Arguments for the itocontinuum theory

Existence arguments for itocontinuums are arguments showing that itocontinuums can or do exist.
Creation arguments for itocontinuums are arguments showing that itocontinuums can be created or constructed.
Utility arguments for itocontinuums are arguments showing that itocontinuums can be useful in many different ways.

Arguments for the itocontinuum theory can be broken down into:

Arguments for the oricontinuum theory,
Arguments for the idocontinuum theory
Arguments for the coricontinuum theory
Arguments for the citocontinuum theory
Arguments for the vitocontinuum theory,
Arguments for the fitocontinuum theory,
Arguments for the isocontinuum theory,
Arguments for the biocontinuum theory,
Arguments for the enhacontinuum theory,
Arguments for the muscontinuum theory,
Arguments for the nrgcontinuum theory,
Arguments for the tritocontinuum theory,
Arguments for the combocontinuum theory,
Arguments for the simicontinuum theory.

Arguments for the oricontinuum theory would be arguments showing that oricontinuums can exist, be constructed, and be useful.
Arguments for the idocontinuum theory would be arguments showing that idocontinuums can exist, be constructed, and be useful.
Arguments for the coricontinuum theory would be arguments showing that coricontinuums can exist, be constructed, and be useful.
Arguments for the citocontinuum theory would be arguments showing that citocontinuums can exist, be constructed, and be useful.
Arguments for the vitocontinuum theory would be arguments showing that vitocontinuums can exist, be constructed, and be useful.
Arguments for the fitocontinuum theory would be arguments showing that fitocontinuums can exist, be constructed, and be useful.
Arguments for the isocontinuum theory would be arguments showing that isocontinuums can exist, be constructed, and be useful.
Arguments for the biocontinuum theory would be arguments showing that biocontinuums can exist, be constructed, and be useful.
Arguments for the enhacontinuum theory would be arguments showing that enhacontinuums can exist, be constructed, and be useful.
Arguments for the muscontinuum theory would be arguments showing that muscontinuums can exist, be constructed, and be useful.
Arguments for the nrgcontinuum theory would be arguments showing that nrgcontinuums can exist, be constructed, and be useful.
Arguments for the tritocontinuum theory would be arguments showing that tritocontinuums can exist, be constructed, and be useful.
Arguments for the combocontinuum theory would be arguments showing that combocontinuums can exist, be constructed, and be useful.
Arguments for the simicontinuum theory would be arguments showing that simicontinuums can exist, be constructed, and be useful.

Existence arguments for itocontinuums are based on the existence of itopaths that can be grouped into a continuum structure. Since itopaths can be more and less like each other they can be grouped together into structures where the itopath that are more like each other are closer together in the geometric structure of the continuum. Likeness of itopaths is just one of the possible organizing structures for itocontinuums. Likeness of itopath can in terms of itofazpaths: itophysipaths, itophysapaths, itoawarepaths, itomentapaths, itoixpepaths, and itoepipaths. There are many uses for itocontinuums one is itofazapproximation and itofazextrapolation. If there are itopaths in a itocontinuum between other itopaths that produce the same ixperiencitness it is likely that these itopath will also produce the same ixperiencitness. For example, if an itophysipath within an itophysicontinuum produces a specific ixperiencitness it is likely that most of the surrounding itophysipaths will also produce the same itophysapath and thus the same ixperiencitness.