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foreign folks welcome back to combo class Iamp;#39;m your teacher demotro and today I want to teach you about some strange ways that numbers could be counted now often when other ways of counting numbers are suggested itamp;#39;s something like base 12 or base 6 which are highly divisible or base two which is very simple and similar to computers but those are far from the weirdest or coolest extensions that we could take numerical bases to now each of those bases I mentioned have a lot in common theyamp;#39;re positional bases where each position in them represents how many of a certain power of the base number we have starting from the zeroth power which always is going to be a ones place and then a Bamp;#39;s place a b squaredamp;#39;s place and so on and if we add a number with a decimal point in digits after that those are the negative powers of B1 at a time and weamp;#39;re used to be B being 10 where thatamp;#39;s ones tens hundreds tenths hundredths and so on and
