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We must use analogy to gain some level of understnding concerning the Higgs field and the higgs boson (the latter is the quantum unit of the field). we are familiar with the spacetime metric and the photon. the spacetime metric is the low-energy analog of the Higgs field and the Photon is the analog of the Higgs boson. The spacetime metric regulates the common features fo our dimensionality - the symmetric relations between the dimensions as well as the vaious particles it contains, as manifest throu gh the limtied kvarieties of virtual and rel paricles i will produce and maintain (the leponic and hadronic families fo elementary particles) - the elementary constituents of atomic matter, including neutrinos). the electromagnetic metric is "gauged" kor regulated by "velocity c", the elecromagnetic constant, which determines the "velocity" of ligh (actually the gauge of the entroopy drive of free electromagnetic energy, s well as the gauge of light's non-locla distributional symety - simultanwously everywhere). thje gauge constant c also determisnes the magnitude of electric charge, the inertial properties of spacetime, and the energyetic equivalence between free and bound forms of electomagneic enery: E = mcc. we live within the conservation domain of electomgnetic energy and must obey the conservation rules liad down by the gauge constant c and the spacetime metric which it estableshjes and regulate and maintain. the "tryany of velocity c" is how we usually experience the limitations of this metric.