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| best mathematical craps strategy: American Casino Guide Steve Bourie, 2004-11 Published annually since 1992, the 2005 edition of this bestselling guide continues to gain fame as the best available source for information on U.S. casinos. The new 2005 edition lists more than 650 casinos in 35 states and comes complete with maps of all states showing where the casinos are located, plus detailed maps of Las Vegas, Atlantic City, Reno and the Mississippi gambling resort towns of Biloxi and Tunica. |
| best mathematical craps strategy: Casino Craps Frank Scoblete, 2010-05 The most comprehensive craps book ever written, this is the book that gives readers everything needed to get a real, verifiable edge at the game of craps. The authors, two of the greatest living dice controllers, share, in words and pictures, their secret Golden Touch technique and give the edge needed to beat the house. Readers will learn several keys to winner craps, including how the game is really played, how to develop a Golden Touch controlled throw, which are the best and worst bets and buy bets, how to reduce the hit of the house edge by using the five count, how to push the casino to give a better game than advertised, how to set the dice to reduce or increase the appearance of different numbers, and how to judge what a real edge means. |
| best mathematical craps strategy: Beat the Casino Frank Barstow, 1990-02 |
| best mathematical craps strategy: Basic Gambling Mathematics Mark Bollman, 2014-06-13 Understand the Math Underlying Some of Your Favorite Gambling Games Basic Gambling Mathematics: The Numbers Behind the Neon explains the mathematics involved in analyzing games of chance, including casino games, horse racing, and lotteries. The book helps readers understand the mathematical reasons why some gambling games are better for the player than others. It is also suitable as a textbook for an introductory course on probability. Along with discussing the mathematics of well-known casino games, the author examines game variations that have been proposed or used in actual casinos. Numerous examples illustrate the mathematical ideas in a range of casino games while end-of-chapter exercises go beyond routine calculations to give readers hands-on experience with casino-related computations. The book begins with a brief historical introduction and mathematical preliminaries before developing the essential results and applications of elementary probability, including the important idea of mathematical expectation. The author then addresses probability questions arising from a variety of games, including roulette, craps, baccarat, blackjack, Caribbean stud poker, Royal Roulette, and sic bo. The final chapter explores the mathematics behind get rich quick schemes, such as the martingale and the Iron Cross, and shows how simple mathematics uncovers the flaws in these systems. |
| best mathematical craps strategy: Get the Edge at Craps Sharpshooter, 2003-10 This is the book craps players have been waiting for! For the first time ever, the casino's worst nightmare, the amazing player known as 'Sharpshooter', reveals his secrets for getting the edge at craps -- how to control the dice when you shoot in order to reduce the appearance of certain numbers (the 7!) and increase the appearance of other numbers. If you learn Sharpshooter's methods of dice control or 'rhythmic rolling', craps becomes not only a beatable game but a money maker for the player. |
| best mathematical craps strategy: Avery Cardoza's Casino Avery Cardoza, 2002-11-26 A true bargain, this completely interactive CD-ROM offers sixty-five game varieties, animated dealers with voice response, player interaction, and 3D design. The accompanying book provides all the strategies players need to beat the casino at the most popular games. |
| best mathematical craps strategy: Mathematics of Games and Gambling Edward W. Packel, 2006-12-14 The new edition of a favourite which introduces and develops some of the important and beautiful elementary mathematics needed for rational analysis of various gambling and game activities. Most of the standard casino games (roulette, craps, blackjack, keno), some social games (backgammon, poker, bridge) and various other activities (state lotteries, horse racing) are treated in ways that bring out their mathematical aspects. The mathematics developed ranges from the predictable concepts of probability, expectation, and binomial coefficients to some less well-known ideas of elementary game theory. The second edition includes new material on: • Sports betting and the mathematics behind it • Game theory applied to bluffing in poker and related to the 'Texas Holdem phenomenon' • The Nash equilibrium concept and its emergence in popular culture • Internet links to games and Java applets for practice and classroom use. Game-related exercises are included and solutions to some appear at the end of the book. |
