So many numbers, so little time!
Those of you already familiar with Katabataks, if you have seen yet, as I have, that I have done volumes of uneccessary calculations over many years
, please bear with me.
So we have above our base ten list of the ordered set of powers of two, and an infinite pattern of repeating end digits from it. Pause here to consider what we commonly take from the last digit of a base ten number. We know divisibility by two (odd/even), and we know divisibility by five & ten. We also know, but perhaps don't think of in these terms, that the last digit of a base ten number is the remainder/residue of the number after dividing by ten.
A last note before giving a list of powers of two in base eleven, is to say that nothing about the graphs is changed by my realization; only the work involved to derive them.
powers of two: base eleven
