There are many times as many two-dimensional superstrings as one-dimensional superstrings. Another way to put it, there are many times as many closed or bosonic superstrings as there are open or fermionic superstrings. So, for instance, when an electron forms a photon by dropping an energy level, a phenomena that contains one-dimensional superstrings in terms of its plain kinetic energy -- this phenomena with plain kinetic energy being an electron -- drops an energy level so as to emit a particle that is comprised, in part, of a two-dimensional superstring that here is a photon. A photon is an arbitrary example of a phenonema whose discrete energy permittivity is comprised of a bosonic, or closed, or another words, of a two-dimensional superstring. Nuclei of atoms do not bear much plain kinetic energy as compared to that of electrons. For that reason, the nuclei of atoms have a higher percentage of two-dimensional superstrings than the percentage of two-dimensional superstrings that an electron has. Superstrings may open and superstrings may shut. A one-dimensional superstring shuts to form a two-dimensional superstring, as an arbitrary example, when the plain kinetic energy that comprises an elecatron forms the substringular portion of a photon. A two-dimensional superstring of a photon opens to form a one-dimensional superstring that comprises a discrete unit of kinetic energy permittivity when a discrete unit of electromagnetic energy converts to a discrete unit of kinetic energy. Zero-Norm-States (loose point particles) are what open or shut superstrings. When a point particle that forms a line of tangency by being norm to a disc-like configuration of point particles that interconnect directly via a mini-string segment, this is an example of a negative-norm-state when these states travel in the reverse-holomorphic general direction during Ultimon Flow. If I previously accidentally flipped the concept of the relative holomorphicity before as to this, this right here is the way it is. Here is how I can see better as to what I am talking about now: The scattering of the collision of negative-norm-states with substringular phenomena leaves a ghost-like and virtually motionless pattern of where the prior mentioned substringular phenomena had been in an arbitrary prior iteration. I will continue with the suspense later. Until then, aim your spear for the moon so that you can get your spear across the river.
The just mentioned comment is a metaphor for trying to continually improve in life.
Have a phenomenal day!
Sincerely,
Sam Roach.
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