Let us initially consider a nuclear isotope, that is set in an individually taken case scneario -- to where this exists as a set of the given respective element-based composite -- that is set and untouched, relatively speaking, at a location, where it may exist at a relatively macroscopic level -- to be, otherwise speaking, in a state of static equilibrium, over a duration of time. Such a given arbitrary composite, that is of a radioactive-based nature, will tend to decay over a pronounceably longer than transient duration of time that it is set at at its spot, to here remain relatively untouched by its environment. Due to the nature of the unstable condition of the nucleon/electrostatic manner of such a radioactive composite, the directly associated eigenstates of the multiplicit centralized knotting -- that is of the mass-bearing eigenstates that are of the given arbitrary composite of unstable radioactive mass of this case -- are of a nature, to where the torsional-based eigenstates that are of the nature of the correlative charges -- that are of both the valence-based nature and of the nuclear charge nature of the overall composite -- are torsioned or unloosed in an outward manner from the overall set phenomenology of the decaying nuclear debris, in a relatively dot-product-based manner, over time. This so-eluded-to weakening of the transgressive interplay -- of the ever-weakening eigenstates of those centralized knotting-based cites of the Rarita Structure, that are here correlative to a "domino-effect" of a loosening of such homotopic loci, that would here involve taking the initial condition of the "gluing" of particles of the nuclear composite -- to where the exterial cites work here at being brought into a position to where the loosening of one set of such cites will eventually of its own accord, tend to work to form a process of working to weaken a systematic interplay of such eigenstates of the centralized knotting of the Rarita Structure -- to where this is the basis as to the workings of the general activity of spontaneous radioactive decay.
To Be Continued! Sincerely, Samuel David Roach.
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