  We give a concise argument that supersymmetric AdS type IIA DGKT flux vacua
on general Calabi-Yaus have, interpreted holographically, integer conformal
dimensions for low-lying scalar primaries in the dual CFT. These integers are
independent of any compactification details, such as the background fluxes or
triple intersection numbers of the compact manifold. For the K\"ahler moduli
and dilaton, there is one operator with $\Delta = 10$ and $h^{1,1}_{-}$
operators with $\Delta =6$, whereas the corresponding axions have $\Delta = 11$
and $\Delta = 5$. For the complex structure moduli, the $h^{2,1}$ saxions have
$\Delta =2$, and the axions $\Delta =3$. We give a tentative discussion of the
origin of these integers and effects that would modify these results.
