calculations.tex

\documentclass{article}
\title{Sick Calculations and Memes}
\begin{document}
   \maketitle
 	Calculations
 	$$rc(A_3) = \sum_{w=12}^{36} (\sum_{z=0}^{12} P_z(z) * (\sum_{y=0}^{12} P_x(w-(y+z)) * P_y(y)))$$
 	$$rC(A_2) = \sum_{w=12}^{24} (\sum_{y=0}^{12} P_x(w-y) * P_y(y))$$
 	$$\int_{-\infty}^{x} \frac{1}{\sigma\sqrt{2\pi}} e^{\frac{-(x - \mu)^2}{2\sigma^2}} dx$$	
 	$$sP(A) = \sum_{t \in A}^{} aH(t) + \frac{tH(t)}{3} + \frac{aL(t)}{3} + \frac{tL(t)}{9}$$
 	$$fpa(T) = S_p(A) + 20 * kC(A) + 100 * rC(A_2)$$
 	$$lP(A) = \sum_{t \in A}{} t.liftoffPercentage * 50$$
 	$$S_p(A) = sP(A) + gP(A) + bP(A) + lP(A)$$
 	$$gP(A) = gPA(A) + gPT(A)$$
 	$$gPA(A) = 60 * (i + 1)$$
 	$$gPT(A) = 40 * (j + 1)$$
 	$$X_{a_i} = \max(\{\\g \mid g \in X_a, gA(A) \geq g\}\\)$$
 	$$X_{t_j} = \max(\{\\g \mid g \in X_t, gA(A) + gT(A) \geq g\}\\)$$
 	$$X_a = \{\\1, 3, 7, 13 \}\ $$
 	$$X_t = \{\\0, 2, 6, 12 \}\ $$
	$$gA(A) = \sum_{t \in A}{} t.calculatedData.numGearsPlacedAuto$$
	$$gT(A) = \sum_{t \in A}{} t.calculatedData.numGearsPlacedTele$$
\end{document}