Having spent many years under the limited belief Boolean logic relied on tables, I eventually came to realize boolean logic could be carried out using algebra. Only after having re-produced the algebra for boolean logic did I find out Boolean Algebra is based on algebraic expressions (Boole, 1847 https://www.gutenberg.org/files/36884/36884-pdf.pdf). This became an area of growing interest for a while since, with algebra, and knowledge of neural networks I could try applying back-propagation to boolean algebra-based multiplier to try to find the factors from the product. I did discover at the 4-bit product level the results weren't looking good... but I do have other untested ideas. On an off-shoot of thought it occurred to me you could write a computer. This project is the artifact produced from that work, so far. IIRC, last time I was working on it I was puzzling out how to do instruction decoding. Most other aspects of this matrix machine are complete and pass testing.