You want me to prove it? - Here you have it!
When you say that over the long run everything converge to the mean and when you simulate the long run using computers you get that mean showing up at the end of 100 million rounds, I believe you! And, I also believe you that when we look back over a simulation we can assume that over the long run the cards distribution to the players was equal and random because of our RNG (random number generator) used in our software.
But in reality the cards that we get are not random and exactly this non randomness of cards distribution create the streaks that we all have witnessed over many times. When you don�t get the cards for long periods of time is when you get a non random distribution and when you get the cards more then normal that is also a non random distribution. And, exactly this creates ups and downs in your bankroll.
If the distribution would be random the way the PhDs wants you to believe according to their RNG, then here is the proof:
For a table with 4 players against the dealer over a span of 260 rounds of BJ, every player including the dealer should receive every card from the deck without repetition. Another words, the player from first base should have received only once all the cards from the deck. The same thing apply to the next player and the next � etc.
Well, we know that this is not happening at all and we also now that some players will get some cards more then once while others wouldn�t. This nonrandom effect determine if you win more hands or if you lose more hands over the short range. And, subsequently determine if you win or lose money regardless of you count.
Well, no PhD have told you this yet that if you are able to capitalize on the fact of �getting� or �not getting� the cards you can make a lot of money and play much more proficient vs. betting by the count regardless what cards you get.
Further more, according to CC logic it makes no difference if you get at the next hand a 16 or a BJ or a 16 vs. A or 15 vs. 6 while the dealer is pulling 5 cards 21 or your 56 vs. 4 and you draw a deuce four time in a row when you double down. Well, everything will converge to the mean in the long run and as long as you bet more money during positive counts you will be fine. No! No! Because, if you continue to bet your chips according to this logic you are not playing with a full deck. And, in reality is similar like playing with a deck from where the big card are missing. When you don�t get the cards for long periods of time is like you continue to accept the fact that the big cards were removed but you don�t care because eventually somebody will put them back over the long rum.
You see!, The more you play during those periods the more money you will lose. The less you play the more you will save. Now, when you get a above normal good cards and when the dealer gets busted more then the norm and the more you bet and play the more money you will make being able to offset the result in your favor by a greater percentage that any card counting system will ever be able to do for you.
So, you see why you got to be selective and not playing every hand that comes out from the shoe? Of course you do and understand, but what you do not know is how to do all this. This is the secret that no PhD have ever figure it out and told you how. When you will know how to win more hands then lose, ONLY then you will be a proficient and winning player. Else you will be a loser regardless if you count or not. Unless you become a computer with unlimited bank that gets happy with 1.2% edge at the end of your life, you are not playing with a full deck my friend!
BMW 850