind this ingenuous system for Nevada Baccarat is clearly and succinctly laid out as the system for placing a winning bet. Accompanied with extensive diagrams, charts, and mathematical formulas, this method for success in gambling again proves revolutionary. Using tested scientific methods, A Winning Bet in Nevada Baccarat will show you how to:

• Understand the fundamentals of Nevada Baccarat
• Recognize when the side bet has a positive expectation
• Use ruin probabilities to stay on top in the game
• Determine when to bet on the Banker and when to bet on the Player
• Calculate when to stop playing to minimize loss

By recognizing the similarities between Nevada Baccarat and Blackjack, a highly-analyzed game, the authors have applied their expertise in applied mathematics in order to win bets on the fast-paced Nevada Baccarat. Drawing off the effective Kelly system for betting, A Winning Bet in Nevada Baccarat further develops a system through sound mathematics for a simpler method to place better bets and avoid financial ruin.

For players new to the game of Nevada Baccarat, or experienced players who wish to gain an advantage through a proven mathematical approach, A Winning Bet in Nevada Baccarat is an essential read.