No, but this metaphor has utility occupying a discrete subset of the projective real line isomorphic to a cyclic group.
You win. :-)
I think the only real way to WIN is for us to torture this metaphor-utility metaphor until IT comes back out on the positive infinite side.
...0?
No, but this metaphor has utility occupying a discrete subset of the projective real line isomorphic to a cyclic group.
You win. :-)
I think the only real way to WIN is for us to torture this metaphor-utility metaphor until IT comes back out on the positive infinite side.
...0?