just looking to see if these numbers stick together more than other (maybe its just gambelers fallacy)
but I wonder if we would ever see these 9 groups hit without a repeat .
A--1,12,20,21
B--3,23,30,32
C--11,13,31,33
D--7,17,18,27
E--14,19,22,24
F--10,35,36,34
G--5,15,16,25
H--2,4,6,26
I--8,9,28,29
mattjono
i would load spins into excel and do conditional colour formatting to see the results, if you dont know how i will be happy to do it for you
if anyone could test this to see how long it would take to get all 9 of the groups to hit in just 9 spins.
iv seen all 12 streets appear in 12 spins so it should happen but just looking to see how often it happens.
could apply a stratagie.
mattjono
Hi jordan
there is no reason just that i believe these numbers could stick together more than other groups of 4 numbers.
just ideas for now but if we was to play the last group that hit with this progression below, could be worth a look.
Bets 1-6 1 chip on each total = 24
Bets 7 - 11 2 chips on each total = 40
Bets 12 - 15 3 chips on each total = 48
Bets 16 - 18 4 chips on each total = 48
Bets 19 - 20 5 chips on each total = 40
total = 200 chips
mattjono