14618edo: Difference between revisions
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Note its exceptional accuracy in the no-17 no-23 29-limit |
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{{EDO intro|14618}} | {{EDO intro|14618}} | ||
14618edo is an extremely strong 13-limit system, with a lower [[relative error]] than any previous equal temperaments, beating [[6079edo|6079]] and not until 73591 do we find a better equal temperament in the same subgroup. A [[comma basis]] is {[[123201/123200]], 1990656/1990625, 3294225/3294172, 4084223/4084101, 781258401/781250000}. It is much less impressive beyond that limit, though it does well in the 2.3.5.7.11.13.19.29 subgroup. | 14618edo is an extremely strong 13-limit system, with a lower [[relative error]] than any previous equal temperaments, beating [[6079edo|6079]] and not until 73591 do we find a better equal temperament in the same subgroup. A [[comma basis]] is {[[123201/123200]], 1990656/1990625, 3294225/3294172, 4084223/4084101, 781258401/781250000}. It is much less impressive beyond that limit, though it does well in the 2.3.5.7.11.13.19.29 subgroup, holding the record of relative error until [[16808edo|16808]]. | ||
=== Prime harmonics === | === Prime harmonics === | ||