# 6 patterns

Hello, how many combinations are possible as a whole at most three repeating patterns of each of the letters ABCDEF =
Example = AAAEED
Or DDDAAF ...... EXAMPLE = AAAAEE = CAN NOT WHY HAS 4 Repeating a LETTER, NOA CAN YOU DELETE FOR THE THREE LETTERS MAXIMO is,
ASK = no discretion to a maximum of 3 letters how many combinations are possible?

How to create an algorithm that discovers patterns of 75% to 80% of the draws of a lottery?
This algorithm will discover hidden patterns that looking superficially found not only through coordinated leaving traces in each statistic in the central strip

I do not think computers can "discover" any pattern.  What you the programmer must do is ask the computer to search for a specific pattern and "report" how many such patterns were found.  Computer can not think; they can not put 2 and 2 together.  They must be told what to look for.

Numbers do behave in a pattern thatis not quite random, but not orderly either. And the best example
is a pattern I have neverseen inmy years ofresearch.
I call itthe 1-2-3-4-5-6 bad-boy pattern.
It can also be 2-4-6-8-10-12.
Or 42-41-40-39-38-37.
You are unlikely to getthose numbers allmeeting together at one time in one game. The chances are
very remote indeed. Andmost players know it. That's why you neversee this kind of pattern picked on a
board or coupon... or even as a drawing fromthe computer pick.
Because everyone knowsthey are hugely unlikely to occur.
Butluckily there aremany patternsthat aremore easily identified. There aremillions of other patterns
arranged in different ways. Remove those bad patterns, and you have left a small percentage ofrandom
numbersthat have amuch greater chance of winning

Here'sthe steps:
1. Check outthe results ofthe last game in your area. You can find the results by entering "YourGame
winning numbers" or "YourGame results" in any large search engine.Go back to the winning numbers
on the last day of play, whether amid-week game or a Saturday one.
Make sure you view the LAST set of winning numbers available.
2. See if your game shows unusual number combinations, asin these examples:
- Three consecutive numberstogetherlike 3, 4, 5, or 25, 26, 27, or even 41, 42, 43.
- Numbers concentrated together at one end ofthe play range, like 33, 35, 36, 38 or 2, 4, 5, 7, 8 (not
those numbers you understand - just a pattern like that).
- Unusual patterns of close numbers of 3 ormore thatmay be in or out ofsequence. A pattern like 2, 4,
6, 8 in two areas ofthe winning numbersis another example.

Straight from the horses mouth of Ken Silver.

10 secrets to winning the lottery

Hello, gasmu and winsum, you could create a filter to reduce bet calculator
Example after seeing each statistical view by the central band of higher frequency of each statistics, Winsun already have several ready statistical would be easy to mount the calculator
Magical touches ie could choose up to two options for statistics, and post processing calculator, but first you must make the database of each statistic, to give the touch (or choice) of each statistic or industry, hitting the choice settles the bet

GROUP aaa

Sorrry, I mean

 abcdef aabcde aabcdf aaabcd aabcef aaabce aaabcf aabdef aaabde aaabdf aaabef aacdef aaacde aaacdf aaacef aaadef abcdef aabcde aabcdf aabcef aabdef aacdef

exe= 49/6

02,06,09 15,16, 46=   AAABBE PATTERN

` Sub jorel()  Dim i1            As Long  Dim i2            As Long  Dim i3            As Long  Dim i4            As Long  Dim i5            As Long  Dim n             As Long  Dim iRow          As Long  For i1 = 3 To 0 Step -1    For i2 = 3 To 0 Step -1      For i3 = 3 To 0 Step -1        For i4 = 3 To 0 Step -1          For i5 = 3 To 0 Step -1            n = 6 - (i1 + i2 + i3 + i4 + i5)            If n >= 0 And n <= 3 Then              iRow = iRow + 1              Cells(iRow, "A").Value = String(i1, "a") & String(i2, "b") & String(i3, "c") & String(i4, "d") & String(i5, "e") & String(n, "f")            End If          Next i5        Next i4      Next i3    Next i2  Next i1End Sub`

there. I need all the combinations of the six conditions
* Example up to three letters
aabbcc aaabcd and abbccd .......
each of the six letters have to be up to three letters
aaaxxx aaxxxx and axxxxx
* The list below
Lack of two or
aabbcd example, abbccd. ......
this list below is an example, but failed to do all 3.2.1 of each letter of conditions
will be used in the lottery
01-09 = a
* B = 10-19
C = 20-29
30 -39 = d
= 40 to 49 and
F = 50 to 60
Example = = = aaabcf draw 02,06,09 15,26,59 or
02,15,26,51,53,56 =
in total are 336 formations ok
hit condition no later than 3 number of lines each, and then see what is formçoes more out confronting the registration of sweepstakes
because you can get to a 140-160 these 336
eeefff this formation, it is very difficult to do, so first it hits the standard
(One of 336 formations) then comes the line of filters

Hello, I was with a friend in LONDON, making the 336 formations excel in the possívies in total, in conditions
Of up to number of rows, but now you have to confront statistics as registration of sweepstakes, to see which formations come out more often and put on a list next to the planilia, this can be used in powerball U.S.A too.

HELLO, mr programmer thanks for answering my request,
= Goal is to see which formations of 336 possible that more leave Example aaabbb, eeefff ..... etc are difficult formations to leave then filtering out 336 you can get to a 140-160 good training to play and set
Example A it is abbcef = a bet would be = 05,12,15,27,45,56, or other variations researched by statistics and delays by line.
Could access the planilia? There has Sweepstakes 60/6 to confront the 336 To see the statistics so the 50 million odds of 60/6 was reduced to 336 training standards (provided that give up to three numbers per line) this pattern comes out in 95 % of the draw,

hello, I tried to send a spreadsheet link the sample sweepstakes for you to see !!, the forum blocked, claiming new member !! what I do? Question, the forum members can send an example of mediafire link in this post? thank you

Try this

It show 43470 back digit combinations for any 6 digits in any order.

G

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