The notion of "hierarchy" and "framework," in particular, is of interest here.
1-A transcends the framework of all lower tiers, and
High 1-A in turn transcends the framework of
1-A. This "framework," precisely defined, means nothing more than a series (Or more accurately, a potential series) of layers related to each other through some quality present in all of them. In other words, it is nothing other than a genus, with the "layers" in question then being species of that genus.
In the case of the tiers prior to
1-A, the "layers" in question are defined by the qualities of dimensionality and cardinality, with
Low 1-A being the aggregate of all such structures into a proper class. Thus, the "framework" in question consists of the genus of quantity. As such,
1-A is aptly described as occupying a higher genus than anything below it.
Yet, there may also be similar hierarchies in
1-A itself, the levels of which have qualitative transcendences amongst each other as well. Thus, though a qualitatively greater domain surpasses the genus of quantity, still it is embedded within a broader genus of its own. And although the difference between any two of these levels is essential, still there is a broad, generic quiddity that applies uniformly to all its levels, which are then specifications of it in accordance with their degree of reality. To put it more precisely: The levels differ in species, but share a common genus.
So, for example: for three
1-A layers, A > B > C, each of them is nothing but "Generic Attribute + Specific Atrribute A," "Generic Attribute + Specific Attribute B" and "Generic Attribute + Specific Attribute C." A
High 1-A being is something that surpasses not only the specific attributes corresponding to the lower layers, but also the generic attribute defining the whole series of layers, and any potential other layers that can possibly spring from it.
It is exactly how 1-A itself transcends the genus that defines all possible dimensional levels (Quantity). - Source