  We catalog all the electromagnetic-like dualities that exist between free
dynamical bosonic fields of arbitrary symmetry type and mass on (anti-) de
Sitter space in all dimensions, including dualities among the partially
massless and shift symmetric fields. This generalizes to all these field types
the well known fact that a massless $p$-form is dual to a massless
$(D-p-2)$-form in $D$ spacetime dimensions. In the process, we describe the
structure of the Weyl modules (the spaces of local operators linear in the
fields and their derivative relations) for all the massive, partially massless
and shift symmetric fields.
