But what would 1/googolplexianth of the universe be? 10^10^10^10^100! Googolplexian: 10^10^10^100 or 10^Googolplexian. Yep. A googolplex is 10 to the power of googol. A "1" followed by one hundred zeros. Which is pretty big. a googolplexianth is 1/googolplexian or you could say Googolplex is a googolplexianth! A googolplexianth is the biggest amount of whatever... at least, the one that has been given an official name yet is somehow smaller than Infinity. Googolplexian is nothing compared to Graham's number since googlplexian is merely 10^10^10^100 while it is already dwarfed by the first iteration for Graham's number (3 ↑↑↑↑ 3 = 3 ↑↑↑ 7,625,597,484,987) reply; Studying for my yearly math exam. Just how big is a googolplexianth? Well, a googol Planck Lengths (1 Planck Length, btw, is currently accepted as the smallest measurement we can calculate stuff with) is about one inch... and 5pt font can let you fit a word or two into that distance... and, as previously mentioned, that font is the requirement for having googolplex in printed form to fit inside the universe... and these stats don't even TOUCH googolplexianth... so... A googolplexianth of the universe is currently too small for us to even use in any sort of equation. What's the mass of the universe, in cats? This article lists and discusses the usage and derivation of names of large … So it is thanos vs an unimaginably large … Googolplex = 1 followed by a googol zeroes, of 10^10^100; this number would require 5pt-sized font to fit in the universe, maybe an even smaller size. Stupid dog you made me look bad! What is a Googolplexianth? a googolplexian. Googolplexian = 1 followed by googolplex zeroes, or 10^10^10^100; a universe this big in meters would contain a trillion. Googol: A very large number! Googolplexian is 10 with googolplex zeros. Now, a googolplexianth... that is 10^10^10^10... to the power of POSITIVE 100, which is 10^10^10^10^10^2. Many questions about cats can be answered with googolplexes or googolplexianths (or even zillions). Googolplex is 10 with googol more zeros. If my cat creates an article by walking on the keyboard, what's the probability it'll be featured on the main page? History. Permalink Submitted by Year 7 student on November 1, 2017 . 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