| best mathematical craps strategy: Beat the Dealer Edward O. Thorp, 1966-04-12 The Book That Made Las Vegas Change the Rules Over 1,000,000 Copies in Print Edward O. Thorp is the father of card counting, and in this classic guide he shares the revolutionary point system that has been successfully used by professional and amateur card players for generations. This book provides: o an overview of the basic rules of the game o proven winning strategies ranging from simple to advanced o methods to overcome casino counter measures o ways to spot cheating o charts and tables that clearly illustrate key concepts A fascinating read and an indispensable resource for winning big, Beat the Dealer is the bible for players of this game of chance. **Bring these strategies into the casino: Perforated cards included in the book** |
| best mathematical craps strategy: Winning Casino Craps Edwin Silberstang, 2007 The second edition of Winning Casino Craps has been updated to cover changes in how the game is played and how casinos treat their players. This entertaining and informative guide includes: • Instructions for playing craps, including illustrative examples from actual games • Explanations for the basic betting combinations • Dos and don'ts for making bets • Aggressive winning strategies |
| best mathematical craps strategy: Casino Gambling Jerry L. Patterson, Eric Nielsen, Sharpshooter, 2000 BEAT THE HOUSE! Is it possible to beat the odds at casino gambling? With this guide, Jerry L. Patterson, author and gambling expert, shares strategies that can help you win more often -- and become the kind of advantage player that keeps the house on its toes! Packed with new updated material on today's developments in casino gambling, this book covers blackjack, craps, roulette, baccarat, and casino poker, and includes tips on ... -- mental preparation and developing a winning attitude -- basic rules and simple winning strategies for beginning and recreational players -- state-of-the-art advantage systems for advanced play in blackjack, craps, and roulette -- cautions and controversies on Internet gambling -- avoiding common mistakes and misconceptions and much more |
| best mathematical craps strategy: John Patrick's Craps John Patrick, 2006-10 In this comprehensive guide, John Patrick provides beginners and experts alike with specific, easy-to-learn approaches to mastering the complexities of the craps table. John Patrick's Craps covers the Big 4 - Bankroll, Knowledge, Money Management and Discipline, the keys of his winning program - and how to master and use them to become a consistent winner. In his unique, easy-going style, Patrick walks readers through the right moves for every situation in craps as well as the most common mistakes players make, which cost them their winnings. |
| best mathematical craps strategy: Beat the Craps Out of the Casinos Frank Scoblete, 2005 Until now, craps has been considered an unbeatable casino game because the house has an edge on every bet. Learn how to take beat the system in this new edtion of the bestselling book on craps. |
| best mathematical craps strategy: John Patrick's Blackjack John Patrick, 2000-06 Gives the knowledge, discipline and money management skills to help you become a more consistant winner. |
| best mathematical craps strategy: Dice Doctor Sam Grafstein, This underground classic, written in no-nonsense language by a craps player for a craps player,not a theorist or mathematician includes some of the most profitable craps advice ever put into print. You'll learn professional plays and sane money management strategy, honed from 60 years at the table, from the greatest craps player of all time. You'll learn powerful techniques like finding Qualified Shooters, Converted Come Bets, locking up wins, finding legitimate winning streaks, controlling and protecting your bankroll, and how to make 5 to 10 times more on a hot roll than a weaker bettor starting with the same bets! Grafstein also reveals all the professional plays made at craps his core moves 21 winning strategies covering both sides of the dice! The new edition of this Super System of craps includes 30 professional charts and tables. |
| best mathematical craps strategy: Calculated Bets Steven S. Skiena, 2001-08-06 A story of using computer simulations and mathematical modeling techniques to predict the outcome of jai-alai matches and bet on them successfully. |
