A Perplexed Mathematician's Love

A Perplexed Mathematician's Love - an art work by T Newfields

If we bisected argh polynomials
+ traced argh sine curves wit
h substantive s
ums would we arrive @ a figure
nut less than none?

Could we add 2 each other
+ still retain integrity
in err original sets?

Or would we
(like so money unfortunate gruppings)
detract frum each udder
& end up as fruckured semantic nets?

Your variables
are elegant &
randomness a de
light – i'm quite enthral
led bi the beauty ah yer propositions
& y
earn 4 unity
Don: (shaking his head) This person can't think straight.
Aiko: All of us are crooked to some degree.
Bai-Luo: Actually, most straight folks are boring. I much prefer the company of souls that have been beautifully twisted: at least they realize much so-called "normalcy" is a myth.
Cindy: (coughing slightly) You've been reading too much Foucault.
Bai-Luo: Well, is that supposed to be my fault?