0x24879404…9f63sent to0xd11d0009…ed03·#24,021,384·view on Etherscan
"name":"Moser","description":"Moser's number is a truly gigantic mathematical constant that provides an absurdly large upper bound for a hypercube-path Ramsey problem.\n\nTo give you a sense of how big a math bear Moser is, if you start with a 2, and raise it to the power of 2, and then raise 2 to the power of that, and raise 2 to the power of that, you get 2^65536 which has many orders of magnitude more digits than the total number of atoms in the universe. If you stack 65,536 2s in such a \"power tower,\" that's called Mega. Then, Moser's number is defined as a tower of 2s of height Mega — which is vastly beyond anything describable with normal notation, so people use a shorthand involving polygons.\n\nDefinitely a fat bear, QED","attributes":[{"trait_type":"Type","value":"Bear"}]<?xml version="1.0" encoding="UTF-8"?>
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polygon points&J