| best mathematical craps strategy: Mathematics of The Big Four Casino Table Games Mark Bollman, 2021-08-20 Mathematics is the basis of casino games, which are the bedrock of a $100 billion/year industry. Mathematics of the Big Four Casino Table Games: Blackjack, Baccarat, Craps, & Roulette takes an in-depth look at the four biggest table games in casinos: blackjack, baccarat, craps, and roulette. It guides readers through the mathematical principles that underpin these games and their different variations, providing insights that will be of huge interest to gamblers, casino managers, researchers, and students of mathematics. Features A valuable teaching resource, replete with exercises, for any course on gambling mathematics Suitable for a wide audience of professionals, researchers, and students Many practical applications for the gambling industry Mark Bollman is Professor of Mathematics and chair of the Department of Mathematics & Computer Science at Albion College in Albion, Michigan, and has taught 116 different courses in his career. Among these courses is Mathematics of the Gaming Industry, where mathematics majors carefully study the math behind games of chance and travel to Las Vegas, Nevada, in order to compare theory and practice. He has also taken those ideas into Albion’s Honors Program in Great Issues in Humanities: Perspectives on Gambling, which considers gambling from literary, philosophical, and historical points of view as well as mathematically. Mark has also authored Basic Gambling Mathematics: The Numbers Behind the Neon, Mathematics of Keno and Lotteries, and Mathematics of Casino Carnival Games. |
| best mathematical craps strategy: Getting the Best of It David Sklansky, 1997 Contains six sections discussing probability, poker, blackjack, other casino games, sports betting, and general gambling concepts. This book contains some of the most sophisticated gambling ideas that have ever been put into print. Included is perhaps the best discussion of the basic mathematics of gambling, yet it is written so that even the most non-mathematical of readers can understand it. Many of the ideas discussed are those that the author himself has successfully used during his career. Topics include expectation, combinations, Baye's Theorem, the eight mistakes in poker, checking in the dark, playing tight, The Key Card Concept, casinos and their mistakes, crapless craps, betting sports, hedging and middling, knowing what's important, the Law of Averages and Other Fallacies, and much more. |
| best mathematical craps strategy: Finding the Edge Olaf Vancura, Judy A. Cornelius, William R. Eadington, 2000 This text gives information on the current status of gambling and the issues that arise with the existence of legal commercial gaming. It provides an analysis of a variety of gambling opportunities, including studies in sports and horse-race betting, video poker, roulette and craps. |
| best mathematical craps strategy: Advanced Craps John Patrick, 2006-10 From one of the biggest names in casino gambling today, John patrick's Advanced Craps is a comprehensive guide for craps players who want to take their game to the next level and offers an in-depth look at the real keys to success in the big leagues: money management and discipline - including when and how much to bet. And John Patrick's Advanced Craps introduces the Patrick system - a method of playing craps, beginning with betting both the Pass Line and Don't Pass at the same time, which gives the player the best odds against the house of any current system! |
| best mathematical craps strategy: Probability, Decisions and Games Abel Rodríguez, Bruno Mendes, 2018-04-24 INTRODUCES THE FUNDAMENTALS OF PROBABILITY, STATISTICS, DECISION THEORY, AND GAME THEORY, AND FEATURES INTERESTING EXAMPLES OF GAMES OF CHANCE AND STRATEGY TO MOTIVATE AND ILLUSTRATE ABSTRACT MATHEMATICAL CONCEPTS Covering both random and strategic games, Probability, Decisions and Games features a variety of gaming and gambling examples to build a better understanding of basic concepts of probability, statistics, decision theory, and game theory. The authors present fundamental concepts such as random variables, rational choice theory, mathematical expectation and variance, fair games, combinatorial calculus, conditional probability, Bayes Theorem, Bernoulli trials, zero-sum games and Nash equilibria, as well as their application in games such as Roulette, Craps, Lotto, Blackjack, Poker, Rock-Paper-Scissors, the Game of Chicken and Tic-Tac-Toe. Computer simulations, implemented using the popular R computing environment, are used to provide intuition on key concepts and verify complex calculations. The book starts by introducing simple concepts that are carefully motivated by the same historical examples that drove their original development of the field of probability, and then applies those concepts to popular contemporary games. The first two chapters of Probability, Decisions and Games: A Gentle Introduction using R feature an introductory discussion of probability and rational choice theory in finite and discrete spaces that builds upon the simple games discussed in the famous correspondence between Blaise Pascal and Pierre de Fermat. Subsequent chapters utilize popular casino games such as Roulette and Blackjack to expand on these concepts illustrate modern applications of these methodologies. Finally, the book concludes with discussions on game theory using a number of strategic games. This book: · Features introductory coverage of probability, statistics, decision theory and game theory, and has been class-tested at