Here the beginning thoughts: We know that the chances for a particluar 6-way number or boxed single number to appear in a certain draw is 6 out of 1000 or 1 out of approximately 167.
So in 167 draws the theoretical (average) chance of a certain boxed number to appear is 1
(167 x 1/167 = 1)
Of course when looking at 167 draws we will find some numbers that occurred more than once and quite a few numbers that did not occur at all. Those and secondary ones that only happened once should become the playing target for the upcoming expected results.
How to get the numbers to focus on:
A list of all boxed numbers having vtrac sums 8, 9,and 10
014 569 023 578 113 668 221 776 064 519 028 528 163 618 271 726 019 564 073 573 226 771 069 514 078 523 118 663 024 579 114 669 123 678 330 885 074 529 164 619 128 673 380 835 079 524 119 664 173 628 335 880 029 574 178 623 222 777 227 772 034 589 223 778 331 886 421 976 084 534 273 728 381 836 471 926 039 584 228 773 336 881 426 971 089 539 476 921
and entering the previously drawn 167 numbers for a certain state lottery, then DEFLATE , all the result numbers with Priority 1 are the numbers that did not appear yet, and the numbers in Priority 2 are the numbers that only appeared once during the previous 167 draws. We want to look at Priority 2 and Priority 1 in particular as our targets.
YOU CAN EXTRACT THE SINGLES from the results ONLY FOR EASE
Convert the results Priority 2 and Priority 1 into vtracs
Find the dominate vtracs...in this case
vtrac 5= Digit 4 & 9
Convert back to your actual numbrs
140 640 430 094 074 084 309 509 079 019 029
089 841 194 641 143 514 421 916 921 951 913 971