I'll work on it little by little as I have time...
Our Train Track Paper
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An article about our paper
De tribus numeris quadratis, quorum tam summa quam summa productorum ex binis sit quadratum (On three square numbers, of which the sum and the sum of products two apiece will be a square)
Demonstratio theorematis Fermatiani omnem numerum primum formae 4n+1 esse summam duorum quadratorum (Proof of a theorem of Fermat that every number of the form 4n+1 can be given as the sum of two squares)
In 2018 I received the MAA Meritorious Service Award from the Wisconsin Section.