University of California, Santa Cruz for the past six years · Illustrates basic concepts in probability through interesting and fun examples using a number of popular casino games: roulette, lotto, craps, blackjack, and poker · Introduces key ideas in game theory using classic games such as Rock-Paper-Scissors, Chess, and Tic-Tac-Toe. · Features computer simulations using R throughout in order to illustrate complex concepts and help readers verify complex calculations · Contains exercises and approaches games and gambling at a level that is accessible for readers with minimal experience · Adopts a unique approach by motivating complex concepts using first simple games and then moving on to more complex, well-known games that illustrate how these concepts work together Probability, Decisions and Games: A Gentle Introduction using R is a unique and helpful textbook for undergraduate courses on statistical reasoning, introduction to probability, statistical literacy, and quantitative reasoning for students from a variety of disciplines. ABEL RODRÍGUEZ, PhD, is Professor in the Department of Applied Mathematics and Statistics at the University of California, Santa Cruz (UCSC), CA, USA. The author of 40 journal articles, his research interests include Bayesian nonparametric methods, machine learning, spatial temporal models, network models, and extreme value theory. BRUNO MENDES, PhD, is Lecturer in the Department of Applied Mathematics and Statistics at the University of California, Santa Cruz, CA, USA. BRUNO MENDES, PhD, is Lecturer in the Department of Applied Mathematics and Statistics at the University of California, Santa Cruz, CA, USA.INTRODUCES THE FUNDAMENTALS OF PROBABILITY, STATISTICS, DECISION THEORY, AND GAME THEORY, AND FEATURES INTERESTING EXAMPLES OF GAMES OF CHANCE AND STRATEGY TO MOTIVATE AND ILLUSTRATE ABSTRACT MATHEMATICAL CONCEPTS Covering both random and strategic games, Probability, Decisions and Games features a variety of gaming and gambling examples to build a better understanding of basic concepts of probability, statistics, decision theory, and game theory. The authors present fundamental concepts such as random variables, rational choice theory, mathematical expectation and variance, fair games, combinatorial calculus, conditional probability, Bayes Theorem, Bernoulli trials, zero-sum games and Nash equilibria, as well as their application in games such as Roulette, Craps, Lotto, Blackjack, Poker, Rock-Paper-Scissors, the Game of Chicken and Tic-Tac-Toe. Computer simulations, implemented using the popular R computing environment, are used to provide intuition on key concepts and verify complex calculations. The book starts by introducing simple concepts that are carefully motivated by the same historical examples that drove their original development of the field of probability, and then applies those concepts to popular contemporary games. The first two chapters of Probability, Decisions and Games: A Gentle Introduction using R feature an introductory discussion of probability and rational choice theory in finite and discrete spaces that builds upon the simple games discussed in the famous correspondence between Blaise Pascal and Pierre de Fermat. Subsequent chapters utilize popular casino games such as Roulette and Blackjack to expand on these concepts illustrate modern applications of these methodologies. Finally, the book concludes with discussions on game theory using a number of strategic games. This book: • Features introductory coverage of probability, statistics, decision theory and game theory, and has been class-tested at University of California, Santa Cruz for the past six years • Illustrates basic concepts in probability through interesting and fun examples using a number of popular casino games: roulette, lotto, craps, blackjack, and poker • Introduces key ideas in game theory using classic games such as Rock-Paper-Scissors, Chess, and Tic-Tac-Toe. • Features computer simulations using R throughout in order to illustrate complex concepts and help readers verify complex calculations • Contains exercises and approaches games and gambling at a level that is accessible for readers with minimal experience • Adopts a unique approach by motivating complex concepts using first simple games and then moving on to more complex, well-known games that illustrate how these concepts work together Probability, Decisions and Games: A Gentle Introduction using R is a unique and helpful textbook for undergraduate courses on statistical reasoning, introduction to probability, statistical literacy, and quantitative reasoning for students from a variety of disciplines. ABEL RODRÍGUEZ, PhD, is Professor in the Department of Applied Mathematics and Statistics at the University of California, Santa Cruz (UCSC), CA, USA. The author of 40 journal articles, his research interests include Bayesian nonparametric methods, machine learning, spatial temporal models, network models, and extreme value theory. BRUNO MENDES, PhD, is Lecturer in the Department of Applied Mathematics and Statistics at the University of California, Santa Cruz, CA, USA. |
