So does that change what you wrote me 3 days ago?Īs I like to say, the probability of something happening = 1 minus the probability of it not happening. What I would be hoping for is that there would be more than one repeater in 38 spins.Īlso note, I am not specifying that THE SAME number keep repeating - just that ANY number does. To know whether a profit was likely using repeaters, I guess it matters how often a repeat happen in a typical run of 38 spins.and I'm thinking odds are pretty good that sometime in 38 spins one would see a number repeated. I do know that my choice of 20 spins was simply due to how many previous spins showed up on the board. I just am not good enough at math to determine the likelihood of profit betting on repeaters. Granted, sometimes I'd lost.but on those times where 5 repeaters are in the group of 20, I'd win $900 for my $100 in bets. So if I bet the previous number, I would have won quite a lot.Betting just $5 each time, if there were just 3 repeaters in 20 rolls, I would have spend $100 on those 20 rolls, and won $540. but some nights I see 3-5 occurrences of SOME NUMBER repeating within the 20 or so that show up on the board. I know sometimes there will be no repeater. if you walk up to a table and the board shows the last 20 numbers that have come up, how likely is it that in that block of 20 there is some number that came up consecutively? I'm not sure you understood my question.let me try wording it a different way.
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