  For a knot $K$, the doubly slice genus $g_{ds}(K)$ is the minimal $g$ such
that $K$ divides a compact, orientable, and unknotted surface of genus $g$
embedded in $S^4$. In this paper, we identify the doubly slice genera of 2909
of the 2977 prime knots which have a crossing number of 12 or fewer.