| best mathematical craps strategy: Introduction to Probability David F. Anderson, Timo Seppäläinen, Benedek Valkó, 2017-11-02 This classroom-tested textbook is an introduction to probability theory, with the right balance between mathematical precision, probabilistic intuition, and concrete applications. Introduction to Probability covers the material precisely, while avoiding excessive technical details. After introducing the basic vocabulary of randomness, including events, probabilities, and random variables, the text offers the reader a first glimpse of the major theorems of the subject: the law of large numbers and the central limit theorem. The important probability distributions are introduced organically as they arise from applications. The discrete and continuous sides of probability are treated together to emphasize their similarities. Intended for students with a calculus background, the text teaches not only the nuts and bolts of probability theory and how to solve specific problems, but also why the methods of solution work. |
| best mathematical craps strategy: The Winner's Guide to Casino Gambling Edwin Silberstang, 2005-04 The definitive guide to the best strategies at the gambling table-now in a fully revised and updated fourth edition Long recognized as the gambler's bible, The Winner's Guide to Casino Gambling has been completely revised and expanded to include new rules and strategies for every major game in the casino, including several popular new ones. This entirely updated fourth edition remains the most authoritative and comprehensive book in its field, bringing gambling expert Edwin Silberstang's professional secrets and expertise into the twenty-first-century casino. The Winner's Guide to Casino Gambling can literally replace a shelf full of guides to individual games-each chapter is a book of its own. Silberstang shows readers - the best strategies to beat multiple-deck blackjack, including simple but powerful card-counting methods - how to exploit the free-odds wager in craps to minimize the house edge - ways to win at the most popular video poker games - the secrets to the new casino games, such as Three Card Poker and Let It Ride® - what games to play where for the best odds o a winning approach to thinking as a gambler, worth the cost of the entire book |
| best mathematical craps strategy: I Am a Dice Controller Frank Scoblete, 2015-05-01 Dice control. The only way to beat the casinos at craps! Frank Scoblete reveals his secrets and takes you step-by-step through his dice control techniques: sets, stance, grip, throw, arc, backspin, landing, proper betting, and the 5-Count. Additionally, Frank exposes the good, the bad, and the ugly betrayals he experienced in 25 years playing with the world's greatest dice controllers. Join the legendary Captain, the father of dice control. Marvel at the greatest dice controller of all time, the woman known as The Arm in the roaring days of Atlantic City! Meet today's dice control stars: the Dominator, Jerry Stickman, Chris Sharpshooter Pawlicki, Howard Rock 'n' Roller, Bill Ace-10 Burton, Bob Mr. Finesse, John Skinny, Nick@Night, Billy the Kid, Daryl No Field Five, Arman Pit Boss, Mark Dice Pilot, Randy Randman, and Tim Timmer. Learn about PARR, the first dice control class created by controversial author Jerry Patterson. Enter the famous Golden Touch dice control school. Meet the great dice control teams: the Captain's Crew, the Lee Brothers, the Five Horsemen, and the tag teams of Marilyn the Goddess and Charlie Sandtrap; Heavenly Kitten and Star Shine; Pat Dr. Crapology and Janis Alligator Rose. Meet the crooks, the cheats, the scoundrels, and the screw-ups of the dice-control world. Join Frank on his adventures inside the exclusive world of elite dice controllers. |
| best mathematical craps strategy: Statistics Hacks Bruce Frey, 2006-05-09 Want to calculate the probability that an event will happen? Be able to spot fake data? Prove beyond doubt whether one thing causes another? Or learn to be a better gambler? You can do that and much more with 75 practical and fun hacks packed into Statistics Hacks. These cool tips, tricks, and mind-boggling solutions from the world of statistics, measurement, and research methods will not only amaze and entertain you, but will give you an advantage in several real-world situations-including business. This book is ideal for anyone who likes puzzles, brainteasers, games, gambling, magic tricks, and those who want to apply math and science to everyday circumstances. Several hacks in the first chapter alone-such as the central limit theorem,, which allows you to know everything by knowing just a little-serve as sound approaches for marketing and other business objectives. Using the tools of inferential statistics, you can understand the way probability works, discover relationships, predict events with uncanny