  In a previous paper, a solution to the problem of determining isomorphism
classes of Lie algebra representations was explored using graphs called
adinkras and subgraphs called baobabs arXiv:1306.0550[math-ph] In this paper, I
show that adinkras contain Shannon entropy and a latent heat from the
information stored in their associated baobabs. In Garden algebra, both
properties are closely related to the spectrum of hypercubes quotiented by
doubly even codewords, which is introduced in this paper.
