Infinity In A Box

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I'm a great fan and adherent of the absurd, particularly when the absurd is rooted in logic and arithmetical fact: viz. my ramblings on stupidly large numbers and combinatorial arithmetical series in general. This particular peculiarity I find exceptionally intriguing, however: The Menger Sponge. This extraordinary and most intriguingly feasible of objects exhibits two parallel and opposing arithmetical series that render it thus fascinating. A cube of definite, defined dimensions subdivided in such manner as to lose mass as it gains surface area by the simplest of algorithms, ad infinitum. I'll simply give you the link to the page on The Medium where I discovered this little beauty, as it explains this arithmetical nicety to a tee. Exquisite at once in both its simplicity and complexity, it opens up a universe of possibility of thought... 

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