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| DoorDash Marco
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| 27edo scale
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| 2 2 1 2 2 2 2 1 2 2 2 2 1 2 2
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| 88.888889
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| 177.777778
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| 222.222222
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| 311.111111
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| 400.000000
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| 488.888889
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| 577.777778
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| 622.222222
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| 711.111111
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| 800.000000
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| 888.888889
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| 977.777778
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| 1022.222222
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| 1111.111111
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| 1200
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| Ermwhatthesprucetone
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| A 41-note scale in the 29-limit
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| Steps In Ascending Order
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| 33 steps of 16.575731 (2019241/2000000)
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| 1 step of 24.701198 (1200/1183)
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| 1 step of 128.298245 (14/13)
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| 1 step of 152.999445 (2400/2197)
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| 1 step of 111.731285 (16/15)
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| 3 steps of 92.178717 (135/128)
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| 1 step of 111.731285 (16/15)
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| Spruce Comma of 0.002714 (77300065479163904000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000/77299944298455559068076745067175776920243424699723347487212164372321180411371493256509174290145027953446185092451321944663476856068937735822209642165858830949247937926572819709532130908795412249530290562960241481)
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| In cents
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| 16.575731, 33.151462, 49.727193, 66.302924, 82.878655, 99.454386, 116.030117, 132.605848, 149.181579, 165.757310, 182.333041, 198.908772, 215.484503, 232.060234, 248.635965, 265.211696, 281.787427, 298.363158, 314.938889, 331.514620, 348.090351, 364.666082, 381.241813, 397.817544, 414.393275, 430.969006, 447.544737, 464.120468, 480.696199, 497.271930, 513.847661, 530.423392, 546.999123, 571.700321, 699.998566, 811.729851, 903.908568, 996.087284, 1088.266001, 1199.997286 1200.000000
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Bear’s Choice Temperament A.K.A. Vicesimotertial 8edo
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| In cents
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| 147.219024, 300.218467, 450.000384, 594.865588, 750.005208, 899.787125, 1052.786568, 1200.005592
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| Step by step
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| 184/169 x 2400/2197 x 736/675 x 735/676 x 35/32 x 736/675 x 2400/2197 x 184/169
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| Normal JI
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| 184/169, 441600/371293, 4333568/3341637, 265431040/188245551, 290315200/188245551, 8546879488/5082629877, 6837503590400/3722179279923, 1258100660633600/629048298306987
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| Hey, I have a question. If I made this octave repeating, would the last step be the comma (147.213432 cents?) Or is a comma the difference between the point of repetition and the octave (0.005592 cents?)
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| In the former case, Bear’s Comma is 3722179279923/3418751795200. In the latter case, it’s 629050330316800/629048298306987.
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