5L 3s: Difference between revisions
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*17:20:25 Septendecimal Squashed Minor Triad | * 17:20:25 Septendecimal Squashed Minor Triad | ||
*17:21:25 Septen Squashed Major Triad | * 17:21:25 Septen Squashed Major Triad | ||
*17:20:26 Septen Squashed 1st Inversion Major Triad | * 17:20:26 Septen Squashed 1st Inversion Major Triad | ||
*17:20:25:29 Septen Minor Oneiro Tetrad | * 17:20:25:29 Septen Minor Oneiro Tetrad | ||
*17:21:25:29 Septen Major Oneiro Tetrad | * 17:21:25:29 Septen Major Oneiro Tetrad | ||
*17:20:26:29 Septen Squashed 1st Inversion Major Triad addM6 | * 17:20:26:29 Septen Squashed 1st Inversion Major Triad addM6 | ||
*34:43:50 Septen Squashed Supermajor Triad | * 34:43:50 Septen Squashed Supermajor Triad | ||
*34:40:47:55 Septen Orwell Tetrad | * 34:40:47:55 Septen Orwell Tetrad | ||
*34:40:52:58:76:89:102:129 (Celephaïsian + P5; R-min3-sup5-M6-M9-sub11-P12(fc)-M14) | * 34:40:52:58:76:89:102:129 (Celephaïsian + P5; R-min3-sup5-M6-M9-sub11-P12(fc)-M14) | ||
*34:40:52:58:76:89:102:110:129 (Celephaïsian + P5; R-min3-sup5-M6-M9-sub11-P12(fc)-supmin13-M14) | * 34:40:52:58:76:89:102:110:129 (Celephaïsian + P5; R-min3-sup5-M6-M9-sub11-P12(fc)-supmin13-M14) | ||
*34:40:50:58:89:102:129 (R-min3-sub5-M6-M9-sub11-P12(rc)-M14) | * 34:40:50:58:89:102:129 (R-min3-sub5-M6-M9-sub11-P12(rc)-M14) | ||
*34:40:50:58:89:102:110:129 (R-min3-sub5-M6-M9-sub11-P12(rc)-supmin13-M14) | * 34:40:50:58:89:102:110:129 (R-min3-sub5-M6-M9-sub11-P12(rc)-supmin13-M14) | ||
*34:40:50:58:76:89:110:129 (R-m3-sub5-M6-M9-sub11-supm13-M7) | * 34:40:50:58:76:89:110:129 (R-m3-sub5-M6-M9-sub11-supm13-M7) | ||
*34:40:50:58:76:89:102:110:129:208 (R-m3-sub5-M6-M9-sub11-P12(rc)-supm13-M14-sup19(rc^2)) | * 34:40:50:58:76:89:102:110:129:208 (R-m3-sub5-M6-M9-sub11-P12(rc)-supm13-M14-sup19(rc^2)) | ||
==== /19 ==== | ==== /19 ==== | ||
The notes 38:41:43:46:48:50:52:54:56:58:60:63:65:68:70:73:76 provide the best low complexity fit to oneirotonic (in particular, 18edo) in the [[prime family]] /19. | The notes 38:41:43:46:48:50:52:54:56:58:60:63:65:68:70:73:76 provide the best low complexity fit to oneirotonic (in particular, 18edo) in the [[prime family]] /19. | ||
*19:24:28 Novemdecimal Squashed Major Triad | * 19:24:28 Novemdecimal Squashed Major Triad | ||
*19:23:28 Novem Squashed Neutral Triad | * 19:23:28 Novem Squashed Neutral Triad | ||
*19:22:28 Novem Squashed Minor Triad | * 19:22:28 Novem Squashed Minor Triad | ||
*19:24:29 Novem Semiaugmented Triad | * 19:24:29 Novem Semiaugmented Triad | ||
*19:24:30 Novem Augmented Triad | * 19:24:30 Novem Augmented Triad | ||
*19:24:43 Novem Oneiro Major add9 | * 19:24:43 Novem Oneiro Major add9 | ||
*19:24:43:50 Novem Oneiro Major add9sub11 | * 19:24:43:50 Novem Oneiro Major add9sub11 | ||
*19:24:28:43:50 Novem Squashed Major Triad add9 sub11 | * 19:24:28:43:50 Novem Squashed Major Triad add9 sub11 | ||
*19:24:29:43:50 Novem Semiaug Triad add9 sub11 | * 19:24:29:43:50 Novem Semiaug Triad add9 sub11 | ||
*19:25:34 Novem Expanding Quartal | * 19:25:34 Novem Expanding Quartal | ||
*19:26:34 Novem Contracting Quartal | * 19:26:34 Novem Contracting Quartal | ||
*38:48:56:65 Novem Oneiro Major Tetrad | * 38:48:56:65 Novem Oneiro Major Tetrad | ||
*38:48:73 Novem Oneiro Major Seventh Triad | * 38:48:73 Novem Oneiro Major Seventh Triad | ||
*38:48:63 Novem Squashed 1st Inversion Minor Triad | * 38:48:63 Novem Squashed 1st Inversion Minor Triad | ||
*38:50:65 Novem Oneiro Quartal Triad | * 38:50:65 Novem Oneiro Quartal Triad | ||
*38:50:65:73 Novem Oneiro Quartal Seventh Tetrad | * 38:50:65:73 Novem Oneiro Quartal Seventh Tetrad | ||
*38:50:65:86 Novem Oneiro Core Tetrad | * 38:50:65:86 Novem Oneiro Core Tetrad | ||
*38:50:65:86:112 Novem Oneiro Core Pentad | * 38:50:65:86:112 Novem Oneiro Core Pentad | ||
*38:50:65:86:112:146 Novem Oneiro Core Hexad | * 38:50:65:86:112:146 Novem Oneiro Core Hexad | ||
*38:50:63 Novem Squashed First Inversion Neutral Triad | * 38:50:63 Novem Squashed First Inversion Neutral Triad | ||
==== /23 ==== | ==== /23 ==== | ||