Can a String of Antineutrinos, Ans, Model a Positron?

Model an anti-electron by Ans that reside along a planar, closed-loop string. The Ans vibrate sinusoidally, radially, for averaged charge-like manifestation at plus one, + 1, or +e. The oscillating Ans are at fixed points, like variable-length and outwardly pointing porcupine quills. Displacement values are equivalent to a traveling wave TW on an endless string, propagating intermittently at wave velocity, \underline {c}. `Bending' for 3-D proceeds at the two displacement nodes Ns. TW pauses at the bend, replaced by separate ascending `butterfly-wing' standing waves SWs, rebounding at contact in SHM toward `flatland.' Ns positions advance, TW momentarily reasserts itself. Folding reverses and rebounds, at two adjacent but newly static Ans. Nodes go 360\r{ } in the planar flatland sense. `Spin' is not a required assumption. `Current' circulation correctly supplies magnetic moment, `foldings' give EMF. Fermi Lab's oscillating strange neutral B meson results are understandable.