$\infty$ everything
$\exists$ something
$\emptyset$ nothing

$\forall$ to A is $\exists$ to E
quite close
yet $\parallel$ pacing forever, side by side,
never touching.

$=$ / $\ne$ (i transform)
$\pm$ give or take

indecisive, tick-tock

like
a
metro
nome

split-stack
$.$ : $\because$
rearrange $\therefore$

we $\cup$ into one
but our $\cap$ is so desperately small
$| \text{trapped} |$ in absolute terms

$\sum$ and the more favorable younger brother $\int$
i imagine them getting into fights
stacked and smooth
who wins?

digging for the $\sqrt{\text{it all}}$
we hit a wall, standing $\perp$
stubborn.

to each their own differences
and for that i say

until we $\equiv$