Also worth noting that half of the book is about the "ubox" method for solving optimization problems - also cool, but may be overkill if you are just interested in the numeric format itself. Personally, I've been working on an implementation of the format that I can toy around with - I have no real interest in learning a lot about the cool algorithms I could do with it until I can show myself that it works for basic arithmetic, etc, as well as the author claims.
Gustafson also makes the code available (I think [here](https://www.crcpress.com/The-End-of-Error-Unum-Computing/Gus...). It's Mathematica code... there is a free viewer for that format (if you don't have Mathematica) which can print out a PDF with richly formatted equations.
Also, Googling for that link led me to this [Python implementation someone whipped up](https://github.com/jrmuizel/pyunum).
Would be happy to explain it further, but about to get on a flight.
I also note that he dedicates a page on his website to "Gustafson's law". http://johngustafson.net/glaw.html