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Gottastakinion 1


This number is based on the Lynz by this I mean it could be described as a dynamic googolism although it doesn't follow the same pattern as the Lynz it still has similar qualities with that brief explanation out of the way lets begin. We begin with the number 10 as this is generally the first "big number" people come across when they are young for every hour of 1 day it increases ten times so after 1 day the number becomes equal to 10^25 based on the fact that after 1 hour the ten would become 1 hundred. After the next day it would be equal to 10^49 after the next day it would be equal to 10^73 after the 4th day it becomes equal to 10^97 already close to Googol. After the 5th day it becomes equal to 10^121 or ten times Claude Shannon's rough estimate of the number of games of chess possible. After the 6th day it becomes equal to 10^145 and after 1 week or the 7th day it becomes equal to 10^169. As you can see thats a long way from ten but that isn't even close too the end of this number because you have to continue this process on for another week. After the 8th day the number becomes equal to 10^193 after the 9th day it is equal to 10^217 after the tenth day it is equal to 10^241.After the 11th day it is equal to 10^265 After the 12th day it is equal to 10^289. After the 13th day it becomes equal to 10^313 after the 14th day it is equal to 10^337 after the 15th day it is equal to 10^361. After the 16th day it is equal to 10^385 after the 17th day it is equal to 10^409 after the 18th day it becomes equal to 10^433 after the 19th day it becomes equal to 10^457 after the 20th day it becomes equal to 10^481. After the 21st day it becomes equal to 10^505 after the 22nd day it is equal to 10^529 after the 23rd day it is equal to 10^553 and after the 24th day it becomes equal equal to 10^577. After the 25th day it becomes equal 10^601 After the 26th day it is equal to 10^625 After the 27th day it is equal to 10^649 after the 28th day it is equal to 10^673. The number Gottastakinion 1 is produced after the 10^10^10^10^10^10^10^10^10^10th year or ten tetrated ten times years. In my opinion this is the most beautiful number as of now for its simplicity as well as its complexity.

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