accuracy, and even make a little money with a well-placed wager here and there. Statistics Hacks presents useful techniques from statistics, educational and psychological measurement, and experimental research to help you solve a variety of problems in business, games, and life. You'll learn how to: Play smart when you play Texas Hold 'Em, blackjack, roulette, dice games, or even the lottery Design your own winnable bar bets to make money and amaze your friends Predict the outcomes of baseball games, know when to go for two in football, and anticipate the winners of other sporting events with surprising accuracy Demystify amazing coincidences and distinguish the truly random from the only seemingly random--even keep your iPod's random shuffle honest Spot fraudulent data, detect plagiarism, and break codes How to isolate the effects of observation on the thing observed Whether you're a statistics enthusiast who does calculations in your sleep or a civilian who is entertained by clever solutions to interesting problems, Statistics Hacks has tools to give you an edge over the world's slim odds. |
| best mathematical craps strategy: Mathematics of Casino Carnival Games Mark Bollman, 2020-10-20 There are thousands of books relating to poker, blackjack, roulette and baccarat, including strategy guides, statistical analysis, psychological studies, and much more. However, there are no books on Pell, Rouleno, Street Dice, and many other games that have had a short life in casinos! While this is understandable — most casino gamblers have not heard of these games, and no one is currently playing them — their absence from published works means that some interesting mathematics and gaming history are at risk of being lost forever. Table games other than baccarat, blackjack, craps, and roulette are called carnival games, as a nod to their origin in actual traveling or seasonal carnivals. Mathematics of Casino Carnival Games is a focused look at these games and the mathematics at their foundation. Features • Exercises, with solutions, are included for readers who wish to practice the ideas presented • Suitable for a general audience with an interest in the mathematics of gambling and games • Goes beyond providing practical ‘tips’ for gamblers, and explores the mathematical principles that underpin gambling games |
| best mathematical craps strategy: Mathematical Statistics with Applications in R Kandethody M. Ramachandran, Chris P. Tsokos, 2014-09-14 Mathematical Statistics with Applications in R, Second Edition, offers a modern calculus-based theoretical introduction to mathematical statistics and applications. The book covers many modern statistical computational and simulation concepts that are not covered in other texts, such as the Jackknife, bootstrap methods, the EM algorithms, and Markov chain Monte Carlo (MCMC) methods such as the Metropolis algorithm, Metropolis-Hastings algorithm and the Gibbs sampler. By combining the discussion on the theory of statistics with a wealth of real-world applications, the book helps students to approach statistical problem solving in a logical manner.This book provides a step-by-step procedure to solve real problems, making the topic more accessible. It includes goodness of fit methods to identify the probability distribution that characterizes the probabilistic behavior or a given set of data. Exercises as well as practical, real-world chapter projects are included, and each chapter has an optional section on using Minitab, SPSS and SAS commands. The text also boasts a wide array of coverage of ANOVA, nonparametric, MCMC, Bayesian and empirical methods; solutions to selected problems; data sets; and an image bank for students.Advanced undergraduate and graduate students taking a one or two semester mathematical statistics course will find this book extremely useful in their studies. - Step-by-step procedure to solve real problems, making the topic more accessible - Exercises blend theory and modern applications - Practical, real-world chapter projects - Provides an optional section in each chapter on using Minitab, SPSS and SAS commands - Wide array of coverage of ANOVA, Nonparametric, MCMC, Bayesian and empirical methods |
| best mathematical craps strategy: How to Gamble If You Must Lester E. Dubins, Leonard J. Savage, William Sudderth, David Gilat, 2014-08-20 This classic of advanced statistics is geared toward graduate-level readers and uses the concepts of gambling to develop important ideas in probability theory. The authors have distilled the essence of many years' research into a dozen concise chapters. Strongly recommended by the Journal of the American Statistical Association upon its initial publication, this revised and updated edition features contributions from two well-known statisticians that include a new Preface, updated references, and findings from recent research. Following an introductory chapter, the book formulates the gambler's problem and discusses gambling strategies. Succeeding chapters explore the properties associated with casinos and certain measures of subfairness. Concluding chapters relate the scope of the gambler's problems to more general mathematical ideas, including dynamic programming, Bayesian statistics, and stochastic processes. Dover (2014) revised and updated republication of the 1976 Dover edition entitled Inequalities for Stochastic Processes. See every Dover book in print at www.doverpublications.com |
