Jeff07971 wrote: 
> however the Nyquist limit is only true when the signal is purely
> sinusoidal

This has already been addressed by others, but just wanted to make very
clear that this statement is somewhat misleading in being kind of the
wrong way around.

What Nyquist-Shannon states is that you can reproduce *any* signal,
whatever the shape, as long as it bandwidth-limited to half the sample
rate. The closer a signal gets to the bandwidth limit, the closer it
resembles a sine wave. So it's not "the bandwidth limit only works for
sine waves" but "any bandwidth-limited signal starts to resemble a  sine
wave as we approach the bandwidth limit".



"To try to judge the real from the false will always be hard. In this
fast-growing art of 'high fidelity' the quackery will bear a solid gilt
edge that will fool many people" - Paul W Klipsch, 1953
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