Part 1: When two or more names reach the same numerical total through different pathways... For each name can only expand in accordance with its constituent letters and the particular way in which they become “filled”, and if so, they must necessarily follow different pathways in order to reach the same total. For we are not now talking about cases where the sums of the numerical values of the constituent letters of various names are simply equal, because this has a different significance: it is then clear that the names in question are related to one another in terms of their number, and both are involved in a total number of functions identical to the simple numerical value of the names.
Here, however, we are dealing with a phenomenon that signifies something different, inasmuch as we see a single total which the various names can reach only by expanding in different ways. (The numerical values of the various expansions are not simply equal, but different numerical operations must be performed in order for them to reach the same total, as explained in greater detail below.)