In another one of my studies (analysis) of the games in an effort to further understanding the combinations I found something interesting that wanted to pass along in hopes it might be of help in some way.
Just yesterday I looked at games that played with 1 Repeat digit from prior game, No Repeat digit from prior game and 2 digit repeat from prior game.
In the situation where there was No Repeat digit I found that the combinations possible were 30-3 different combinations to 50 Doubles/Pure possibilities. In a 1 digit repeat situation the balance is higher for 3 different digit combinations then Doubles/Pures.
Knowing the larger ratio of 50/30 came during a No Digit repeat, I wanted to see what the ratio of games playing were for a Double game to happen from a Repeat digit compared to Doubles game that appear when there was a No Digit repeat.
In the Texas Midday database I came up with a 57-45 ratio with over a years information.....database going back to 2-3-2003 to present.
Found out that in the Texas Midday there is a higher incidence of Doubles playing off a No Repeat situation then one where a digit repeats......57 to 45. Meaning 57 times when there was a Doubles game to play there was no repeat digit from the previous game....to 45 instances where there was a repeat digit from a previous game.
This ratio seemed to stay ahead and at no time were there more instance of Doubles playing from a Repeat then appearing in a "No Repeat" situation. There were varying degress of separation where it would seem the latter would catch up with and pass the "No Repeat" count, however, it never did through the entire database.
This leads me to conclude that in the dvent of a No Repeat situation with a 50/30 of possible combinations there is a higher probability that a Doubles game will play then not when there is no repeat digit from the previous game.