I don't get the point of the project. So they show that rounding errors are amplified because a problem is ill-conditioned. Yeah, of course. The higher precisio

I don't get the point of the project. So they show that rounding errors are amplified because a problem is ill-conditioned. Yeah, of course. The higher precision computation they do is probably equally wrong then. Averaging / smoothing can sometimes help to make a problem better conditioned, so I expected they'd do something like that to get an accurate solution regardless.