Anything Bigger/Smaller Than This? (No.)
This article is a record holder. Better read it!
Asymptote Unreasonability is the smallest/biggest number in Fictional Googology Wiki!
Asymptote Unreasonability is the asymptotic point after infinite sequence of fallacies and refutal types, regardless of losing forms after attempting to be refuted. Such points can be at the asymptotic transcendental point of the Box where no objects in the Box can actually reach rrealities.
The actual entry can't be stated, due to forms (such as metatext and observation) becoming impossible while being self-claiming transcended on each attempted refutation.
Trivia[]
- This is one of the entries holding "asymptotic transcendence" statements for the Box, where you can't think of metaboxial objects (not patatext metastatements).
- Istamtae defined Asymptotic Transcendence as "when you can't establish the higher tiers of transcendence greater than the asymptote point after a sequence of self-claimed transcendences."