Differently to 'simple' B/P or b/r results, numbers will be more equally distributed (lower sd values) along the shoes dealt as card distributions will make less volatile outcomes when taken as 'groups'.
Naturally each card distribution will make some numbers slight more likely to happen and it's quite easy to see what those numbers are.
Hence to exploit this property we should split the entire picture into smaller pieces getting each a probability different than the general probability values as card distributions provide more whimsical results if singularly taken (single hands) than 'clustered' considered (groups of hands).
So, for example, after a 0 there are numbers more likely to happen as the average card distribution will make those numbers (situations) more probable to show up.
In simple words, some back-to-back situations belonging to some numbers category will come out by longer clusters than at the opposite counterparts.
General probability dictates A=B but actually A>B and so on (i.e., A+B>C instead of A+B=C).
This is a complete different approach than the one based upon a 'general' Banker math advantage as now we're considering an average card distribution and not a side being favorite over the other one by a 0.18% better ROI (not applicable at no commission Tiger tables where, of course, the best bet is Player).
We've made exhaustive long tests about those baccarat 'codes', either by adopting the common 'horizontal' succession registration (single shoes) and 'vertically' successions (comparing which numbers are more likely to come out in the same position after many shoes are dealt).
So single hands are not important unless they are belonging to a more or less clustered event displayed by a precise number. And we ought to be interested just in what happens after a given number appeared.
The horizontal and vertical registration not only increases the betting opportunities but will amplify the actual probability that given numbers are more likely to be followed by some numbers categories.
In some way we're challenging the 'random production' to fall sooner or later into the more expected 'average' card distribution.
The more we're challenging this world by: 1- waiting for some 'negative' deviations before betting (the distributions are unlikely following deviated lines), 2- adopting a multilayered betting scheme and higher will be our edge.
Notice that in any instance we're not betting 'in the dark' as the average card distribution (making some numbers more likely than others) must prevail itlr, otherwise most part of trend following players would be rich by spotting profitable spots shoe per shoe and, frankly, that's not the case to look for (at least in our opinion).
To provide the simplest way to set up a possible strategy consider this plan:
after any 3 sequence (see again my above example) happening at singles and/or streaks, we'll wager that after the break of such 3 situation, any consecutive single succession and/or any consecutive streak will not surpass the 0 or 1 value.
If any 3-3 or 3-2 spot happens, we'll wait until another new 3 shows up.
Since the general '3' probability to show up is 12.5%, you can serenely wait all other outcomes so just focusing about what happens after a 3.
We've sayed to bet toward 0 and 1 (it's a win, if played by a 2-step progression) and stopping after any 2 or 3 (this last outcome won't interest us as we've stopped the wagering after the 2 losing appearance).
This is a specific random walk to follow that math considers the same way as any other 'random' betting, that is a EV- proposition getting the same sd values.
Bighornsh.it.
If you have the patience to wait for those '3's, maybe waiting to cross through some unfavourable 2 or 3 consecutive negative steps (3-2 and/or 3/3 spots), you'll get a sure fkng indeniable statistical edge over the house and reaching astounding profitable values.
For that matter there's no need to wait for consecutive negative spots whether a proper multilayered betting scheme is adopted.
Instead of trying to guess the 'unguessable' or hoping that things will go by general math propensities (betting B), consider to play an 'average card distribution' plan.
You'll bet very few hands (on average one or two hands per 8 resolved hands dealt) knowing that itlr you'll play an EV+ game by waiting a small negative deviation and/or by utilizing a multilayered progressive plan.
At the same token we can make a plan about more likely 2s, even though some differences must be considered here.
We'll see this topic next week.
as.
Naturally each card distribution will make some numbers slight more likely to happen and it's quite easy to see what those numbers are.
Hence to exploit this property we should split the entire picture into smaller pieces getting each a probability different than the general probability values as card distributions provide more whimsical results if singularly taken (single hands) than 'clustered' considered (groups of hands).
So, for example, after a 0 there are numbers more likely to happen as the average card distribution will make those numbers (situations) more probable to show up.
In simple words, some back-to-back situations belonging to some numbers category will come out by longer clusters than at the opposite counterparts.
General probability dictates A=B but actually A>B and so on (i.e., A+B>C instead of A+B=C).
This is a complete different approach than the one based upon a 'general' Banker math advantage as now we're considering an average card distribution and not a side being favorite over the other one by a 0.18% better ROI (not applicable at no commission Tiger tables where, of course, the best bet is Player).
We've made exhaustive long tests about those baccarat 'codes', either by adopting the common 'horizontal' succession registration (single shoes) and 'vertically' successions (comparing which numbers are more likely to come out in the same position after many shoes are dealt).
So single hands are not important unless they are belonging to a more or less clustered event displayed by a precise number. And we ought to be interested just in what happens after a given number appeared.
The horizontal and vertical registration not only increases the betting opportunities but will amplify the actual probability that given numbers are more likely to be followed by some numbers categories.
In some way we're challenging the 'random production' to fall sooner or later into the more expected 'average' card distribution.
The more we're challenging this world by: 1- waiting for some 'negative' deviations before betting (the distributions are unlikely following deviated lines), 2- adopting a multilayered betting scheme and higher will be our edge.
Notice that in any instance we're not betting 'in the dark' as the average card distribution (making some numbers more likely than others) must prevail itlr, otherwise most part of trend following players would be rich by spotting profitable spots shoe per shoe and, frankly, that's not the case to look for (at least in our opinion).
To provide the simplest way to set up a possible strategy consider this plan:
after any 3 sequence (see again my above example) happening at singles and/or streaks, we'll wager that after the break of such 3 situation, any consecutive single succession and/or any consecutive streak will not surpass the 0 or 1 value.
If any 3-3 or 3-2 spot happens, we'll wait until another new 3 shows up.
Since the general '3' probability to show up is 12.5%, you can serenely wait all other outcomes so just focusing about what happens after a 3.
We've sayed to bet toward 0 and 1 (it's a win, if played by a 2-step progression) and stopping after any 2 or 3 (this last outcome won't interest us as we've stopped the wagering after the 2 losing appearance).
This is a specific random walk to follow that math considers the same way as any other 'random' betting, that is a EV- proposition getting the same sd values.
Bighornsh.it.
If you have the patience to wait for those '3's, maybe waiting to cross through some unfavourable 2 or 3 consecutive negative steps (3-2 and/or 3/3 spots), you'll get a sure fkng indeniable statistical edge over the house and reaching astounding profitable values.
For that matter there's no need to wait for consecutive negative spots whether a proper multilayered betting scheme is adopted.
Instead of trying to guess the 'unguessable' or hoping that things will go by general math propensities (betting B), consider to play an 'average card distribution' plan.
You'll bet very few hands (on average one or two hands per 8 resolved hands dealt) knowing that itlr you'll play an EV+ game by waiting a small negative deviation and/or by utilizing a multilayered progressive plan.
At the same token we can make a plan about more likely 2s, even though some differences must be considered here.
We'll see this topic next week.
as.