Illusively truly infinite number

Illusively truly infinite number is a certain number that is finite at least in one aspect, but is thought to be infinite because it cannot be proven otherwise. ITIN is the opposite of RTIN. "In one aspect" means that the number might be complex (not literally), consisting of multiple layers or definitions, by most of which, the number can be deemed infinite. If we were to explain this in actual complex numbers (a + bi), a partially infinite number would be ω + 2i, while ω + ωi would be a slightly more infinite number, as it is infinite in multiple aspects. Yet, not even this number is truly infinite. Largest solution for ITIN would be a number with truly infinite amount of aspects, just one of which is not truly infinite, but is infinitely close to this, or "portrayed by an illusively pseudotruly infinite number". Roughly the same thing repeats on a lesser scale, ending with another "lesser variation" of ITIN, an then it repeats infinitely.
Certain ITIN might be a solution for the size of The Final Hyperverse.
Category:Number
Category:Infinity