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{\huge Orbit Stuff}
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For conditions where $m \ll M_e$ then $\mu \approx m$
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\begin{description}
\item $A$ = major axis
\item $E$ = Energy
\item $C = GMm$
\item $\mu = \frac{Mm}{M + m}$

\end{description}

\[ E = -\frac{C}{A} \]
\[ r_{min} = \frac{r_{0}}{1 + \epsilon
