A norm-state that is comprised of one first-ordered point particle that is supplementally norm to a set of first-ordered point particles that form a plane of surface area that is norm to reverse holomorphic relative to the originally stated first-ordered point particle is called a Campbell norm-state. Campbell norm-states that travel in positive time that are considered positive travel in a holomorphically-based directoralization. Campbell norm-states that travel in negative time that are considered positive travel in an antiholomorphically-based directoralization. Campbell norm-states that travel in positive time that are considered negative travel in an antiholomorphically-based directoralization. Campbell norm-states that travel in negative time that are considered negative travel in a holomorphically-based directoralization. As Campbell states move per sequential series of instantons, these scatter adjacent first-ordered point particles that are loose in certain regions. Such first-ordered point particles that are loose do not exist in a norm-state as is. The scattering of loose first-ordered point particles is a redistribution of anomalous Fock Space that exists along the Ward bounds of general homotopy. I will continue with the suspence later!
Sincerely,
Sam.
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