| best mathematical craps strategy: Advanced Concepts in No-Limit Hold'em Hunter Cichy, 2017-06-06 |
| best mathematical craps strategy: Wong on Dice Stanford Wong, 2005-06 Stanford Wong applies math and logic to tossing the dice to get an advantage over casinos at craps. Included are all the details of setting the dice, tossing them, using your practice time efficiently, determining when you are good enough to take on the casinos, optimal betting strategy, and the math of craps. |
| best mathematical craps strategy: Golden Touch Dice Control Revolution! Frank Scoblete, Dominator, 2005 In words and pictures, dice control experts Frank Scoblete and Dominator will show you what it takes to develop a Golden Touch controlled dice throw at craps. But that's not all. You'll get to read what the Golden Touch Craps dice control instructors have to say about all aspects of getting an advantage at the game. The Golden Touch Craps dice control instructors are the greatest dice controllers in the world. Join them and learn how to make craps a winnable game for you. You will learn: The Physical Elements of Dice Control: the stance, the scan, the dice sets, the grab, the grip, the pickup, the throw, the backspin, and the bounce; Where and how to land the dice; How to hit the back wall properly; The proper arc for the dice on different types of tables; The proper betting to exploit your edge over the casinos; The proper betting on random rollers; How to use the Captain's 5-Count; The proper bet spreading techniques; How to get more comps for less risk; How to get a monetary edge over the casinos -- even against random shooters!; How to employ camouflage to cover your dice control skills; The proper bankroll needed to play at various betting levels; The P.O.W.E.R. Plan for educated risk takers; How to fix the most common problems that can hurt your shooting; How to form winning dice control teams. Read the legendary Captain's advice and the advice of the Golden Touch Craps instructors: Jerry Stickman, Howard Rock n Roller, Billy the Kid, Mr. Finesse, Street Dog, Bill Burton, Wordslayer, No Field Five, Pit Boss, Chip, Tenor and Satch, an original member of the Captain's Crew. |
| best mathematical craps strategy: Beating the Casinos at Their Own Game Peter Svoboda, 1999-11-30 For the millions of Americans who gamble, this book analyzes the betting alternatives for ten of the most popular casino games and presents unique strategies for each. Peter Svoboda introduces his Return Probability Indicator and the Grandmaster Series of betting, where players have a 95.6 percent chance of winning every sequence. |
| best mathematical craps strategy: Dice Games Properly Explained Reiner Knizia, 2010 World-renowned game designer Reiner Knizia has written the absolute classic on dice games and strategies. Straightforward and easy-to-read, this little gem gives detailed instructions, comprehensive odds, and insightful strategies on nearly 150 dice games and variations-several of which appear only within these pages. |
| best mathematical craps strategy: Advanced Advantage Play Eliot Jacobson, Eliot Jacobson Ph D, 2015-03-25 Advanced Advantage Play is the most complete book ever made available to the general public on advantage play against casino table games. It examines beating and protecting nearly all of the table games and side bets that are currently available on casino floors internationally, including blackjack, baccarat and pai gow poker. Based on material first published in Dr. Eliot Jacobson's well-known blog APHeat.net, this book also covers advantage play against marketing and promotions. Easy-to-read and backed up by computer and statistical analysis, Advanced Advantage Play is a book that everyone who wants to beat or protect casino table games should own. This is exactly the same book as first published in 2015 by Blue Point Books. Reviews for the previous printing are here: https: //www.amazon.com/dp/188342339 |
| best mathematical craps strategy: The Everything Craps Strategy Book Larry Edell, 2005-12-12 The Everything Craps Strategy Book reveals all the secrets a gambler needs to go home a winner. Whether a novice or a pro, you'll learn the tricks and tips necessary to mastering one of the more difficult gambling games in the casino. From laying down the basics to step-by-step guidance on advanced strategies, this is your all-inclusive guide to beating the craps table! Strategies include: Pass and Come Do and Don't Side Regression and Progression Multilevel Systems Winning in Tournament Play Comps and Money Management Gambling isn't risky if you know what you're doing, and The Everything Craps Strategy Book is your ticket to putting the odds in your favor! |
