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In order to develop the curriculum necessary to teach his class, Griffin needed to research and test various theories of card counting and other blackjack ...


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Contestants competing at the free Black Jack tournament held on the casino floor at Trump Plaza Hotel Casino in Atlantic City on Wednesday Jan 16, 2008.
It was Griffin's way of illustrating why the best play theory of blackjack griffin many hands depends on the dealer's up card.
Fourteen always started with 14 — the casino even painted learn more here 14 hand on his spot at the table.
He always stood until he found he was losing too much and switched to always hitting.
He lost that way, too.
I encounter less extreme versions of Mr.
Fourteen theory of blackjack griffin blackjack tables fairly often.
Most recently, there was a player at my table in April who always stood on 16.
That's a bad play whenever the dealer shows a 7 or higher, but it's not that unusual.
I've seen players who won't hit 15 or 16, and even a few who hit the wall at 12 and stand on any hand that can be busted with one more theory of blackjack griffin />What made this latest player unusual is that his phobia for hitting 16 extended to soft 16 — hands such as Ace-5 or Ace-3-2 where the Ace is counted as 11.
Stand on Sixteen wasn't buying it.
How much does all this standing cost?
Let's look at a few examples, with 9-7 and Ace-5 against a dealer's 7, and both theory of blackjack griffin again vs.
If you hit, the average loss decreases to 40.
Hard 16 is check this out bad start, but hitting can reduce your losses.
Hit, and your soft 16 is nearly a breakeven hand with an average loss of only eight-tenths of a percent.
By standing on soft 16, the player at my table turned a nearly neutral hand into just another awful 16.
Should a theory of blackjack griffin give you a standing hand of 17 or better, you'll win more often if the dealer starts with 7 rather than 10.
Memorial Day Weekend is widely considered the unofficial start of summer, as beach bars, deck restaurants and summer nightlife destinations du… Ace-5 vs.
The gain isn't as large as when the dealer starts with 7, but cutting loss per dollar wagered from 54 cents to 21 is nothing to sneeze at.
The pattern holds when the dealer has 8, 9 or Ace, too.
Your average losses are lower when you hit rather than stand, and you have more to gain by hitting when your 16 is soft.
Patterns are different when the dealer shows 2 through 6.
Then it's better to stand on hard 16, while those with soft 16 will want hit vs.
Don't hit the wall at 16, like the player at my table did.
He had it wrong every time.
Look for John Grochowski on Facebook and Twitter GrochowskiJ.
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Professor Peter Griffin was the inexperienced player who wrote such a book The Theory of Blackjack: The Total Card Counter's Guide to the ...


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The Theory Of Blackjack by Griffin, Peter
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Peter Griffin - The Theory of Blackjack | Card Counting | Gaming
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Theory of Blackjack : The Compleat Card Counter's Guide to the Casino Game of 21. Generally considered the bible for serious blackjack players, Peter Griffin's classic work provides insight into the methods and numbers behind the development of today's card-counting systems.


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9780929712130: The Theory of Blackjack: The Compleat Card Counter's Guide to the Casino Game of 21 (6th Edition, Indexed) - AbeBooks - Peter A. Griffin: 0929712137
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Contestants competing at the free Black Jack tournament held on the casino floor at Trump Plaza Blackjack professional video Casino in Atlantic City on Wednesday Jan 16, 2008.
It was Griffin's way of illustrating why the best play on many hands depends on the dealer's up card.
Fourteen always started with 14 — the casino even painted a 14 hand on his spot at this web page table.
He always stood until he found he was losing too much and switched to always hitting.
He lost that way, too.
I encounter less extreme versions of Mr.
Fourteen at blackjack tables fairly often.
Most recently, there was a player at my table in April who always stood on 16.
That's a bad play whenever the dealer shows a 7 or higher, but it's not that unusual.
I've seen players who won't hit 15 or 16, and even a few who hit the wall at 12 and stand on any hand theory of blackjack griffin can be busted with one more card.
What made this latest player unusual is that his phobia for hitting 16 extended to soft 16 — hands such as Ace-5 or Ace-3-2 where the Ace is counted as 11.
Stand on Sixteen wasn't buying it.
Let's look at a few examples, with 9-7 and Ace-5 against a dealer's 7, and both hands again vs.
If you hit, the average loss decreases to 40.
Hard 16 is a bad start, but hitting can reduce your losses.
Hit, and your soft 16 is nearly a breakeven hand with an average loss of only eight-tenths of a percent.
By standing on soft 16, the player at my table turned a nearly neutral hand into just another awful 16.
Should a hit give you a standing hand of 17 or better, you'll win more often if the dealer starts with 7 rather than 10.
Memorial Day Weekend is widely considered the unofficial start of summer, as beach bars, deck restaurants and summer nightlife destinations du… Ace-5 vs.
The gain isn't theory of blackjack griffin large as when the dealer starts with 7, but cutting loss per dollar wagered from 54 cents to 21 is nothing to sneeze at.
The pattern holds when the dealer has 8, 9 or Ace, too.
Your average losses are lower when you hit rather than stand, and you have more to gain by hitting when your 16 is soft.
Patterns are different when the dealer shows 2 through 6.
Then it's better to stand on hard 16, while those with soft 16 will want hit vs.
Don't hit the wall at 16, like the player at my table did.
He had it wrong every time.
Look for John Grochowski on Facebook and Twitter GrochowskiJ.
Atlantic City is about to enter one of its most exciting summer seasons ever.
New restaurants, entertainment destinations and two massive casi….

