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All rights reserved. Privacy Policy. Sign Up For Updates You're Subscribed! The final column EOR x indicates potential card-counting tags to use in an optimal system.
Also, the 7 is the most important card, as expected, to remain in the shoe. The other cards diminish in value as their pips go down, presumably because they are used in fewer and fewer situations to draw to a dealer total of 7.
The reader will most likely consider it daunting to use system 1 in practice. However, as a baseline counting system, it is worthwhile to see how it performs.
In an effort to simplify this unwieldy system as much as possible, I also considered the card counting system with tags 0, 0, 0, -1, -1, -1, -1, 2, 2, 0.
To gauge the effectiveness of each, I wrote a computer program to simulate using these two systems in live play.
The game I simulated has the following shuffling and cut card rules:. Shortly after this article was published, I realized that I had made an error that caused me to significantly underestimate the player advantage.
This error was caused by using single-deck estimations for the remaining cards in the shoe, rather than determining the exact true count based on the fractional decks remaining.
I revised my simulation program and confirmed my updated results with Steve How of discountgambling. I apologize for any inconvenience I may have caused the reader.
It is clear from the last row of Table 4 that system 2, with tags 0, 0, 0, -1, -1, -1, -1, 2, 2, 0 , performs remarkably well in comparison to its optimal cousin.
If he does so, then on average he will have an 8. This counter will have the opportunity to make the Dragon bet at or above the target true count on 9.
Given that the average shoe yields about 80 hands, the counter should be able to make, on average, about seven Dragon bets per shoe with the edge. It is worthwhile to check that the simulated results for system 2 make sense combinatorially.
In this case, combinatorial analysis gives a player edge of 1. NHL Hockey. NCAA College. Soccer News. Boxing News. National Football Leagues. Monday Night Football.
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