Is there any statistical evidence playing heads up against a dealer or with a certain number of players at the table - such as you and one / two/ three/ or full table in a 8 deck shoe , Peek,NS, dss17? Just curious - ty in advance as always .![]()
A bs player will have more of an advantage with a full table especially in single in double deck games when he doubles because he'll be drawing a card out of deeper dealt deck.
Plus the dealer will be stiffed more the further in the deck he goes.
For a BS player the depth of the deal will not matter. The average disadvantage will be the same at any point in the deck/shoe. There is no reason for a BS player to think that the big cards are more likely to come out at the end of the deck/shoe.
Why would you think that?
-Sonny-
It is not true, a randomly shuffled shoe is just that, randomly shuffled. If the high cards were more frequent at the middle and bottom of each shuffle, then I would be getting a positive count more often, and not play so many negative counts. Therefore I would be making more money if that was true.Actually, i think i remember reading this in playing BJAB by L.R about ten years ago. Maybe somebody can verify this qoute.
Also when i play 2d and theres about 1/2 deck left it seems like the dealer gets stiffed more often. Ever since i read that in his book ive been watching for it ever since. Just like i notice the dealer gets more twentys early in a shoe.
About the number of players.
Let me use a extreme example to illustrate my reasoning.
Lets say your standing in the middle of two tables. The one on your right has one player. The one on your left has twenty-five players at it.
Lets also say its the beginning of a 2 deck game and you count the cards and both tables. Now, on the first round to the table to your right the single player gets an 11vsT and the count is 0.
Now, on the table to your left the dealer deals to all 25 players, only to be left with 1 deck when finishing. Coincidentaly the first player also gets an 11vsT and the count also happens to be 0.
Q: Is it not true that the player to the left has a better chance of catching
a ten than the player to the right?
Q: Is it not true that the player to the left has a better chance of catching
a ten than the player to the right?
Also when i play 2d and theres about 1/2 deck left it seems like the dealer gets stiffed more often…Just like i notice the dealer gets more twentys early in a shoe.
Q: Is it not true that the player to the left has a better chance of catching a ten than the player to the right?
For a BS player the depth of the deal will not matter. The average disadvantage will be the same at any point in the deck/shoe. There is no reason for a BS player to think that the big cards are more likely to come out at the end of the deck/shoe.-Sonny-
Is there any statistical evidence playing heads up against a dealer or with a certain number of players at the table - such as you and one / two/ three/ or full table in a 8 deck shoe , Peek,NS, dss17? Just curious - ty in advance as always .![]()
But those are just observations, not facts. That math will show otherwise.
It is not true because both tables have an equal number of tens per deck. Let’s look some examples to analyze this:
1) What is the probability of getting a ten off the top of a single-deck?
2) What is the probability of getting a ten off the top of a six-deck shoe?
3) What is the probability of getting a ten off the top of a 1,000-deck shoe?
The probabilities are the same since the ten densities are the same. That is why the advantage at any TC is pretty much the same anywhere in the shoe.
Now let’s think about the overall probabilities that happen deeper in the decks:
Start with two decks of shuffled cards.
1) What is the probability of the top card being a ten?
2) Deal out 52 cards face down without looking at them. Now what is the probability that the top card will be a ten?
3) Deal out the rest of the cards face down until you get to the last card. What is the probability of the last card being a ten?
It doesn’t matter how deep you are, the overall probabilities are the same. That is why you should not expect to get more twenties early in the game or to get stiffed more often deeper in the game.
-Sonny-