The axiom of choice is a mathematical assertion that can be understand colloquially as the ability to go through an infinite number of buckets and choose exactly one object from each bucket (assuming there are no empty buckets).

It seems simple enough (and maybe even "obvious"), but it actually has a bunch of implications in the world of mathematical proofs that boggle my mind, including the fact that you can cut up a sphere into a small number of pieces and then reassemble those pieces into... two spheres of the same size as the original. Insert balls joke here. (Look up the Banach-Tarski paradox if you want to go down a rabbit hole.)

Don't even get me started on the hairy ball theorem. 🌐

Axiom of Choice

pushing buttons 🔘 and twisting knobs 🎛️

JC++, a producer and DJ with Midwestern roots, was classically trained on piano, clarinet, and bass guitar. Now living in NYC and armed with a laptop and headphones, he plays with electronic music as a universal language that anyone can connect with.

His progressive house tracks create a fun mood in a range of spaces, from casual apartment hangs to dance floor parties. Layered vocals and intricate soundscapes turn his music into vibrant journeys, keeping the energy going with a whimsical touch.

What is JC++ in a nutshell? The aural rendition of an emoji. d(@_@)b

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dj.jcplusplus@gmail.com

http://jcplusplus.com