Number group Stats

Number group Stats

Postby niceguy » Tue Apr 05, 2011 1:44 am

Hi Stan
With regards to my request " Number Group Stats" (request no 02), for a table where we could see on a weekly basis how many numbers from a group have repeated from the previous week. It's similar to the way in which the weekly drawn numbers are shown (i.e. repeated 1, repeated 2 etc) This would be a big advantage when playing number groups, in deciding how many numbers from individual groups to leave in the next draw, from number groups that came up in the previous draw. e.g.if you had say 4 groups, numbered 1 to 4, then in a seperate column next to it, I would like to be able to see how many numbers from each individual group were repeated. e.g. group one might have 2 numbers repeated from the previous draw, group two might have 0 numbers repeated from the last draw, group 3 might have 3 numbers repeated from the previous draw etc. I have noticed in our lotto that if a group has no numbers repeated in the following draw, you can bet it will contain some numbers in the next draw. Also if a particular group has say 4 numbers in it, you can bet that next week it will only have one or two numbers etc. Hope this helps. Thanks Stan
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Re: Number group Stats

Postby stan » Tue Apr 05, 2011 10:32 am

sorry, still not very clear to me. let's i have the following number groups in a 6/49 lottery: 1-9, 10-19, 20-29, 30-39, 40-49
the winning numbers in draw number N are: 1,2,12,20,33,41
the winning numbers in draw number N+1 are: 2,4,15,33,42,44

how would the new stats look like for draw number N+1 then?
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Re: Number group Stats

Postby Gatsby » Wed Apr 06, 2011 12:00 am

Hi Stan

Please reconsider again my request for stats for number groups to use in statistical filter. I think this would solve this question. Filter should work also on basis of how much numbers belong to each group and not only if it follow in that group.

as i said before in a 5 pick lotterie a 5 number group can have a distribution like

0-2-3-0-0 wich correspondes to 0-1-1-0-0-0
0-3-2-0-0- wich corresponds also to 0-1-1-0-0-0

We can use both patterns to filter, but i suppose you could create stats for the first type of distribution and putt them on a statistical filter. And unless group filter (distribution) is changed it induces in error because though distribution (in a 5 group filter) says 1-1-2-1-1, it does not filter by this pattern but by the group count 1-1-1-1-1, wich means that at least one number come in each group...IMHO, stats filter number distribution should aim at the true distribution of numbers between groups, something that effectively changes more often from draw to draw, unless something like 1-1-1-0-1 (that might correspondes to a lot of patterns, like 2-1-1-0-1, 1-1-1-0-2, 1-2-1-0-1, and can change from the last to the next draw...so it´s not advised to filter by the 1-1-1-0-1 pattern....). Even more so if you have 3 groups, wich in almost all cases will have at least one number drawn from one of the the groups and you will allways have a pattern like 1-1-1, when in fact the real distribution will be much more rich, like, 3-1-1, 1-1-3, 1-3-1, 2-1-2, 1-2-2, 2-2-1, 1-2-1, etc. I think you got the ideia.

Regards, filipe.
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Re: Number group Stats

Postby niceguy » Wed Apr 06, 2011 2:10 am

stan wrote:sorry, still not very clear to me. let's i have the following number groups in a 6/49 lottery: 1-9, 10-19, 20-29, 30-39, 40-49
the winning numbers in draw number N are: 1,2,12,20,33,41
the winning numbers in draw number N+1 are: 2,4,15,33,42,44

how would the new stats look like for draw number N+1 then?


In this case lets say 1-9 is group 1, 10-19 is group 2, 20-29 is group 3, 30-39 is group 4, 40-49 is group 5.

In draw N, in group 1 we have 2 numbers (1 & 2), in group 2 we have 1 number (12), in group 3 we have 1 number (20) , in group 4 we have one number (33), in group 5 we have 1 number (41) so to look at the amount of numbers in each group it would be 2-1-1-1-1
If we now look at draw N+1, in group 1 we have 2 numbers (2,4), in group 2 we have 1 number (15) , in group 3 we have 0 numbers (0), in group 4 we have 1 number (33) , in group 5 we have 2 numbers (42,44). So if we look for repeated numbers only, in group N+1 we have the numbers 2 & 33 having been repeated. the number 2 is in group 1 & number 33 is in group 4. So we can say in this case that only two groups had repeat numbers in them. (1 & 4)
So to show the repeats from each group statisticaly we would go 1-0-0-1-0 Thus you can see at a glance that only groups 1 & 4 had repeat numbers in them. Now say draw N+2 had the numbers 6,12,15,20,33,44 this would be statisically shown as 0-1-0-1-1 because group 2 had 1 repeat number (15), group 4 had 1 repeat number (33), group 5 had 1 repeat number (44) So Statistically it would be shown as :-

Group N (N/A)
group N+1 would be 1-0-0-1-0
group N+2 would be 0-1-0-1-1
etc

My request (if possible) was to have a column in stats that would show how many numbers were repeated from each group, (as above), to help make it easier to decide which numbers to leave in or out for the next draw. Hope this helps, many thanks Stan
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Re: Number group Stats

Postby stan » Mon Apr 11, 2011 4:10 pm

niceguy wrote: Hope this helps, many thanks Stan

all clear now, thanks
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Re: Number group Stats

Postby niceguy » Mon Apr 11, 2011 11:57 pm

Hi Stan Thanks very much for that. I really look forward to the new stats! :D
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