“10” is a square that’s also the product of two squares, 4 and 9
highly divisible, being able to simply express halves, thirds, quarters, sixths, and ninths, also twelfths and eighteenths but those are less common portions in daily use
you can represent it as [0 - Z], as in “…8, 9, A, B, C…”, it’s literally achieved by just adding the alphabet to the numeral system.
I’m partial to base 36
“10” is a square that’s also the product of two squares, 4 and 9
highly divisible, being able to simply express halves, thirds, quarters, sixths, and ninths, also twelfths and eighteenths but those are less common portions in daily use
you can represent it as [0 - Z], as in “…8, 9, A, B, C…”, it’s literally achieved by just adding the alphabet to the numeral system.