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| | +5 | | | +5 |
| |} | | |} |
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| == Zheanist theory ==
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| A-Team oneirotonic may be a particularly good place to apply [[Zheanism]], because A-Team temperament doesn't yield many low-complexity chords.
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| 18edo may be a better basis for a style of oneirotonic Zheanism using comma sharp and comma flat fifths (in particular diesis sharp and diesis flat fifths; diesis is a category with a central region of 32 to 40c) than 13edo. In 18edo both the major fifth (+31.4c) and the minor fifth (-35.3) are about a diesis off from a just perfect fifth. In 13edo only the major fifth is a diesis sharp, and it is +36.5c off from just; so there's less wiggle room for a [[neji]] if you want every major fifth to be at most a diesis sharp).
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| 31nejis and 34nejis also provide opportunities to use dieses directly, since 1\31 (38.71c) and 1\34 (35.29c) are both dieses.
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| === Chords ===
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| These are just oneirotonic-inspired chords, they aren't guaranteed to fit in your neji.
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| ==== /13 ====
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| *13:16:19 Tridecimal Squashed Major Triad
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| *13:17:19 Tridecimal Squashed Sus4
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| *13:17:20 Tridecimal Squashed 2nd Inversion Minor Triad
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| *13:17:21 Tridecimal Squashed 2nd Inversion Major Triad
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| *13:16:19:22 Tridecimal Oneiro Major Tetrad
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| ==== /17 ====
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| *17:20:25 Septen Squashed Minor Triad
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| *17:20:26 Septen Squashed 1st Inversion Major Triad
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| *17:20:25:29 Septen Minor Oneiro Tetrad
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| *17:21:25:29 Septen Major Oneiro Tetrad
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| *17:20:26:29 Septen Squashed 1st Inversion Major Triad addM6
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| *34:40:47:55 Septen Orwell Tetrad
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| *34:40:52:58:76:89:102:129 (Celephaïsian + P5; R-min3-sup5-M6-M9-sub11-P12(fc)-M14)
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| *34:40:52:58:76:89:102:110:129 (Celephaïsian + P5; R-min3-sup5-M6-M9-sub11-P12(fc)-supmin13-M14)
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| *34:40:50:58:89:102:129 (R-min3-sub5-M6-M9-sub11-P12(rc)-M14)
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| *34:40:50:58:89:102:110:129 (R-min3-sub5-M6-M9-sub11-P12(rc)-supmin13-M14)
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| *34:40:50:58:76:89:110:129 (R-m3-sub5-M6-M9-sub11-supm13-M7)
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| *34:40:50:58:76:89:102:110:129:208 (R-m3-sub5-M6-M9-sub11-P12(rc)-supm13-M14-sup19(rc^2))
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| ==== /23 ====
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| *23:27:30 Vice Squashed Min4
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| *23:27:30:35:44 Vice Squashed Min4 addM5,M7
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| *23:27:37 Vice Orwell Tetrad no5
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| *46:54:63:76 Vice Orwell Tetrad
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| *46:54:67:78 Vice Minor Oneiro Tetrad
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| *46:54:60:67:78 Vice Min4 Oneiro Pentad
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| ==== /29 ====
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| *29:34:38 Vicenon Squashed Sus4
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| *29:34:42 Vicenon Squashed Minor Triad
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| *29:36:42 Vicenon Squashed Major Triad
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| *29:34:40:47 Vicenon Orwell Tetrad
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| *29:38:65:84:99 Vicenon Oneiro Core Pentad
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| *29:38:65:84:99:110 Vicenon Oneiro Core Hexad
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| *58:65:72:80:84:94:99:110:116 Vicenon Dylathian &4
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| *58:65:72:76:84:94:99:110:116 Vicenon Dylathian
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| *58:65:72:76:84:89:99:110:116 Vicenon Ilarnekian
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| *58:65:72:76:84:89:99:104:116 Vicenon Ilarnekian @8
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| *58:65:68:76:84:94:99:110:116 Vicenon Celephaïsian &6
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| *58:65:68:76:84:89:99:110:116 Vicenon Celephaïsian
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| *58:65:68:76:84:89:99:104:116 Vicenon Ultharian
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| *58:65:68:76:80:89:99:104:116 Vicenon Mnarian
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| *58:65:68:76:80:89:99:110:116 Vicenon Mnarian &8
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| *58:65:68:76:80:89:94:104:116 Vicenon Hlanithian &2
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| *58:61:68:76:80:89:99:104:116 Vicenon Kadathian
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| *58:61:68:76:84:89:99:104:116 Vicenon Ultharian @2
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| *58:61:68:76:80:89:94:104:116 Vicenon Hlanithian
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| *58:61:68:72:80:89:99:104:116 Vicenon Sarnathian &6
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| *58:61:68:72:80:89:94:104:116 Vicenon Sarnathian
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| *58:61:68:72:80:84:94:104:116 Vicenon Sarnathian @6
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| ==== Over small prime multiples ====
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| === Some oneirotonic nejis ===
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| *58:61:65:68:72:76:80:84:89:94:99:104:110:116 A very low-complexity 13neji; not optimized for transposability.
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| == Samples == | | == Samples == |