whoa π€
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pythagoras: aha! musical harmony is governed by the ratios of small integers! how beautiful. how glorious. i will make this fact the centerpiece of my entire worldview
whoever invented equal temperament: lol what if we just used powers of uhhh the twelfth root of two instead
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i know i know, i actually worked this out in my most popular stackexchange answer ever, still not satisfied thouh
is it really βdecent enoughβ is the question
are we being robbed of better music out of convenience π€
βhey any nice musicβ
βok we have like classical, which has a lot of genius but also was socially and technologically constrainedβ
βthen you have like electronic music where you can never tell if the sound driver crashed and youβre just listening to the sound buffer loopingβ
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if "better music" means more resonant intervals yes, probably, but i think the flexibility that we gain is totally worth it. seems to disagree tho
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What's "better" though? Equal temperament allows notes to be interpreted as belonging to different keys. By slightly fuzzing the harmonic ratios, you get harmonic "puns" which allow for chord progressions. And, subjectively, I enjoy chord progressions.
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Considering that Bach made equal temperamente popular, and that he wrote the most glorious music ever witnessed, I highly doubt we are being "robbed" of better music.
...That is, if you value harmony/counterpoint over tone purity, which I personally do.
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