﻿ Similar Numbers Distribution
 Similar Numbers Distribution

This analysis method is for standard and keno games only. For Pick games this will be an equivalent for vertical lines.

In every game there are always 10 groups of numbers that have the same pattern - similar numbers

We will examine this analysis using classic lottery game 6 numbers from 49, but the idea applies to all games of course.

For example in classic lottery game where are 49 numbers we may create such groups of numbers like that:

Group 0 = ( 10 20 30 40 ) All numbers with 0 on end

Group 1 = ( 1 11 21 31 41 ) All numbers with 1 on end

Group 2 = ( 2 12 22 32 42 ) All numbers with 2 on end

Group 3 = ( 3 13 23 33 43 ) All numbers with 3 on end

Group 4 = ( 4 14 24 34 44 ) All numbers with 4 on end

Group 5 = ( 5 15 25 35 45 ) All numbers with 5 on end

Group 6 = ( 6 16 26 36 46 ) All numbers with 6 on end

Group 7 = ( 7 17 27 37 47 ) All numbers with 7 on end

Group 8 = ( 8 18 28 38 48 ) All numbers with 8 on end

Group 9 = ( 9 19 29 39 49 ) All numbers with 9 on end

In picture you can see circled in green color example of numbers from group 1.

The lottery numbers that are drawn they can be drawn only from a certain groups.
If in a game are 6 numbers drawn then those number can be draw only from 6 or less different groups of numbers.

Lets pay attention to some of example drawing numbers:

10 13 22 26 35 47
In this sample drawing we have numbers that were drawn from 6 different groups;

Number 10 was drawn from Group 0 = ( 10 20 30 40 )

Number 13 was drawn from Group 3 = ( 3 13 23 33 43 )

Number 22 was drawn from Group 2 = ( 2 12 22 32 42 )

Number 26 was drawn from Group 6 = ( 6 16 26 36 46 )

Number 35 was drawn from Group 5 = ( 5 15 25 35 45 )

Number 47 was drawn from Group 7 = ( 7 17 27 37 47 )

It would be very ideal to know from which groups the future numbers would be picked, in that way we will not have to pick 6 numbers from 49 but only pick 6 from 30.

Why 6 from 30, because 6 numbers * count of numbers in every group involved = maximum 30 numbers to pick from.

Of course the numbers not always are drawn from 6 groups, it happen often that numbers are drawn from less then 6 groups like here in this sample drawing

numbers were drawn form 5 groups only.
10 13 23 26 35 47
In this sample drawing we have numbers that were drawn from 5 different groups;

Number 10 was drawn from Group 0 = ( 10 20 30 40 )

Number 13 and number 23 was drawn from Group 3 = ( 3 13 23 33 43 )

Number 26 was drawn from Group 6 = ( 6 16 26 36 46 )

Number 35 was drawn from Group 5 = ( 5 15 25 35 45 )

Number 47 was drawn from Group 7 = ( 7 17 27 37 47 )

Why this analysis method is significant when comes to pick up the number to play with?

You can trace in a game from how many groups numbers are drawn and try to avoid mistakes.

To see the analysis from how many groups lottery numbers are drawn then select from menu Groups / Similar Numbers Distribution

The diagram will show you how many groups are drawn in analyzed drawings

As you can see the most common count of groups is from 4 to 6 groups.

It is really not worth to pick up numbers that are combined from 3 groups only because such event is occurring very rarely.

For example if you pick numbers like that:

10 12 30 22 35 45

then you have picked numbers form 3 groups only:

Numbers 10 and 30 were picked from Group 0 = ( 10 20 30 40 )

Numbers 12 and 22 were picked from Group 2 = ( 2 12 22 32 42 )

Numbers 35 and 35 were picked from Group 5 = ( 5 15 25 35 45 )

Since in real life the drawings from 3 groups only, happen rarely then you are limiting your chances further if you choose to pick such numbers on daily basis.
In conclusion, trace from how many groups numbers are drawn. Try to pick up numbers from 4, 5 or 6 groups.
Do not go for numbers from 2 groups only like 10 12 20 22 40 42 or 1 7 31 27 41 47 because it seems like they are not drawn at all.

Also all winning numbers being drawn from one number group is highly unlikely.

In addition to this diagram, Visual Lottery Analyser will display two additional diagrams, they will show how many groups contains numbers that were drawn as Contact and Even numbers.