> I'm going to try LaViola's approach to see if it improves my backtesting 
> results. Will report here.
>


My test results indicate that LaViola's derivatives do not improve JBT's 
derivates, with respect to the optimization results. This is not surprising, 
as I realized that EMA(N) - (EMA(N) of EMA(N)) is just a specific case in a 
more generalized form of EMA(N) - EMA(M).

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