5L 3s: Difference between revisions
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Chords are given in oneirotonic MOS interval notation. For example, M5 means major mosfifth (squashed fifth). | Chords are given in oneirotonic MOS interval notation. For example, M5 means major mosfifth (squashed fifth). | ||
"Wide" means that a triad uses the perfect mos6th (major 5th); "narrow" means that a triad used a major mos5th (minor 5th) | |||
* R-M3-M5: Squashed Major Triad | |||
* R-m3-M5: Squashed Minor Triad | * R-M3-M5: Narrow Major Triad; Squashed Major Triad | ||
* R-m3-M5: Narrow Minor Triad; Squashed Minor Triad | |||
* R-m3-m5: Squashed Dim Triad | * R-m3-m5: Squashed Dim Triad | ||
* R-M3-A5: Squashed Aug Triad | * R-M3-A5: Squashed Aug Triad | ||
* R-M3-M5-A6: | * R-M3-M5-A6: Narrow Major Triad Add6 | ||
* R-m3-M5-A6: | * R-m3-M5-A6: Narrow Minor Triad Add6 | ||
* R-M3-M5-M7: | * R-M3-M5-M7: Narrow Major Tetrad | ||
* R-m3-M5-M7: | * R-m3-M5-M7: Narrow Minor Tetrad | ||
* R-m3-m5-M7: | * R-m3-m5-M7: Half-Diminished Tetrad | ||
* R-m3-m5-m7: Orwell Tetrad, | * R-m3-m5-m7: Orwell Tetrad, Diminished Tetrad | ||
* R-M3-A6: Squashed 1st Inversion Minor Triad; Sephiroth Triad (approximates 8:10:13 in 13edo and 31edo) | * R-M3-A6: Squashed 1st Inversion Minor Triad; Sephiroth Triad (approximates 8:10:13 in 13edo and 31edo) | ||
* R-M3-A6-M8: Sephiroth Triad Add7 | * R-M3-A6-M8: Sephiroth Triad Add7 | ||
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* R-M3-A6-(m2)-(P4): Sephiroth Triad Addm9 Sub11 | * R-M3-A6-(m2)-(P4): Sephiroth Triad Addm9 Sub11 | ||
* R-M3-A6-(P4): Sephiroth Triad Sub11 | * R-M3-A6-(P4): Sephiroth Triad Sub11 | ||
* R-m3-P6: Squashed 1st Inversion Major Triad | * R-m3-P6: Wide Minor Triad; Squashed 1st Inversion Major Triad | ||
* R-M3-M7: 1st Inversion Squashed Minor Triad (note the order of terms!) | * R-M3-M7: Wide Major Triad; 1st Inversion Squashed Minor Triad (note the order of terms!) | ||
* R-m3-M7: Minor | * R-m3-M7: Minor add6 no5 | ||
* R-m3-m7: | * R-m3-m7: Minor addm6 no5 | ||
* R-m5-M7: | * R-m5-M7: Narrow5 no3 add6 | ||
* R-m5-m7: | * R-m5-m7: Narrow5 no3 add6 | ||
* R-M3-M8: | * R-M3-M8: Major 7th no5 | ||
* R-m3-M8: | * R-m3-M8: Minor Major 7th no5 | ||
* R-M3-M5-M8: | * R-M3-M5-M8: Narrow5 Major Seventh Tetrad | ||
* R-m3-M5-M8: | * R-m3-M5-M8: Narrow5 Minor Major Seventh Tetrad | ||
* R-M3-M7-M8: | * R-M3-M7-M8: no5 Major Seventh Add6 | ||
* R-m3-M7-M8: | * R-m3-M7-M8: no5 Minor Major Seventh Add6 | ||
* R-M3-P6-M8: | * R-M3-P6-M8: Wide5 Major Seventh | ||
* R-m3-P6-M8: Oneiro Minor Major Seventh | * R-m3-P6-M8: Wide5 Oneiro Minor Major Seventh | ||
* R-M3-(M2): Oneiro Major Add9 | * R-M3-(M2): Oneiro Major Add9 | ||
* R-m3-(M2): Oneiro Minor Add9 | * R-m3-(M2): Oneiro Minor Add9 | ||
* R-M3-M5-(M2): | * R-M3-M5-(M2): Narrow Major Triad Add9 | ||
* R-m3-M5-(M2): | * R-m3-M5-(M2): Narrow Minor Triad Add9 | ||
* R-M3-(M2)-(P4): | * R-M3-(M2)-(P4): no5 Major Add9 Sub11 | ||
* R-m3-(M2)-(P4): | * R-m3-(M2)-(P4): no5 Minor Add9 Sub11 | ||
* R-m3-P6-M7-(M2)-(P4)-(A6)-(M8) | * R-m3-P6-M7-(M2)-(P4)-(A6)-(M8) | ||
* R-M2-P4: | * R-M2-P4: Sus24 No5 | ||
* R-M2-M5: | * R-M2-M5: Narrow Sus2 Triad | ||
* R-P4-M5: | * R-P4-M5: Narrow Sus4 Triad | ||
* R-M2-P4-M5: | * R-M2-P4-M5: Narrow Sus24 | ||
* R-P4-M7: Oneiro Quartal Triad | * R-P4-M7: Oneiro Quartal Triad | ||
* R-P4-M7-(M2): Oneiro Quartal Tetrad, Core Tetrad | * R-P4-M7-(M2): Oneiro Quartal Tetrad, Core Tetrad | ||
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* R-m5-m8: Contracting Quartal Triad | * R-m5-m8: Contracting Quartal Triad | ||
* R-m5-m7-m8: Contracting Quartal Triad Addm7 | * R-m5-m7-m8: Contracting Quartal Triad Addm7 | ||
* R-M3-M5-m8: | * R-M3-M5-m8: Narrow Major Triad addm7 | ||
== Primodal theory == | == Primodal theory == | ||