∞edo: Difference between revisions

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∞edo ~~would be a~~ tuning with ~~a infinite number of notes~~. ~~However, it would be impossible to use since intervals are spaced like numbers. This means~~ ∞edo recreates all ~~harmonics PERFECTLY~~. ~~Even~~ the ~~smallest~~ of ~~intervals are recreateable. But, You cant use it. Even if you go up 1 googolplex intervals, you would still have 2 NEARLY perfect notes. Unfortunately, no songs will ever use this tuning.~~

'''Infinity equal divisions of the octave''' (abbreviated '''∞edo'''), is tuning system that divides the octave into infinitely many equal parts, with each step being infinitesimally small. ∞edo recreates all intervals with perfect accuracy.

== See also ==

* [[User:Akselai/On the infinite division of the octave]]

* [[Free pitch]]

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-∞edo would be a tuning with a infinite number of notes. However, it would be impossible to use since intervals are spaced like numbers. This means ∞edo recreates all harmonics PERFECTLY. Even the smallest of intervals are recreateable. But, You cant use it. Even if you go up 1 googolplex intervals, you would still have 2 NEARLY perfect notes. Unfortunately, no songs will ever use this tuning.
+{{Novelty}}
+'''Infinity equal divisions of the octave''' (abbreviated '''∞edo'''), is  tuning system that divides the octave into infinitely many equal parts, with each step being infinitesimally small. ∞edo recreates all intervals with perfect accuracy.
+== See also ==
+* [[User:Akselai/On the infinite division of the octave]]
+* [[Free pitch]]

∞edo: Difference between revisions

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