Sure Granny I'd be happy to. Here's part of a post I did last week that has some additional info as well.
Learn the expected hit rates or math averages on each group per year month and week.
Just for starters: We can expect on the 7 day a week p3 game each year.
262 .......or 72% 6 way hits per year....half 2 evens 1 odd/ half 2odds 1 even
half at least 2 high.......half at least two low.
with-in these 262 are 10 all even 6 way nums...and 10 all odd and they will hit 12% of the time or approx. every 8.33 days.
98........doubles a year ..........half even and half odd....half high and half Low . They will hit 27% of the time or every3.7 days.
3.65 .......triples hit 1% (average once every 100 days)
You can track other groups such as Consecutives or Straights 123 234 345 etc. within the 262 . There are 10 of them.......each can be made 6 ways of course for a total of 60 numbers. The expected hit rate is 6% of the time or approx.......once every 16.66 draws.
The same for the numbers all Left or all Right.. 01234 / 56789 .. there are 10 combinations of these ....times 6 ways = 6o numbers. Expected hit rate on this group is also ......once every 16.66 draws. or 1.8 times a month
By the end of the year ....you should be able to count up the hits under each of the 10 columns in a 1000 number chart and don't be toooo surprised to find that you have an average of 36 straight hits under each of the 10 columns. .........36 numbers that started with a 1 that year....a 2 that yr. a 3 that yr. etc.. Year after year.....forever.
If you track a 6 day a week game or 312 draw game per yr. your yearly group totals will of course reflect lower numbers.
Granny........the all odd and /all even group .....Math hit rate is 12% of the time or average once every 8 or 9 days. They are all 6 way numbers ....times 20 of them......= 120 numbers of the 1000. They are great and easy to track. If you see the last several times they hit they were all from one side......say 3 or 4 .....all evens in a row .....I'd just lean on the next one .....to be all odd.
