13Symmetric Cycles in the Hypercube Graphs
Let 
:= (Et, {1, –1}t) be the simple acyclic oriented matroid on the ground set Et, whose set of topes {1, –1}t is the vertex set of a t-dimensional geometric hypercube in 
t. This oriented matroid is realizable as the arrangement of coordinate hyperplanes in t.
The tope graph 
(()) of the oriented matroid is ...
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