4 ms·
> But "even" and "odd" are all about whether you can partition something into an equal number of pairs or not. Sez you. I can just as easily define even and o
by lisper 4y ago
> But "even" and "odd" are all about whether you can partition something into an equal number of pairs or not.
Sez you. I can just as easily define even and odd in terms of whether or not I can arrive at a given position in a (potentially infinite) sequence taking by taking two steps at a time.