Recently I saw someone use vertical sums to analyse Powerall/Mega Million, however, the analysis use 3 draws only (since the method was evolve from pick 3). I am curious why not use 3,4... even 49 draws to perform this analysis. Also, stimulate from this, I am considering the following strategy:
(strip from my local 649 results, 1 represent odd and 2 represent even)
2,5,13,37,42,44
7,26,30,33,34,38
12,15,17,30,31,43
1,5,11,23,34,47
4,21,25,29,32,37
14,17,23,24,25,37
1,18,22,27,45,48
6,8,12,16,32,49
2,6,10,20,38,40
when converted to odd/even, it become
2,1,1,1,2,2
1,2,2,1,2,2
2,1,1,2,1,1
1,1,1,1,2,1
2,1,1,1,2,1
2,1,1,2,1,1
1,2,2,1,1,2
2,2,2,2,2,1
2,2,2,2,2,2
if we sum odd/even code for each number vertically, we got:
15,13,13,13,15,13
and the average is
1.67,1.44,1.44,1.44,1.67,1.44
if odd/even is 50/50 (percent), then the expected value for odd/even value for each number shoule be 1.5
and the sum for 9 draws should be 9x1.5=13.5.
Can we find the right number of draws for this analysis ? e.g. if we use 49 draws to perform
this analysis, the total sum is 70 and if the "moving sum" of 49 draws become stable i.e. always 70
we can make use this information to filter/generate number to play.
My analysis is up to this part now and I have the following questions:
1) how many draw(s) to use to perform this analysis? 2? 3 or even up to 98?
2) Apart from the above "stable moving sum" strategy, anyone can give more insight ?
3) This analysis can apply to low/high, skip value, deltas, decades, last digit, total sum etc anyone give a try on these (or others) aspects of 649?
CFLam
(strip from my local 649 results, 1 represent odd and 2 represent even)
2,5,13,37,42,44
7,26,30,33,34,38
12,15,17,30,31,43
1,5,11,23,34,47
4,21,25,29,32,37
14,17,23,24,25,37
1,18,22,27,45,48
6,8,12,16,32,49
2,6,10,20,38,40
when converted to odd/even, it become
2,1,1,1,2,2
1,2,2,1,2,2
2,1,1,2,1,1
1,1,1,1,2,1
2,1,1,1,2,1
2,1,1,2,1,1
1,2,2,1,1,2
2,2,2,2,2,1
2,2,2,2,2,2
if we sum odd/even code for each number vertically, we got:
15,13,13,13,15,13
and the average is
1.67,1.44,1.44,1.44,1.67,1.44
if odd/even is 50/50 (percent), then the expected value for odd/even value for each number shoule be 1.5
and the sum for 9 draws should be 9x1.5=13.5.
Can we find the right number of draws for this analysis ? e.g. if we use 49 draws to perform
this analysis, the total sum is 70 and if the "moving sum" of 49 draws become stable i.e. always 70
we can make use this information to filter/generate number to play.
My analysis is up to this part now and I have the following questions:
1) how many draw(s) to use to perform this analysis? 2? 3 or even up to 98?
2) Apart from the above "stable moving sum" strategy, anyone can give more insight ?
3) This analysis can apply to low/high, skip value, deltas, decades, last digit, total sum etc anyone give a try on these (or others) aspects of 649?
CFLam
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