newRPL - build 1255 released! [updated to 1299]

[Claudio L.]

(01-26-2019 06:09 PM)The Shadow Wrote:  I don't know if it's fast enough for your purposes, but you could XOR the parities of the real and imaginary parts. Upon further reflection, though, I'm not sure it's worth implementing... I'm having trouble thinking of rules or conditions that would use Gaussian parity.

I've been reading a little about it (I don't claim to have any authority in the matter, though). For reals, it's clear that odd/even exponents are useful for simplifications, but I don't see any rules that could require identifying parity in complex numbers, so I'll leave it be.