Dyepaintball12
Well-Known Member
Right now I am reading "Blackbelt in Blackjack" by Arnold Snyder, and I have a question about Situational Betting.
It lists alot of situations and when the players expectation goes up and down, such as:
1) When the player wins a hand, he is more likely to lose the next hand.
2) When a player loses a hand, he is more likely to win the next hand.
Then there are more detailed ones such as:
3) When a player splits Aces, he is more likely to lose the next hand.
4) When the player makes a 4 card hand, he is more likely to win the next hand.
5) When the player gets a 4 card hand and so does the dealer, the players expectation rises more drastically.
All these make sense to me, but my real question is, since all of these theories (except maybe 1 and 2) are just based on basic counting theory, Do any of these apply to playing against a CSM?
It lists alot of situations and when the players expectation goes up and down, such as:
1) When the player wins a hand, he is more likely to lose the next hand.
2) When a player loses a hand, he is more likely to win the next hand.
Then there are more detailed ones such as:
3) When a player splits Aces, he is more likely to lose the next hand.
4) When the player makes a 4 card hand, he is more likely to win the next hand.
5) When the player gets a 4 card hand and so does the dealer, the players expectation rises more drastically.
All these make sense to me, but my real question is, since all of these theories (except maybe 1 and 2) are just based on basic counting theory, Do any of these apply to playing against a CSM?