## Primes in Z[i] with norms less than 26?

While reading through some examples I came across one that seemed simple when I was reading it but when I attempted it, I was miffed.

Example:
There is a list, $L$ in which all of the primes in $Z[i]$ that have a norm less than $26$ are part of $L$.

Can someone detail what elements are in $L$?

Also, if there exists two primes within $L$ that are associates, what is one of them? I will work through the rest to see if there are any others as well but I'd like to find one for starters.

Much appreciated, --Brim