Contractions from $osp(1\mathrm{\mid }32)\oplus osp(1\mathrm{\mid }32)$ to the M-theory superalgebra extended by additional fermionic generators

We study here the generalized Weimar-Woods contractions of the superalgebra $osp(1\mathrm{\mid }32)\oplus osp(1\mathrm{\mid }32)$ in order to obtain a suitable algebra that could describe the gauge group of $D=11$ supergravity. The contracted superalgebras are assumed to be given in terms of fermionic extensions of the M-theory superalgebra. We show that the only superalgebra of this type obtained by contraction is the only one for which the three-form of $D=11$ supergravity cannot be trivialized. Therefore, $D=11$ supergravity cannot be connected in this way with a contraction of $osp(1\mathrm{\mid }32)\oplus osp(1\mathrm{\mid }32)$.