  Adinkras are a graphical depiction of representations of the N-extended
supersymmetry algebra in one dimension, on the worldline. These diagrams
represent the component fields in a supermultiplet as vertices, and the action
of the supersymmetry generators as edges. In a previous work, we showed that
the chromotopology (topology with colors) of an Adinkra must come from a doubly
even binary linear code. Herein, we relate Adinkras to Clifford algebras, and
use this to construct, for every such code, a supermultiplet corresponding to
that code. In this way, we correlate the well-known classification of
representations of Clifford algebras to the classification of Adinkra
chromotopologies.
