Mandelbrot Study of Polysigned Numbers

Hi. I've never posted on this group before but see some activity so am
hoping to get some feedback here. The polysigned numbers generate
complex numbers as sign three numbers.
They generate real numbers as sign two numbers. Higher signs also exist
so may be regarded as the natural extensions of these lower systems. A
general dimensional algebraic product is defined, but it does not
conserve magnitude with regards to the product operator above sign
three. Other than that these are well behaved systems. Here is a link
to the Mandelbrot study:
http://bandtechnology.com/PolySigned/Mandelbrot/MandelbrotStudy.html
I'm hoping to get some advice on the parity behavior.

-Tim

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