Card Counting Edge

Posted By admin On 08/04/22

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Blackjack Card Counting Edge
How Much Of An Edge Does Card Counting Give
Card Counting Edge

Basic blackjack strategy

The single most important thing that you need to understand about the game of blackjack is that it is a game of player decisions.

Unlike any other game in the casino, when playing blackjack your decisions can have an outcome on how the hand plays out and thus can contribute to the wins or losses of the players at the table. Because of this fact, there is a mathematically proven strategy that gives you the best advantage when playing, and this should be used every time you play if you want the best odds in the long run.

Blackjack Card Counting Edge

This strategy is known as basic strategy and is illustrated in the blackjack strategy chart shown below:

As you can see from the diagrams in the chart, basic strategy outlines exactly how you should optimally play when considering what you have been dealt in relation to the dealer’s hand. Many new blackjack players make the mistake of going with gut feeling and being afraid to bust when they play, but using basic strategy every time is the best way to give yourself favorable odds during play.

If you are familiar with casino games, you will know that the house has the advantage in every game in the casino, which is how they turn a profit. Blackjack is no exception, however is one of the lowest house edge games in the casino, which is why it’s such a great game for players to learn and play.

The house edge in a typical blackjack game is around 0.50 percent when a player uses perfect basic strategy during play. This means that for every $100 you bet, the casino expects to win $0.50 from you over an infinite number of hands. The reason why basic strategy is so important is because if you take this same example of a $100 average bet and apply it to an unskilled player, the house advantage can go as high as 2.5 percent or more, meaning that the house would expect to win $2.50 or more over time.

Guide to Blackjack Card Counting (updated 2021) - Learn how to count cards with our FREE & Easy Card Counting Training Game. Start practicing here today! The house edge is around 0.5%. The most common variations of card counting in blackjack are based on statistical evidence that high cards (especially aces and 10s, and to a lesser extent 9s) benefit the player more than the dealer, while the low cards, (3s, 4s, 6s, and especially 5s, and to a lesser extent 2s and 7s) help the dealer while hurting the player. Although the odds are in your favour, it will require about six hours of play to guarantee the odds will come to fruition (even a coin flipped 10 times could land on heads for 7 of those). Remember that you can ALWAYS lose money. The card-counting system helps you get an edge in blackjack. It doesn't play it for you. Just as long as they are aware of the odds that they face and understand the house edge that they are against, card counting is a great skill to have when you tap into blackjack gambling. Simple card counting is a legal way to increase your edge against the house. Last, we have provided a unique Card Counting Trainer to help you improve and hone-in your skills on applying the Hi-Lo Counting method keeping track of the shoe’s count.

Because of this, it’s easy to see why playing with basic strategy is the best choice for players each and every time.

Appendices
Miscellaneous
External Links

Introduction

The Hi-Lo Count is the most widely written about, and in my judgment, the most commonly used card counting strategy. The High-Low was first introduced in 1963 by Harvey Dubner¹. It has since been discussed by just about all the major blackjack writers. In my opinion, the best introductory treatment is in Professional Blackjack by Stanford Wong, and the most detailed coverage is in Blackjack Attack by Don Schlesinger.

How it Works

Following is a brief explanation of how to use the Hi-Lo.

Step 1: Assign a point value to each rank, as follows.

High-Low Point Values

Step 2: Start with a 'Running Count' of zero at the start of the deck/shoe. As cards are revealed, keep adding or subtracting from the Running Count, according to the point system in step 1. For example, if the first ten cards to come out of the shoe were 3, 5, K, 7, Q, A, 8, 5, 4, 2, then the running count would be 1 +1 -1 +0 -1 -1 +0 +1 +1 +1 = +2.

Step 3: Divide the running count by the number of decks remaining, to get what is known as the 'True Count.' This is the part that beginning counters hate. You don?t need to be exact. A rough estimate will do, in my opinion. Let's look at example. The running count is +7 and there are about 4 decks left. The true count would be 7/4 = 1.75. Round that up to 2, to keep it simple. The more you play the more you will be comfortable eyeballing this adjustment, without doing any real division in your head. Usually the right play is obvious. In borderline cases only will you need to do this True Count conversion.

Step 4: The greater the true count, the more you should bet. This is where card counting becomes more art than science. Some blackjack books give rigid rules on how this should be done. However, the casino managers have read these books too, and the patterns recommended in earlier books now set off red flags. How you do this should depend on your own style, and how much heat you are getting. It helps avoid heat to keep the ratio of maximum bet to minimum bet to a limit, known as the ?Bet Spread.? Only increasing bets after a win, only decreasing after a loss, and staying the same after a push, makes play look more natural, but at a cost to profitability.

Step 5: For some hands, you will play according to the True Count and a table of 'Index Numbers,' rather than basic strategy. The greater the count, the more inclined you will be to stand, double, split, take insurance, and surrender. For example, the Index Number for a player 15 against a dealer 10 is +4. This means the player should stand if the True Count is +4 or higher, otherwise hit.

