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Most experienced blackjack buffs are aware that the fewer the decks from which cards are drawn, the better the game in theory for players. That is, six decks are preferable to eight, four to six, and so on.
All else being equal, of course. Not many solid citizens know why this is the case. In fact, it's commonly believed that the difference involves either the ease or beneficial effect of counting cards in smaller shoes. So they think no advantage accrues to folks who merely follow Basic Strategy or worse don't. Reducing the number of decks does improve the prospects for card counters.
However, it also lowers the house advantage for other players. The reasons involve the way probabilities of drawing various cards are affected by the size of the residual shoe. Suppose the dealer gives you a 10 on the first pass around the table. Ignoring other cards exposed on that pass or in previous rounds, what's the chance this'll happen? And, assuming it does, how apt are you to be blessed with an ace on the second pass?
The chance of an initial 10 is therefore 96 out of or The chance of an initial 10 is therefore out of , which is Having started with a 10, your chance of finishing with a blackjack is accordingly slightly better in a six- than an eight-deck game, 7.
Including the inverse ace first and 10 next and combining the chances associated with both cards, the probability of a blackjack works out to 4. More frequent blackjacks favor players. Dealers have the same chance of these hands as bettors. But dealers only take one unit when their blackjacks win, while bettors normally get 1. This 50 percent bonus trims what's otherwise the edge in the game. Accounting for the chance of a push simultaneous player and dealer blackjacks this factor alone cuts edge by 0.