User:JuPitEer/Travers

$$ \begin{align} \mathbf{Thi}&\mathbf{ngs\ I\ Associate\ With\ Chris\ Travers\ Represented\ Mathematically}\\ &Kyo\\\\ &\sum_{n=1}^5 \frac{n(n+1)}{2}\\\\ &\{F:F\ is\ a\ funny\ film\}\setminus\{G:G\ is\ a\ good\ film\}\\\\ &g^{-1}(\{prog,rock,metal,jazz\})\\ &where\; \forall B\in\{G:G\ is\ a\ good\ band\}\quad g:B\mapsto genre~of~music~played~by~B\\\\ &saturated\ fat\in\{F:F\ is\ very\ good\ for\ you\}\\\\ &\{F:F\ is\ part\ of\ a\ dead\ animal\}\cap\{T:Travers~eats~T\}=\emptyset\\\\ &\forall E\in\{periodic\ table\}\quad f:E\mapsto atomic~number~of~E\\ &f(balls)=79\\\\ &\{F:F~is~food~served~in~a~yellow~box\}\cap\{F:F~is~food~bought~opposite~The~Royal~Oak\}\\\\ &\{T:everyone~has~heard~about~T\}\\\\ &\{Arnold:Arnold~is~from~Austria\}\cap\{P:Nobody~can~spell~or~pronounce~P's~surname\}\\\\ &To?\\\\ \end{align} $$

$$ \left ( \frac{6! - \displaystyle\int\limits_{3}^{7}6x^2\, dx}{\displaystyle\sum_{n=0}^\infty \frac{1}{2^n}} \right ) - \left ( \frac{\pi^4}{10\displaystyle\sum_{n=1}^\infty \frac{1}{n^4}} \right ) $$