In a recent paper, Bringmann, Craig, Ono, and the author showed that the number of t-hooks (t ≥ 2) among all partitions of n is not always asymptotically equidistributed on congruence classes a (mod b). In this short note, we clarify the situation of t = 1, i.e. all hook lengths, and show that this case does give asymptotic equidistribution, closing the story of the distribution properties of t-hooks on congruence classes.