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  text: '[summary: \nGraham's number is a... rather large number. Tim Urban of _Wait but Why_ gives a [http://waitbutwhy.com/2014/11/1000000-grahams-number.html good introduction].\n\n![](http://28oa9i1t08037ue3m1l0i861.wpengine.netdna-cdn.com/wp-content/uploads/2014/11/grahams-number.png)]\n\nGraham's number is a... rather large number. Letting $f(x) = 3\\uparrow^n 3$ (in [+knuth_up_arrow_notation]) and $f^n(x) = \\underbrace{f(f(f(\\cdots f(f(x)) \\cdots ))}_{n\\text{ applications of }f}$, Graham's number is defined to be $f^{64}(4).$\n\nThe result is sizable. For an explanation of how large this is and why, see Tim Urban's [http://waitbutwhy.com/2014/11/1000000-grahams-number.html explanation] at Wait but Why.',
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