zengrifter
Banned
MORE EDGE IN AGGRESSIVE CARD COUNTING: A BACKUP ANALYSIS
by Dan Pronovost / BJINSIDER #98
March 2008
Dan Pronovost is the owner and president of DeepNet Technologies, makers of a wide range of advantage gambling training products and software (blackjack, poker, craps). Their web site is: www.DeepnetTech.com, and all products are available for free trial download. Dan is also the creator of the easy-to-use card counting system Speed Count, taught in the Golden Touch Blackjack course which is now available in Frank Scoblete's new book, "Golden Touch Blackjack Revolution!": www.GoldenTouchBlackjack.com/scbook.shtml.
When Card counting is not so great
Last month, BJI author Alan Krigman provided an excellent study of risk of ruin when counting cards in blackjack (see www.bjinsider.com/newsletter_97_agg.shtml). His surprising and counterintuitive conclusion was that using more aggressive strategies as a card counter to get your edge higher might actually mean less chance of winning, depending on your bankroll (i.e., you may have more losing sessions than winning sessions). This just doesn't seem right on the surface... surely if your method of play means a larger mathematical edge over the casino, then you'll have a better chance of winning (by increasing your bet spread, for example)? As it turns out, bankroll is everything: to make more money in blackjack as a card counter, you generally have to bet more when you have the edge, and that means more volatility in your bankroll. If you don't increase your cash to play, then you may well go broke before seeing the extra theoretical advantage over the casino. In the long-term, given a sufficiently large bankroll and time, a positive edge over the casino through card counting is your ticket to play for profit. But the reality is that we all play with limited funds for a very small amount of time in relation to the volatility that large card counting bet spreads inevitably bring on. Understanding this and using that knowledge to back your play with healthy session bankrolls, is the key to success as a card counter.
Alan's study was very interesting to me, since I wrote a similar article a few years ago ("The Unbeatable Card-Counter Myth", http://www.bjinsider.com/newsletter_34_bankroll.shtml). I took a different line of attack on the problem, but Alan and I effectively leveraged the same principle: your bankroll as a card-counter must be matched to your betting strategy and risk of ruin. Many card counters make the mistake of thinking that a 0.5 percent to 1 percent edge over the house means they are unbeatable, no matter what money they start with in their pocket.
Proper bankroll and risk of ruin is the most important lesson a new card counter can learn, and it is probably the most common mistake I've seen in years of teaching novice players (www.goldentouchblack.com). So, I decided one simply can't say enough on this subject, and asked Alan's permission to expand on his article and data. Alan kindly obliged, and in fact includes his own further analysis on this subject in this issue as well ((Dead link: http://www.bjinsider.com/newsletter_98_agg2.shtml) _www.bjinsider.com/newsletter_98_agg2.shtml)_.
The hypothetical game
In Alan's prior analysis, he made these assumptions:
MORE- http://www.bjinsider.com/newsletter_98_agg.shtml
by Dan Pronovost / BJINSIDER #98
March 2008
Dan Pronovost is the owner and president of DeepNet Technologies, makers of a wide range of advantage gambling training products and software (blackjack, poker, craps). Their web site is: www.DeepnetTech.com, and all products are available for free trial download. Dan is also the creator of the easy-to-use card counting system Speed Count, taught in the Golden Touch Blackjack course which is now available in Frank Scoblete's new book, "Golden Touch Blackjack Revolution!": www.GoldenTouchBlackjack.com/scbook.shtml.
When Card counting is not so great
Last month, BJI author Alan Krigman provided an excellent study of risk of ruin when counting cards in blackjack (see www.bjinsider.com/newsletter_97_agg.shtml). His surprising and counterintuitive conclusion was that using more aggressive strategies as a card counter to get your edge higher might actually mean less chance of winning, depending on your bankroll (i.e., you may have more losing sessions than winning sessions). This just doesn't seem right on the surface... surely if your method of play means a larger mathematical edge over the casino, then you'll have a better chance of winning (by increasing your bet spread, for example)? As it turns out, bankroll is everything: to make more money in blackjack as a card counter, you generally have to bet more when you have the edge, and that means more volatility in your bankroll. If you don't increase your cash to play, then you may well go broke before seeing the extra theoretical advantage over the casino. In the long-term, given a sufficiently large bankroll and time, a positive edge over the casino through card counting is your ticket to play for profit. But the reality is that we all play with limited funds for a very small amount of time in relation to the volatility that large card counting bet spreads inevitably bring on. Understanding this and using that knowledge to back your play with healthy session bankrolls, is the key to success as a card counter.
Alan's study was very interesting to me, since I wrote a similar article a few years ago ("The Unbeatable Card-Counter Myth", http://www.bjinsider.com/newsletter_34_bankroll.shtml). I took a different line of attack on the problem, but Alan and I effectively leveraged the same principle: your bankroll as a card-counter must be matched to your betting strategy and risk of ruin. Many card counters make the mistake of thinking that a 0.5 percent to 1 percent edge over the house means they are unbeatable, no matter what money they start with in their pocket.
Proper bankroll and risk of ruin is the most important lesson a new card counter can learn, and it is probably the most common mistake I've seen in years of teaching novice players (www.goldentouchblack.com). So, I decided one simply can't say enough on this subject, and asked Alan's permission to expand on his article and data. Alan kindly obliged, and in fact includes his own further analysis on this subject in this issue as well ((Dead link: http://www.bjinsider.com/newsletter_98_agg2.shtml) _www.bjinsider.com/newsletter_98_agg2.shtml)_.
The hypothetical game
In Alan's prior analysis, he made these assumptions:
MORE- http://www.bjinsider.com/newsletter_98_agg.shtml