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The dependence results from 1. Thus the mathematical truth of the independence of the spins is constantly in conflict with the statistic truth of the dependence of the spins.
If between two equivalent appearances none, or only a very small deviation exists, the independence of the two appearances remains retained in their fight against each other.
But if the statistic deviation reaches a certain size, the size of this deviation more or less limits the independece of these appearances and spins.
In this instant the dependence of the appearances on the laws of nature demands again its right, by limiting its freedom for deviation within the statistic average values, of which these never can free itself.
In our opinion neither a single spin nor an appearance can be independ in a roulette permanence of a certain length, for example within spins.
The dependence of the spins which are affected by chance due to exactly defined laws, is a fact, which the usual gambler does not understand without difficulty.
And because of this difficulty the gamblers and also the mathematicians believe in the independence of roulette spins.
In reality each spin and each appearance has its necessary and mandatory function in the whole of a roulette permanence. Chance does not exist there, because all effects have their visible or hidden causes.
The dependence of the spins on the laws of nature becomes obvious, if we analyze a roulette permanence and classify the developed appearances.
However we do not succeed in each case in determining this dependence, which must be present for all spins, if only small deviations occur, which do not exceed the average statistical Ecart of 1.
We only succeed then, if we determine the partial return to equilibrium after very strong deviations greater than a statistical Ecart of 3.
The roulette ball cannot extract itself from the laws of nature. These laws force it into the pocket, into which it must fall, so that it can perform the necessary function, which it has to, in the statistic harmony of the whole permanence — like a note in a score.
Chance can let many obvious, strange features develop before our eyes. But nevertheless, statistically seen, chance can not repeat these individual strange things too frequently, like for example a series of 25, which needs approximately 34 million spins to develop once.
This how you can measuring imbalance and witch I will write about. Singels contra larger series. Singels has the value of 1 Series of two has the value of 0 Series of three has the value of 1 Series of four has the value of 2 Series of five has the value of 3 Series of six has the value of 4 And so it continues ….
The Twist You can combine this with singels contra series. Singles has the value of 1 Series has the value of 1 no matter length.
This give us the opportunity to get both larger series and series to chop as a significant change due to a strong imbalance.
You calculate that the singels are overrepresented and that the series are underrepresented and they should reach a bench mark of 3.
Singels contra larger series is the values I mention above — the twist is that the underrepresented series are only allow to be present as singels events not two series that chop after each other and the singels contra series has also have to reach a bench mark of 3.
Now you have two states into one with the rule above with only singles present and series being underrepresented.
There exist variations of what kind of march to use — this one capture rapid draw-downs after indication towards present change.
If you revive a series of four you attack once it will become a series of five. If a loss you attack the first series of two that appears and that it will grow.
If you revive two series to chop after each other you attack once it will become three series in a row.
If a loss you attack after the next first series appears and that they will chop. If you get a mix of both you just bet accordingly towards has been mention above.
I will show and illustrate this with some visual samples. The Law. As every trail is independent with 37 degree of freedom — we can start measuring from any trail or position we like — that means that you can pick any window with a 3.
That is what we base our observations upon. The Probability. It dictates that the waves of the distribution after a 3.
Note, it can as anything also go back to back to certain degree — well nothing is due so sure it can hit a bench mark of 6. The Rules. The playing modell using strict rules as follows.
You have to find a window within the first or trails with a 3. The window of The Perfect State as the example above has with both singels and series be singels events and both has to be measuring to hit at least 3.
Team Play. Wish list. See System Requirements. Available on HoloLens. Description Grilleau Quick Play is designed for those who don't want to memorize rules, make complicated settings or want to play roulette for hours.
Show More. Features Scientifically sound method for roulette. Quick and easy play on the simple chances.
No subject-specific settings or complicated rules. Short sessions that can be paused and resumed later. Low table capital. Additional information Published by casinosoft.
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