for an excel macro/program that produces the an optimized set of numbers whose combinations have not

Reply #4

dr san — Fri, 20 Jul 2018 12:04:38 GMT

hello=WINSUM Last digit repeat and absent always from last to next draw.

this criterion of being drawn only one of the digits of the double of the endings or last, in the generation of games sometimes appears one of the 5 doubles, no problem

Reply #3

dr san — Fri, 20 Jul 2018 12:00:14 GMT

Hello, winsun, ok, thanks for replying the post, until this week we have 26 draws

The basis, the criteria, would be repeating last and missing digits, even and odd,

Winsum this precise criterion of your help = are the 5 doubles of the endings or last digit

1,6 5,0 2,7 3,8 4,9

The macro when generating formations, can not have the endings of the pair together

Example = on the double 2.7, or digit 2 or 7 num 2,7 together

Ex = 12,22,07,27, this can not be because it has the double... [ More ]

Reply #2

winsumloosesum — Fri, 20 Jul 2018 11:33:34 GMT

It would be easy to create a list for a 7/31 game.

Optimized:

What factors will you use? Sums, Odd/Even, etc.

How many previous drawings do you have?

A 7/31 game has 2,629,575 sets????

A possible suggestion may be to take all the previous winning draws and calculate the Lexi's

Take the Lexi's and see where most of the sets fall.

Reply #1

dr san — Fri, 20 Jul 2018 11:11:49 GMT

note = every week will be placed

new raffles, and the macro has to include

in the new calculation

for an excel macro/program that produces the an optimized set of numbers whose combinations have not

dr san — Fri, 20 Jul 2018 11:09:06 GMT

for an excel macro/program that produces the an optimized set of numbers whose combinations have not been or less repeated by previous combinations.

Lottery Basics:

7 numbers from 31. Order does not matter.

03 05 08 09 19 21 30

08 11 12 14 20 21 28

11 12 21 24 25 28 29

06 07 13 15 18 19 29

02 08 09 17 19 24 28

01 11 18 19 26 30 31

02 05 06 14 20 24 25

01 04 13 21 22 24 27

03 10 13 18 19 23 24

06 10 13 18 19 20 30

07 13 16 19 20 27 31

02 03 07 12 17 21 22... [ More ]