A descriptive model of the irreducible rules governing a corner of reality, roughly analogous to a Schläfli symbol or a Backus-Naur form notation. If one can fully encapsulate the structure of a facet’s Rochambeau sequence, one can draw up a comprehensive model of how any system in that facet will function. By extension, reproduction of a Rochambeau sequence allows for the manipulation of state, behavior, and identity (or equivalents thereto). This is the essential basis of the technology behind tuning fields, but also a necessary field of study if one wishes to investigate interfacetary operations. Proportionately speaking, changes in Rochambeau sequencing require an incomparable investment of both mass-energy and computation.
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