Singles and series
It is an interesting concept. We all know about the law of series and how every increment of one series is a 50% probability on a lower series. Now I will treat this slightly different from pure red/black and high/low or odd/even scenarios. One might argue that it is the same, what difference do you figure between a simple EC and a single/series combination.
The reasoning I will try explaining in simple english without getting into the complex terminologies.
Red is a red, black is a black. Red can be one of 18 numbers, black can be one of 18 numbers. Single is a single, but a series constitutes of the following. A single, a series of 2, a series of 3, a series of 4 and so on and so forth. Again, am not denying the fact that a single to become a series is 50% probability ignoring zeroes and a series to continue as a series is a similar probability. But what am trying to bring out is the fact that it has a slight differentiation with respect to a plain even chance.
The differentiation is while red and black are independent events, series and singles are dependent events. You can just drop one spin to get a number and say that it is a red or black. But can you drop just one spin and say that whether it is a single or series? No you can't. That essentially is what am saying as the difference. It is a dependent event. You need one spin on both the sides to definitely say that whether it is a single or a series. You following me? And the permutations are endless and almost unplayable when you take all the kinds of streaks that will form.
With that in mind, lets see in the next post whether we should treat it differently from other ECs while adopting a regression based play. Enjoy your weekend and if I see you on Monday I will continue the topic.
It is an interesting concept. We all know about the law of series and how every increment of one series is a 50% probability on a lower series. Now I will treat this slightly different from pure red/black and high/low or odd/even scenarios. One might argue that it is the same, what difference do you figure between a simple EC and a single/series combination.
The reasoning I will try explaining in simple english without getting into the complex terminologies.
Red is a red, black is a black. Red can be one of 18 numbers, black can be one of 18 numbers. Single is a single, but a series constitutes of the following. A single, a series of 2, a series of 3, a series of 4 and so on and so forth. Again, am not denying the fact that a single to become a series is 50% probability ignoring zeroes and a series to continue as a series is a similar probability. But what am trying to bring out is the fact that it has a slight differentiation with respect to a plain even chance.
The differentiation is while red and black are independent events, series and singles are dependent events. You can just drop one spin to get a number and say that it is a red or black. But can you drop just one spin and say that whether it is a single or series? No you can't. That essentially is what am saying as the difference. It is a dependent event. You need one spin on both the sides to definitely say that whether it is a single or a series. You following me? And the permutations are endless and almost unplayable when you take all the kinds of streaks that will form.
With that in mind, lets see in the next post whether we should treat it differently from other ECs while adopting a regression based play. Enjoy your weekend and if I see you on Monday I will continue the topic.