Falkor, I understand perfectly whats going on with the simple explanation, thanks. In fact my numbers match yours except I forgot 7-8-9 in mineOK, but if you understand then why are you concerned with novelty attributes like whether numbers are odd/even during an arithmetic sequence of numbers?
When I say has to win on ODD I mean the last place holder in the arithmetic sequence is ODD
123
135
147
= all these can only "win" on an ODD spot (3-5-7)
I hope this explains what I was trying to say a bit more clear
When there is multiple sequences for red and black, do you cut the 9 spin window at the no bet spin and start over? Is that how it is done in your programming?
Oh, and 1 and 2 are just representing any even chance (red/black,player/banker,etc)
Yes, if there are multiple sequences (including both red and black) then the law governing the sequence is guaranteed to be satisfied on the following spin, but we can no longer say which colour is more likely, so we don't bet.