Here is where I’m going with this project. I have a 20 set of 20cells per set line up. A 20 cell set column represents one letter. However, in the 20 cell set, the number 1 is written in some cells indicating a designated sub-letter. It’s confusing but let me explain further.
In my excel program, I have twenty, 20 cell sets.
So in reality 20x20 = 400 cells maximum per word, assuming each had a number 1 written in it's cell, but the most I counted was about 200 cells with the number 1 written.
Let’s use in a simplified example, two adjacent 20 cell sets which equals 40 cells. Lets call one 20 cell set “A”, and the other 20 cell set “B”.
Each set has its own designated 1 in each cell.
Set “A” uses columns A-T. Set “B” uses columns U-AN. All sets are on the same row.
Now to make up a complete word! To find the letters to use, look at each column of excel, ie: columns A,B,C,D, etc. If that column has the number one written in it, then that is a letter to use. So from set “A”, letters A,C,D,E,G,O,T can be used because they had a 1 written in its column. From set “B”, letters V, Z, AE, AF,AJ,AK, AL, AM can be used because they had a 1 written in it’s corresponding column.
Don’t worry about how to distinguish the letter AE which counts as one letter, from just the independent letter A which counts as one letter, and E which counts as another letter. The program can tell the difference between what’s what, ie.: letters A,E, and AE are counted as three different letters.
Now to bring this all together!
You can only choose one letter from a set to make up a word.
So, if I pull letter E from set “A”, and letter V from set “B”, then I have the word AV.
This is an overly simplified example because in reality you have 20 sets of 20 cells you must choose from to make up a word. In each 20 set of 20 cells per set, each set will have a 1 randomly scattered throughout there set.
Why am I doing it this way?
Because in each lottery game I have figured out that each game has the same letters in each 5 past relative games and almost in each game. Almost like the first example I gave, with the Cake, Bake, Take, each word has the letters “ae” in them. I use these letters to decode their algorithm.
So in reality, this is a base 20 number count unlike our basic numerical system which is a base 10 numerical count. So now you see why this will take forever to execute. In the set “A” and set “B” example, my program would have to compare each 6000 game lines with 56 two letter words. But imagine doing 20 sets with 20cells per set! I don't think the technology have caught up to that speed calculations