Quoting Ben Mezrich on his "Busting Vega$" book: "Sometimes you had to close your eyes, forget the appearances, and just trust the numbers".
I'd meekly suggest to change the word "sometimes" with an "always" word.
Even though at baccarat numbers are not so precisely depicted than at bj, we know that after a given number appeared within certain terms, the future probability will be affected in some way.
As the probability to get the "more expected" calculated by our tools will be proportionally lowered or raised.
Say that while playing bj the low/high cards ratio will be negative or neutral for the player after half of the deck was dealt, what's the probability to get a profitable positive count on the remaining portion of the shoe?
At baccarat we have some choices to know that per every shoe dealt, negative cannot be always followed by a proportional amount of positive, but that in some situations positive can last for the entire shoe.
Thus positive at the start could build a whole positive situation and negative can only hope to recoup some losses along the way but at a proportional lower degree then what the former event had done in the past. And vice versa but we shouldn't forget that every bet we'll place will be math unfavorite.
Casinos make their huge profits hoping that either players won't properly exploit all winning shoes and at the same time knowing that players experiencing harsh losing situations won't get immediate positive situations at the same shoe played.
The math advantage doens't hurt casinos for sure, but at HS rooms whenever a shoe is dealt casinos like to front players that want to guess hands no matter what.
as.
I'd meekly suggest to change the word "sometimes" with an "always" word.
Even though at baccarat numbers are not so precisely depicted than at bj, we know that after a given number appeared within certain terms, the future probability will be affected in some way.
As the probability to get the "more expected" calculated by our tools will be proportionally lowered or raised.
Say that while playing bj the low/high cards ratio will be negative or neutral for the player after half of the deck was dealt, what's the probability to get a profitable positive count on the remaining portion of the shoe?
At baccarat we have some choices to know that per every shoe dealt, negative cannot be always followed by a proportional amount of positive, but that in some situations positive can last for the entire shoe.
Thus positive at the start could build a whole positive situation and negative can only hope to recoup some losses along the way but at a proportional lower degree then what the former event had done in the past. And vice versa but we shouldn't forget that every bet we'll place will be math unfavorite.
Casinos make their huge profits hoping that either players won't properly exploit all winning shoes and at the same time knowing that players experiencing harsh losing situations won't get immediate positive situations at the same shoe played.
The math advantage doens't hurt casinos for sure, but at HS rooms whenever a shoe is dealt casinos like to front players that want to guess hands no matter what.
as.