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Peter Griffin - The Theory of Blackjack - Free ebook download as PDF File (.pdf), Text File (.txt) or read book online for free. Generally considered the bible for ...


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Peter A. Griffin - Wikipedia
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The Theory of Blackjack Writen by Peter Griffin
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Griffin July 19, 1937 — October 18, 1998 was a mathematician, author, and expert and is one of the original seven members of the.
He authored The Theory of Blackjack, considered a classic analysis of the mathematics behind the game of casino 21.
Griffin was a native ofone of three children, with a brother, poet Alan MacDougall, and theory of blackjack griffin sister, Barbara Dan, writer.
His grandfather was a mathematician at who had written various mathematics textbooks.
https://allo-hebergeur.com/blackjack/blackjack-uk-casino.html grew up inandand married Lydia.
He studied atand received a master's degree from the.
He taught statistics, calculus and differential equations at from 1965 until his death on October 18, 1998 from.
His first exposure to blackjack was in 1970, when he proposed a course on the mathematics of gambling, and went to Nevada to do some research.
As the New York Times put it, he "promptly got his clock cleaned," and this incentivized him to do more serious research theory of blackjack griffin the subject.
He was known for compiling extensive statistics theory of blackjack griffin blackjack players inand then comparing patterns against players in or.
Griffin was one of the first to calculate the percentage disadvantage of an "average" blackjack player, at 2%.
He was also the first to calculate the average gains by hand realized from varying basic strategy.
Griffin along with is cited as coming up with the title for the main column of the Las Vegas Advisor, 'Couponomy'.
The main passion of Peter Griffin remained teaching, which theory of blackjack griffin where https://allo-hebergeur.com/blackjack/free-real-blackjack-game.html devoted most of his working life.
Retrieved 5 April 2014.

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Theory of Blackjack : Peter A. Griffin : 9780929712130
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Generally considered the bible for serious blackjack players, Peter Griffin's classic work provides insight into the methods and numbers behind the development of today's card-counting systems.
It contains the most complete and accurate basic strategy.
The THEORY ofBLACKACKThe Compleat Theory of blackjack griffin Counter'sGuide to the Casino Game of 21PETERA.
GRIFFIN::J:c:zG' az~enLas Vegas, NevadaThe Theory of Blackjack: The Compleat Card Counter's Guideto the Casino Game of 21Published byHuntington Press3687 South Procyon AvenueLas Vegas, Nevada 89103 702 252-0655 vox 702 252-0675 faxCopyright 1979, Peter Griffin2nd EditionCopyright 1981, Peter Griffin3rd EditionCopyright 1986, Peter Griffin4th EditionCopyright 1988, Peter Griffin5th EditionCopyright 1996, Peter GriffinISBN 0-929712-12-9Cover design by Bethany CoffeyAll rights reserved.
No part of this publication may be translated,reproduced, theory of blackjack griffin transmitted in any form or by any means, electronic ormechanical, including photocopying and recording, or by anyinformation storage and retrieval system, without the expressedwritten permission of the copyright owner.
TABLE OF CONTENTSFOREWORD TO THE READER1 INTRODUCTION 1Why This Book?
Thisbookwill not teachyouhowtoplayblackjack; Iassume you already know how.
Individuals who don't possessan acquaintance with Thorp's Beat The Dealer, Wilson'sCasino Gambler's Guide, or Epstein's Theory of Gambling andStatistical Logicwill probablyfindit inadvisabletobegintheir serious study of the mathematics of blackjack here.
Thisis because Ienvision my book as an extension, rather than arepetition, of these excellent works.
Albert Einstein once said "everything should be made assimple as possible, but no simpler.
However, I recognizethat thereaderswill havediversebackgrounds and accordingly I have divided each chapter intotwo parts, a main body and a subsequent, parallel,"mathematical appendix.
Thus advised, they will then beable to skim over the formulas and derivations which mean lit-tle to them and still profit quite a bit from some comments andmaterial which blackjack dealer costume seemed to fit theory of blackjack griffin naturally in the Appen-dices.
Different sections of the Appendices are lettered for con-venience and follow the development within the https://allo-hebergeur.com/blackjack/gear-blackjack.html itself.
The Appendix to Chapter One will consist of a bibliography ofall books or visit web page referred to later.
When cited in subsequentchapters only the author's last name will be mentioned, unlessthis leads to ambiguity.
continue reading, and terminol-ogy of thegameand the second to explain the fundamentalprinciples andtechniques of cardcounting.
Thesewill befound at the end of the book.
Revised EditionOn November 29, 1979, at 4:30 PM, just after the first edi-tion of this book went to press, the pair was split for the firsttimeunder carefullycontrolledlaboratoryconditions.
Con-trary to original fears there was only an insignificant release ofenergy, andwhenthesmokehadclearedI discoveredthatsplitting exactly two nines against a nine yielded an expecta-tion of precisely .
Onlyminutes later a triple split of three nines was executed, produc-ing an expectation of .
Development of an exact, composition dependent read more well as an exact, repeated pair splittingalgorithm now enables me to update material in Chapters Six,Eight, and, particularly, Eleven where I present correct basicstrategy recommendationsforany number of decksand dif-ferent combinations of rules.
There is newtreatment of Atlantic City blackjackinChapters Six and Eight.
In addition the Chapter Eightanalysis of Double Exposure has been alteredto reflect rulechanges which have occurred since the original material waswritten.
A fuller explication of how to approximate gambler'sruin probabilities for blackjack now appears in the Appendixto Chapter Nine.
A brand new Chapter Twelve has been writ-ten to bring the book up to date with my participation in theFifth National Conference on Gambling.
Elephant EditionIn December, 1984, The University of Nevada andPennState jointly sponsored theSixthNational ConferenceonGambling andRiskTakingin Atlantic City.
Thegar-gantuansimulationresults ofmycolleagueProfessor JohnGwynnoftheComputer Science Department at CaliforniaState University, Sacramento were by far the mostsignificant presentation from a practical standpoint andmotivated me to adjustupwards theory of blackjack griffin figureson pages28 theory of blackjack griffin, reflecting gain fromcomputer-optimal strategy varia-tion.
Myowncontributionto theconference, astudyof thenature of the relation between the actualopportunity occur-ringastheblackjackdeckis depletedandtheapproxima-tion providedbyan ultimate point count, becomes a newChapter Thirteen.
In this chapter the game of baccaratmakesanunexpectedappearance, asafoil tocontrast withblackj ack.
Readersinterestedinbaccarat will berewardedwiththe blackjack dealers nd powerful cardcounting methodsavailable for thatgame.
Loose ends are tied together in Chapter Fourteenwhere questionswhich have arisen in the past few years areanswered.
This chapter concludes with two sections on the increasinglypopular topic of risk minimization.
It is appropriate here to acknowledge the valuableassistance I have received in writing this book.
Thanks aredue to: many individuals among whomJohn Ferguson,AlanGriffin, andBenMulkey come tomind whoseconver-sationshelped expand myimagination on thesubject; JohnChristopher, whose proofreading preventedmanyambigui-ties and errors; and, finally, readers Wong, Schlesinger,Bernhardt, Gwynn, French, Wright, Early, and especiallythe eagle-eyed Speer for pointing out mistakes in the earliereditions.

