The Green Ananasrenette Apple contains boundless structures of something comparable to Max Tegmark’s Type IV multiverse, which describes an "ultimate ensemble" containing all possible worlds and variations of physical laws that can be efficiently computed. By prerequisite, a Type IV multiverse would encompass the very concept of dimensionality, containing a-dimensional objects within its bounds, most particularly Platonic Forms. This structure encompasses all possible systems, physical or not.

In layman's terms, a Platonic multiverse is similar to what an "Omniverse" is classically viewed as within most worlds: an "existential entirety" that contains all universes, multiverses, dimensions, and layers of existence. The level of the Platonic multiverse being described here encompasses all permutations, extensions, and any other alterations to such things as well. As a Platonic multiverse intrinsically contains objects that transcend the necessity of dimension, this Level Type is the point where dimensionality becomes completely neither here nor there in all cases.

In even more simpler terms, this is a multiverse that encompasses anything and everything within the parameters of abstract mathematics.