Maria and Giovanni Zini published their joint paper “The complete list of genera of quotients of the F*q*2-maximal Hermitian curve for *q*≡1 (mod 4)” in Journal of Algebra. Here an open problem from 2000 is partially solved, namely that of computing all the genera of quotients of the Hermitian curve over Fq2, q prime power. Indeed such a complete list of genera is obtained here if q is congruent to 1 modulo 4. A preprint can be found here.