Quantum FFF Rigid String Theory ( FFF= Function Follws string Form)

QUANTUM FFF topological STRING THEORY and the Fermion Propeller.
http://vixra.org/author/leo_vuyk
https://www.flickr.com/photos_user.gne?
path=&nsid=93308747%40N05&page=&details=1

If the big bang was the splitting of a huge Axion/ Higgs particle Dark Matter Black Hole (ELISIUM DM- BH) nucleus into smaller DM-BH nuclei, then no standard Fermion/ Baryon inflation has happened only the DM-BH based Lyman alpha forest equipped with local Herbig Haro star/galaxy creating systems.

All black holes of all sizes (down to ball lightning) seem to be equipped with a Fermion repelling- and plasma producing horizon, which has also a charge splitting effect into a negative (outside) and positive ( inside) zone ( see oriental basin of the moon) .Conclusion, all Bhs are: "Negative Charged Electric Dark Matter Black Holes" with a rigid open string sector with intrinsic 3x hinging curvature.

Friday, February 01, 2019

TWO superpartner Higgs with different masses. 123.5 and 126 GeV.


There are TWO real Higgs supersymmetrical particles (in a rigid string model) found in the LHC which is denied because they have a different mass.,
https://motls.blogspot.com/2019/02/bear-et-al-string-theory-predicted.html
Quote: "the 125GeV Higgs boson, along with the absence of superpartners at the LHC at this point as well as the null results of the dark matter direct search experiments, is exactly what the most conventional string theory scenario – equipped with a naturally sounding refreshed notion of naturalness and a seemingly conservative type of the anthropic veto – has always predicted."
However, Imo, there is no absence of Higgs superpartners in the LHC. there are two partners: 123,5 and 126 GeV. also mentioned in the past by Dorigo.
According to Quantum FFF Theory, There is a mass difference  because the ( Casimir) vacuum oscillations in our materia;l universe have left handedness.
see: https://www.flickr.com/photos/93308747@N05/albums/72157665806293350
see below:



also called : toroidal orientifold