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I invented a new number, how do i describe it in math?


Souper

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It's going to be called the Grahgol.

Imagine the graham's number describing the amount of 0's behind a single 1.

Now, i want to know how to write that down without losing my sanity.

(Graham's number = 3 3

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Graham's number, for example, is just a number for which his proof (regarding a Ramsey-type problem on hypercubes) works. The actual number he published it with is much smaller, g_64 was not published by himelf. And the optimal bound is even smaller, it might even be possible to write it down in decimals.

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I invented a new number, It's going to be called the GrahGOOOAAAAAALLLLLLLLLLL.

Its graham's number to the power of Graham's number.

I await the publication of this number in a math journal.

You simply thought up an equation, solved it, and declared you had discovered the number.

Ummm I don't think he did that, or he wouldn't be asking "how do i describe it in math? " and "i want to know how to write that down without losing my sanity."

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Well, he wanted a number with a 1 followed by g_64 0s. That defined the number (and is as good a description as 10^g_64). Lacking any good definition of what exactly "equation" should mean here, I would default to a "property" instead, and one is given by the previous sentence.

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