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Central Limit Theorem

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How do you calculate your central limits according to the type of game? 

Do you think that can be applied for example to play the Euromillions?

1  / 50 = 0,02

1 / (50 - 5) = 0,022222

Do you consider the order of removal of the ball?
SergeM's avatar - slow icon.png

Try wikipedia.

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Hello, central trio example = 01 x 50 Where the number 01 can not get to 50 can not finish
Then in 100% have 17,296 trios.claro you can filter Then it put the numbers you lack the extreme to close bet

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hello, 01xxx50

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Hello
, x15,26,35x youcan do the reverse,createpairsofextremes,

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In response to anubinareloaded

What do you mean by "Central Limit" ???

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Using this theoretical limit by reference to certain statistical probability calculations.

The central limit theory indicates how often on average have each ball; is a theoretical reference ...

Someone else is using it? o someone is using another system?

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The central theoretical limit is calculated based on the collective of which are available , and paying special attention to the exclusionary parameters (eg the starting positions of a draw ) .

For example, to Euromillones ( main numbers ) , the group is determined by :

* Numbers to consider :
- Minimum: 1 number
- Maximum: 50 numbers
* History sweepstakes :
It is desirable to have all draws ; although it is advisable to discard the previous historical changes in the game.
* Starting positions :
- Parameter exclusive .
- Minimum: 1 position
- Maximum: 5 position

IF we calculate the central limit having all the numbers ( 50 numbers) and in all positions ( 5 positions) , then we have :

cl = 1 / ( 50-5 ) = 0.02222

For only 17 numbers and 3 positions:

cl = 1 / ( 17-3 ) = 0.07142

Right?

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In response to anubinareloaded

This is not a theorem that we use in playing the lottery in the US.  What do you do with this information, when you figure out what the CentralLimit is, for a lottery game ???  How does the Central Limit strategy actually work, in choosing which numbers to play ???

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In response to destinycreation
The central limit is a theoretical reference point and then make certain types of filtering on the numbers. 

If the Relative Frequency of a number is well above the Central Limit Theory , then we say that number has a frequency higher output than normal (though does not mean you can filter) .

If the Relative Frequency of a number, is below the Central Limit Theory , then we say that nuemro has a frequency lower output than normal (though does not mean you can filter) .

The Central Limit Theory , calculate correctly is very important because many subsequent filters are referenced to this limit.

I miscalculated all previous Central Theoretical Limits ( missing one small detail ) ...
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The correct formula in Euromillions 5/50 main numbers is:

50 main numbers

5 positions

1 / ( ( 50 - 5 ) + 1 ) = 0,02173... If you use the entire colective (Kolmogorov) of a draw (50 numbers and 5 positions).

But if you need use the colective of a draw in the position 1 (special position no dependent historical draws), then:

1 / ( ( 50 - 1 ) + 1 ) = 0,02

50 numbers and 2 positions:

1 / ( ( 50 - 2 ) + 1 ) = 0,02040

10 numbers, 3 positions:

1 / ( ( 10 - 3 ) + 1 ) = 0,125

For Star Numbers:

1 / ( ( 11 - 2 ) + 1 ) = 0,1

 

Then, the formula show:

1CtDraw / ( ( #ColectiveNumbers - #ColectivePositions ) + 1CtNumber )

The 1Ct... is Constant and not be modified, you can only modified hashtag variables (#ColectiveNumbers and #ColectivePositions).

 

 

In generic 6/49 game:

1 / ( ( 49 - 6 ) + 1 ) = 0,0232558...

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Making insulation F:

 

F = (A - B + F) / 3

 

F / 3 = A - B + F

 

B - C A = - (F / 3)

 

B - A = 2F / 3

 

F = (3 * (B - A)) / 2

 

 

Here is how to get the value of F

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In response to dr san

What is this formula supposed to be about ??? What are you trying to figure out here ??

What does A, B, C, and F stand for ???

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In response to dr san

I don't understand anything, can you explain the variables and the constant 3?

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In response to anubinareloaded

LEGEND:
01 => Tens Number
02 => Last contest
03 => Number of outputs / Media R / D
04 => (A) > space between contests
05 => (B) <space between contests
06=> (F) Supplement (A- (B + C)) / 3
07 => Repetitions of frequencies
08 => Greater space between contests
09 => Final (A-F)
10 => repeated Frequencies
11 => (C) Sum of frequencies
12 => (D) Qty frequencies
13 => average frequency. (C / D)

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