Self-induction of elastic strings

The Forces of Nature by Kelland Terry, Ph.D.

My model for the elastic string cycle and the self-induction of elastic strings demands that photons are creating e-electons and p-electons in the same time frame. We can only measure the one in excess because the other becomes bound to its complimentary twin. Interference experiments prove that the two fields cancel each other out as discussed in a future blog. This would also be true for magnons.

If electons and magnons share equally in compressing the photon during the string cycle, it means that 299,792,459 complementary electon pairs surround and constrict the photon as they retract compared to just one complementary magnon pair. Perhaps, then, there are something like 100 n-magnons bound to 100 s-magnons, which would mean there would be 29,979,245,900 e-electons bound to the same number of p-electons. The bound, retracting complementary pairs would cover the electron like an orange peel, which ultimately constricts the electron into an extremely dense particle. The energy of the retracting strings is stored as potential energy in the form of a dense elastic ball of primordial goo. A portion of this goo is destined to become virtual particles in the next string cycle. Kelland—www.vestheory.com