notes

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Diff EMA Risk

\[ R(t_{n - \nu}) = - |x(t_n)| - \left( \frac{dx(t_n)}{dt} \right)^{2} \]

where

\[ x(t_n) = EMA_{p}(t_n) - EMA_{q}(t_{n}) \]

where \(p > q\), and immediate risk is where \(\nu = 0\) and predicted risk of historical data is where \(\nu > 0\)