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Anything over time that is a thing going through a duration, that involves one or more instantons, will involve at least three spatial dimensions plus time At The Poincaire Level.  This includes phenomena that are most fundamentally zero, one, or two dimensional at their core field density.  This means that there is an eigenstatic manner of approaching any actual physical phenomena - at least up close -- when one works to consider the interaction of any given arbitrary physical phenomenon with its exterior surroundings.  An index is fundamentally of zero dimensionality -- when one considers a physical phenomenon that acts as an index of physical placement, whether or not such a physical placement is relatively kinematic over a given arbitrary considered time period or not.  In the real world, all physical indices are at least partially redistributed and redelineated over time -- whether such a so-stated redistribution or redelineation is viable to determine via a particular extrapolation or not.  The field-networking of physical indices over a kinematic-based Lagrangian is a norm-state-projection.  A norm-state-projection is sometimes linear, yet, it is generally multiplicitly displaced per spatial index of its stand-still distributions, taken idividually, since there is constant wave-pull and wave-tug that works to delineate and redelineate holonomic substrate from a Wilson-based topological sway -- even at the most fundamental scalar magnitude of physical spatial separation of one physical index from another, over the course of the motion of a norm-state-projection.  The pull of a norm-state-projection works to bear a Hamiltonian operation upon its immediate surroundings that is fractal to the Hamiltonian operation of superstrings.  The wave-pull/wave-tug of norm-state-projections works to move superstrings and their corresponding ghost anomalies into a covariance with one another that works to establish a Majorana-Weyl-Invariance.  This "invariance" works in the direction of a homostasis of what involves the substringular relaxation processes with the processes of entropy. Later!  Sincerely, Sam Roach.