and i want to propose some caution. in fact, computers are very bad at rote math and need to do tremendous amounts of error correction. the results need to be double checked by humans. people that work with this kind of thing will tell you that normal logic gate binary computers - not quantum computers - make an uncomfortable number of mistakes that are essentially reduced to round off errors arising from the need to convert from binary to base 10 and the fact that the computers do all of their math in base 2, which is necessary but crazy.
in fact, there's some circular logic here that i might be cautious about. i haven't looked at this and i'm not going to look at it but computers use euler's method to do almost everything because they need to constantly approximate solutions and are constantly cutting off rounding errors. this is called floating point error.
i would strenuously recommend that the math be doublechecked by hand for errors in arithmetic resulting from floating point errors. if it holds up, i might even suggest it's dumb luck. if it doesn't, it demonstrates the limitations of computers in solving math problems.