R>f question

[Animus-sama]

In a universe with infinite r>fs, there is a character that encompasses a structure that is inaccessible even if its infinite permutations combine, and that extends its entire life. What could be the answer to this question? Can you give me a detailed explanation? (it would be better if admin does it)

 

[Wikisource]

I think that can be High 1-A, if that character has qualitative superior than previous infinite r/fs.

 

[Protector_Hunk]

if that character has qualitative superior than previous infinite r/fs.

That is.

 

[ActuallySpaceMan42]

If by inaccessible, you mean they can not be surpassed through the repetition of R > F, then it sounds like High 1-A.

 

[Animus-sama]

If by inaccessible, you mean they can not be surpassed through the repetition of R > F, then it sounds like High 1-A.

Could it be 1-a^inf Is r>f in the universe enough to upgrade this cosmology?

 

[ActuallySpaceMan42]

Could it be 1-a^inf Is r>f in the universe enough to upgrade this cosmology

No amount of raising to power equals genuine R > F, wiki-wise. If the verse treated as such, it would just be higher into 1-A.

 

[GarrixianXD]

This is 1-A+. For High 1-A, you need to transcend and be superior to the hierarchy; simply encompassing lower 1-A layers won't reach that level.

 

[Protector_Hunk]

This is 1-A+. For High 1-A, you need to transcend and be superior to the hierarchy; simply encompassing lower 1-A layers won't reach that level.

In fact, it does not only cover, it can both cover and affect a structure that remains inaccessible even if infinite permutations of the structure we call 1-A+ etc. are combined.

 

[Protector_Hunk]

No amount of raising to power equals genuine R > F, wiki-wise. If the verse treated as such, it would just be higher into 1-A.

When we say universe here, we are not referring to cosmology, we are referring to construction. DC Marvel etc.