so i have a grand...
Meh in any case my experience >this BS statstics... I have rarely seen it land more the 4-5 time on the same. I think the most i have seen is like 6
Really? i always thought each turn is independent of the previous one. so everytime to spin its alway 50% for that individual turn...
Meh in any case my experience >this BS statstics... I have rarely seen it land more the 4-5 time on the same. I think the most i have seen is like 6
Meh in any case my experience >this BS statstics... I have rarely seen it land more the 4-5 time on the same. I think the most i have seen is like 6
That is accounting for each turn being independant.
for example, if we're counting on it landing on red 3 times in a row, it can either land on red or black (assuming we simplify a roulette table and eliminate the green), meaning its a 50% chance each time.
Round 1: Red or Black
Round 2: Red or Black
Round 3: Red or Black
So it can either be:
Red, Red, Red
Red, Black, Red
Red, Black, Black
Red, Red, Black
Black, Red, Red
Black, Red, Black
Black, Black, Red
Black, Black, Black
only one of those 8 scenarios represents all red = 1 in 8 chance at red 3 times in a row.
yes
for example, if we're counting on it landing on red 3 times in a row, it can either land on red or black (assuming we simplify a roulette table and eliminate the green), meaning its a 50% chance each time.
Round 1: Red or Black
Round 2: Red or Black
Round 3: Red or Black
So it can either be:
Red, Red, Red
Red, Black, Red
Red, Black, Black
Red, Red, Black
Black, Red, Red
Black, Red, Black
Black, Black, Red
Black, Black, Black
only one of those 8 scenarios represents all red = 1 in 8 chance at red 3 times in a row.
for example, if we're counting on it landing on red 3 times in a row, it can either land on red or black (assuming we simplify a roulette table and eliminate the green), meaning its a 50% chance each time.
Round 1: Red or Black
Round 2: Red or Black
Round 3: Red or Black
So it can either be:
Red, Red, Red
Red, Black, Red
Red, Black, Black
Red, Red, Black
Black, Red, Red
Black, Red, Black
Black, Black, Red
Black, Black, Black
only one of those 8 scenarios represents all red = 1 in 8 chance at red 3 times in a row.



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