Simplest way to understand it is to think of it as daily pick-3 type game except it has 6 digits instead of 3.
The data is analyzed one digit/position at a time. The label A = 1st digit in the set, B = 2nd, C = 3rd etc..
Because there are 10 possible digits, 0 through 9, I use 10 games for each group. The color graph layout
shows how many times each digit hit in each group. blue = no-show,,Green = showed once, yellow = digits
showed twice and Red=showed 3 or more. The textbox to the right shows the actual digits as drawn for
each position. Basically it's the same thing as described in your book adjusted for digits instead of numbers.
I use 10 games so that each digit 0 to 9 all have a chance to show just as you use 8 draws for a 5-39.
If I analyzed the digits as is shown in the book, I would only be using 1 and 2/3 games in each group as
when working with digits there are 6 possible digits in each set. The number of possible digits in position
A is dependent on the game matrix. A 5-39 matrix has 575,757 total lines so here, position A is limited to
digits 0 through 5. All the same rules can be applied to the lex-index as to the numbers games. Several states
now offer pick-5 pick-6 daily games and this method makes it universal across both types of drawings.
The graph is not really necessary as the data for each group is formatted and written to a file which can then
be analyzed by the program and then fed into a positional wheel to generate the lines. I guess one could
say it's completely automated from start to finish.
What I am testing now is applying the same rules to a type of auto filtering process where I am using standard
filters but use the same sort of 2/3 logic so that the filter ranges are self ranged. It's my opinion that the rules
you mention in the book can be applied to almost anything that's directly related to the drawing. I have over
150 filters I can test and plan to select those that are the most consistent, ie easiest to predict. I have a program
that can generate the filters hit rates within the entire matrix so I know what to expect before the very first
draw.
Thanks again for posting.
RL
PS I added the picture again for reference
