  Here we start from a dual version of Vasiliev's first order action for
massless spin-2 particles (linearized first order Einstein-Hilbert) and derive,
via Kaluza-Klein dimensional reduction from $D+1$ to $D$ dimensions, a set of
dual massive spin-2 models. This set includes the massive "BR" model, a spin-2
analogue of the spin-1 Cremmer-Scherk model. In our approach the linearized
Riemann curvature emerges from a solution of a functional constraint. In
$D=2+1$ the BR model can be written as a linearized version of a new bimetric
model for massive gravitons. We also have a new massive spin-2 model, in
arbitrary dimensions, invariant under linearized diffeomorphisms. It is given
in terms of a non symmetric rank-2 tensor and a mixed symmetry tensor.