| best mathematical craps strategy: Mathematics of The Big Four Casino Table Games Mark Bollman, 2021-08-20 Mathematics is the basis of casino games, which are the bedrock of a $100 billion/year industry. Mathematics of the Big Four Casino Table Games: Blackjack, Baccarat, Craps, & Roulette takes an in-depth look at the four biggest table games in casinos: blackjack, baccarat, craps, and roulette. It guides readers through the mathematical principles that underpin these games and their different variations, providing insights that will be of huge interest to gamblers, casino managers, researchers, and students of mathematics. Features A valuable teaching resource, replete with exercises, for any course on gambling mathematics Suitable for a wide audience of professionals, researchers, and students Many practical applications for the gambling industry Mark Bollman is Professor of Mathematics and chair of the Department of Mathematics & Computer Science at Albion College in Albion, Michigan, and has taught 116 different courses in his career. Among these courses is Mathematics of the Gaming Industry, where mathematics majors carefully study the math behind games of chance and travel to Las Vegas, Nevada, in order to compare theory and practice. He has also taken those ideas into Albion’s Honors Program in Great Issues in Humanities: Perspectives on Gambling, which considers gambling from literary, philosophical, and historical points of view as well as mathematically. Mark has also authored Basic Gambling Mathematics: The Numbers Behind the Neon, Mathematics of Keno and Lotteries, and Mathematics of Casino Carnival Games. |
| best mathematical craps strategy: A First Course in Abstract Algebra John B. Fraleigh, 2003* |
| best mathematical craps strategy: Craps A Smart Shooters Guide Thomas Midgley, 2011 |
| best mathematical craps strategy: Practical Casino Math Robert C. Hannum, Anthony N. Cabot, 2005 |
| best mathematical craps strategy: The Mathematics of Gambling Edward Thorp, 1984 |
| best mathematical craps strategy: Math For Real Life For Dummies Barry Schoenborn, 2013-02-06 The easy way to brush up on the math skills you need in real life Not everyone retains the math they learned in school. Like any skill, your ability to speak math can deteriorate if left unused. From adding and subtracting money in a bank account to figuring out the number of shingles to put on a roof, math in all of its forms factors into daily life. Math For Real Life For Dummies provides you with the simple formulas and theorems that you're likely to encounter in the workplace, the kitchen, and even when playing games. You can turn to Math For Real Life For Dummies to brush up on your math skills or to handle everyday encounters, like calculating restaurant tips, understanding interest rates, and figuring out percentages and odds. Packed with real-world examples that make sense, Math For Real Life For Dummies takes the stress out of your daily calculation encounters. Provides tips for understanding and using basic mathematical concepts Shows you how math helps the mind to reason and organize complicated situations or problems into clear, simple, and logical steps Covers all of the math skills you're likely to need in everyday situations If you're looking for a practical, plain-English guide to mastering everyday math skills, Math For Real Life For Dummies has you covered. |
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Best Buy Store Locator: Store Hours, Directions & Events
Use the Best Buy store locator to find stores in your area. Then, visit each Best Buy store's page to see store hours, directions, news, events and more.
Deal of the Day: Electronics Deals - Best Buy
To really get the most out of the deals at Best Buy, start by signing up for daily emails or checking the site each day for a new deal. There is something new and exciting every day, whether it’s …
Best Buy | Official Online Store | Shop Now & Save
Shop Best Buy for electronics, computers, appliances, cell phones, video games & more new tech. Store pickup & free 2-day shipping on thousands of items.
Top Deals - Best Buy
Shop Top Deals and featured offers at Best Buy. Find great deals on electronics, from TVs to laptops, appliances, and much more.
Computers & Tablets - Best Buy
Shop at Best Buy for computers and tablets. Find laptops, desktops, all-in-one computers, monitors, tablets and more.
Best Buy Store Locator: Store Hours, Directions & Events
Use the Best Buy store locator to find stores in your area. Then, visit each Best Buy store's page to see store hours, directions, news, events and more.
Deal of the Day: Electronics Deals - Best Buy
To really get the most out of the deals at Best Buy, start by signing up for daily emails or checking the site each day for a new deal. There is something new and exciting every day, whether it’s …
