KöMaL 2024 B5363

Square $ABCD$ is the base of a right square pyramid, and point $E$ is its apex. Let $F$ be the midpoint of lateral edge $CE$, and let point $H$ be the trisection point of lateral edge $BE$ closer to point $B$. Find the ratio of the volumes of the two parts created by plane $AHF$ in pyramid $ABCDE$.