  The Supersymmetry Genomics project aims to classify supermultiplets by
properties like adinkras and holoraumy. The project's protocol is: 1) set up
the SUSY transformation rules (and action) with unknown numerical coefficients,
2) solve those coefficients, and 3) compute desired properties, e.g.,
non-closure geometry (the non-closure functions in the anticommutator of
supercovariant derivatives) and holoraumy (the commutator of supercovariant
derivatives). This paper provides the first broadly applicable computer
algorithms for completing these computations, comprising a new Cadabra module
we call ``SusyPy.'' We provide a significant extension of the available
tensor-arithmetic/canonicalization to include spinor-indexed expressions and
NW-SE convention, and we provide a new Fierz expansion algorithm for
spinor-indexed expressions. On top of this new tensor-spinor symbolic algebra,
we have built algorithms for solving for the coefficients of a multiplet and
its action, and for computing holoraumy, for both off-shell and on-shell N = 1
multiplets of any dimension. We apply our tools to assimilate linearized 11D, N
= 1 supergravity into the Genomics project. We demonstrate solving the 11D, N =
1 multiplet, as in Cremmer, Julia, and Scherk, in a few lines of code, and we
provide a comprehensive picture of the multiplet's non-closure geometry.
Further, we provide the first-ever computation of the holoraumy of 11D, N = 1
supergravity.
