GUFT, Session 9

The force that is next in strength to the strong force is the electromotive force. The electromotive force is the force of electrodynamic energy. Electrodynamic energy is formed in mainly electromagnetic energy and electrons. The most common form of electrodynamic energy is electromagnetic energy. All electromagnetic energy is a propagated field of electrical field that has a magnetic field curled around it by the right-hand-rule in which both the electric field fluctuates at a given wavelength and the magnetic field fluctuates at a given wavelength. The wavelength of a beam of electromagnetic energy is the fluctuation of the electric field of the given electromagnetic beam of energy as the given beam is propagated directorally in a straight line if the beam of electromagnetic energy is traveling through a vacuum. However, when the electric field of a beam of electromagnetic energy fluctuates, its corresponding magnetic field will curl around it with the same relative homogeneity of fluctuation, yet often with a different indical amplitude when considering the density of the corresponding orbifold spin-orbital delineations and the given metric-gauge actions of these given orbifolds. The spin and orbit actions of the superstrings of the given orbifolds may have a redistribution matrix that has a gauge-metric that distributes a higher metric-gauge per set of iterations than the angular momentum of these superstrings delineate. If an orbifold has a higher spin-orbit quantum than its angular momentum has, the redistribution matrix of this orbifold, here of electromagnetic energy, will apply a coefficient euclidean based added magnetism to the energy. What will happen here is that you will proportionably, by an integer based solution, have an eletromagnetic beam that is more magnetic than electrical. What this is is a magnetized beam of electromagnetic energy.