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For the first time in the physics literature, the Lorentz representations ofall 2,147,483,648 bosonic degrees of freedom and 2,147,483,648 fermionicdegrees of freedom in an unconstrained eleven dimensional scalar superfield arepresented. Comparisons of the conceptual bases for this advance in terms ofcomponent field, superfield, and adinkra arguments, respectively, are made.These highlight the computational efficiency of the adinkra-based approach overthe others. It is noted at level sixteen in the 11D, N = 1 scalar superfield,the {65} representation of SO(1,10), the conformal graviton, is present. Thus,Adinkra-based arguments suggest the surprising possibility that the 11D, N = 1scalar superfield alone might describe a Poincare supergravity prepotential inanalogy to one of the off-shell versions of 4D, N = 1 superfield supergravity.

Adinkra Foundation of Component Decomposition and the Scan for Superconformal Multiplets in 11D, N = 1 Superspace