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GRIFFIN::J:c:zG')az~enLas Vegas, NevadaThe Theory of Blackjack: The Compleat Card Counter's Guideto the Casino Game of 21Published ...


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Peter Griffin The Theory of Blackjack - Math Professor to Blackjack Pro Peter Griffin The Theory of Blackjack - Math Professor to Blackjack Pro {{ translations.
In the gambling community it is highly regarded as theory of blackjack griffin of the most comprehensive books since Edward O.
In 1970 during his tenure as a mathematics professor, Griffin was interested in developing an academic course regarding the mathematics of gambling.
A small club in Yerington, Nevada was his first destination for research.
He tried his own hand at blackjack, in which he did not fare too well.
In the excerpt from The Theory of Blackjack Mr.
He was able to discover that casinos had a two percent advantage over the non-professional blackjack player.
Through mathematics he was able to prove the majority of complex gambling concepts listed in his book like Bet and Strategy Variations theory of blackjack griffin well as approximating them, The Role of the Correlation Coefficient, Efficiency, Betting Correlation and Strategic Efficiency and The Proper Balance between Betting and Playing Strength.
Proportional Wagering, Effects of Rebates on Losses and an analysis of gambling systems were theorized as well.
Griffin discovered the top concept for potential gains for any card counting method is the Betting Correlation BC and the Playing Efficiency PE which can give a player an approximate calculation of a potential win rate in games utilizing betting spreads sans computer simulations.
Other published works of his included mathematical journals and visit web page articles.
He was inducted posthumous into the Blackjack Hall of Fame during its inaugural beginning in theory of blackjack griffin for his contribution to the game of blackjack.
He died in 1998 at the age of 61.
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GRIFFIN::J:c:zG')az~enLas Vegas, NevadaThe Theory of Blackjack: The Compleat Card Counter's Guideto the Casino Game of 21Published ...


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The Theory of Blackjack: The Compleat Card Counter's Guide to the Casino ... - Peter A. Griffin - Google Books
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Generally considered the bible for serious blackjack players, Peter Griffin's classic work provides insight into the methods and numbers behind ...


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The Theory of Blackjack: The Compleat Card Counter's Guide to the Casino Game of 21 by Peter A. Griffin
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Theory of Blackjack : Peter A. Griffin : 9780929712130
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In order to develop the curriculum necessary to teach his class, Griffin needed to research and test various theories of card counting and other blackjack ...


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