Allan Adler writes:
> I think radixes in Maxima can only go up to 36, i.e. 10 digits and 26 letters.
> At any rate, it doesn't go up to 60, which means that there is no way to do
> sexaguesimal arithmetic, which I would actually like to do.
>
> What would be wrong with an arbitrary base b in which digits are numbers
> are 0,1,...,b-1 written in base 10 and included in some delimiter such
> as parentheses?
Isn't the standard thing to do for base 60 to separate the "digits" by
commas, and use a semicolon for a sexaguesimal point?