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Geons are particle-like electrovacua. The concept is well-defined, but itstill lacks a proper first example. Emerging as such is a self-confined exact2-parameter pp-wave non-Dirac monopole {\cal G} with primordial Q/r^2 (r\geqr_o) field plus higher moments. {\cal G} has effective mass,independently-scaled NUT-like charge \kappa|Q|=2r_o as diameter, and spin.{\cal G} {\em cannot} have actual {\sc em} charge $Q$ (by \partial{\cal G}=0),Ricci-flat limits, nor spacetime or Dirac-string singularities, but Dirac'squantization condition holds. {\cal G}/2, as an upgraded `Kerr-Newman'alternative or {\cal S}_Q geon, carries actual charge Q confined by topology ona round-S^2[r_o] physical singularity on \partial{\cal S}_Q\neq0. {\cal G} and{\cal S}_Q offer exact analytic models in particle physics and cosmology,notably for primordial gravitational waves, inflation, and pre-galacticdynamics.

First exact Geon found is a non-singular monopole, propagating as a primordial gravitational pp-wave