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The Rubik’s cube is a calculator

I saw that video and wanted to make a thread, but forgot
Also does anyone understood what he said in the video?
I didn't watch it, but it's an application of the Chinese Remainder Theorem. For finite Abelian groups, there's a unique factorization analogous to the fundamental theorem of algebra. The Rubik's group isn't abelian (for example R U is not equivalent to U R) but the cyclic subgroup generated by a sequence of moves as one element is (for example <U R>)
 
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interesting...

BUT

a mechanical calculator is a better mechanical calculator than a rubik's cube :-)

also a computer is a calculator

if you want to give a read:


Nice article. "Calculator" may mean different things so, depending on the definition you use there may be way older calculators than Pascal's. For instance, https://the-past.com/news/ancient-greek-calculator-reconstructed/
 
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