Idoequations
Idoequations put idoprinciples into symbolic mathematical forms.
Idoequations are itoequations dealing with the relationships between idoriginals with themselves, and originals, coriginals, itoconcepts, and the itoidentireplicas.
They also itomap. information about idoriginals to that of the different types of itoidentireplicas in terms of ixperiencitness and consciousness.
The types of Itoequations, are Oriequations, Idoequations, coriequations,Citoequations, Vitoequations, Fitoequations, Enhaequations, Isoequations, Musequations, Insiequations, tritoequations, and Simiequations.
Idomatinterchangeability
This is the equation for idomatinterchangeability. It means that between an original and a idoriginal if matter is exchanged then the mentality of the two different people will stay the same.
the term represents a single interchange of matter from one subatomic particle to a large percentage of the total matter of the itobody. The subscripts x and y represent more than just points in space they represent the path through space that the itobodies travel during their existence or life time.
The term represents all the possible switching patterns of matter between the itobodies.
This means that if you exchange matter between two different idoriginals and all the other factors stay the same they will have the same consciousness or mentality.
These equations are also valid:
etc.
Because they are not physically or materially equal these next equations are valid also:
.
We can construct an infinitely number of different equations from this developing mathematical language. We will only deal with (some of) the equations that either help to show the development and syntax of this language or the concepts of this theory of consciousness.