The following tables are known as the 'Illustrious 18' and 'Fab 4' respectively.² They appear in Blackjack Attack by Don Schlesinger, and are republished here with permission. These are the most important index numbers to remember. Knowing only these will give the counter 80% to 85% of the value of knowing every index number, based on a six-deck game. The difference is more in single and double-deck games. The lists are given in order of value. If you can?t memorize all of them, start at the top, and work your way down.

Illustrious 18

Order	Play	Index
1	Insurance	+3
2	16 Vs. 10	+0
3	15 Vs. 10	+4
4	10,10 Vs. 5	+5
5	10,10 Vs. 6	+4
6	10 Vs. 10	+4
7	12 Vs. 3	+2
8	12 Vs. 2	+3
9	11 Vs. A	+1
10	9 Vs. 2	+1
11	10 Vs. A	+4
12	9 Vs. 7	+3
13	16 Vs. 9	+5
14	13 Vs. 2	-1
15	12 Vs. 4	0
16	12 Vs. 5	-2
17	12 Vs. 6	-1
18	13 Vs. 3	-2

The player should stand/double/split if the True Count equals or exceeds the Index Number, otherwise hit. The player should take insurance if the True Count is +3 or greater.

Fab 4 Surrenders

Order	Play	Index
1	14 Vs. 10	+3
2	15 Vs. 10	+0
3	15 Vs. 9	+2
4	15 Vs. A	+1

The player should surrender if the True Count equals or exceeds the Index Number.

A full table of all index numbers can be found in Chapter 3, and Appendix A, of Professional Blackjack by Stanford Wong.

The next table shows some statistics using the High-Low. The blackjack rules this table is based are liberal Vegas shoe, as follows:

Six decks
Dealer stands on soft 17
Surrender allowed
Double after split allowed
Player may resplit to four hands, including aces

To avoid setting off red flags, the simulation increased the bet after a win only, decreased after a loss only, and always stayed the same after a push, except resetting to a minimum bet after a shuffle. The simulation rounded the remaining decks to the nearest half deck, otherwise playing perfectly.

High-Low Statistics

Spread	Penetration	Index Numbers	Player Adv.	Std. Dev.	Avg.Bet
1 to 5	4	I18+F4	0.157%	1.50	1.35
1 to 10	4	I18+F4	0.368%	2.04	1.57
1 to 15	4	I18+F4	0.578%	2.67	1.73
1 to 5	4.5	I18+F4	0.300%	1.60	1.41
1 to 10	4.5	I18+F4	0.587%	2.27	1.68
1 to 15	4.5	I18+F4	0.834%	3.06	1.90
1 to 5	5	I18+F4	0.469%	1.70	1.47
1 to 10	5	I18+F4	0.837%	2.52	1.80
1 to 15	5	I18+F4	1.147%	3.49	2.10
1 to 5	4.5	All	0.313%	1.61	1.41
1 to 10	4.5	All	0.608%	2.29	1.68
1 to 15	4.5	All	0.862%	3.10	1.91
1 to 5	5	All	0.494%	1.71	1.47
1 to 10	5	All	0.857%	2.55	1.81
1 to 15	5	All	1.182%	3.54	2.11

Explantion of columns

Spread: This is the ratio of the player?s minimum bet to maximum bet. The bigger the range, the greater the player?s advantage, and bankroll volatility. A wide bet spread also sets off a red flag. In a six-deck game, I think a 1 to 15 spread is about the most aggressive the player should get. The simulation played one betting spot only.

Penetration: How many decks played before reaching the cut card. In a six-deck shoe, 4.5 is the norm.

Index Numbers: I already explained index numbers above. Simulations were run using both the Illustrious 18 and Fab 4 (I18+F4) above, and with the full table. The difference is not much, which shows that knowing the top 22 gets you most of the benefit of knowing all of them.

How Much Of An Edge Does Card Counting Give

Player Advantage: This is the ratio of net player win to total initial bets. For example, in the last row, the player could expect to win 1.182% of his total initial bets.

Standard Deviation: This is a term for the volatility per initial bet.

Average Bet: The average final bet per hand, compared to the lowest bet For example, in the last row, if the player?s minimum bet were $100, his average bet would be $211. This includes additional money bet due to doubles and splits.

How much of an edge does card counting give

This table was created using CVCX Blackjack Analyzer by Casino Vérité. This software produces hundreds of different statistics for just about any set of rules, betting strategies, and playing strategies. For the player who wants to run these tests, this software is the best there is, in my opinion.

Footnotes

Professional Blackjack by Stanford Wong, page 31, 1994 ed.
Blackjack Attack by Don Schlesinger, page 62, 2004 ed.

Acknowledgments