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FKH Extended-diatonic Interval Names: Difference between revisions

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50edo: P1 W1 S1 sm2 nm2 m2 Sm2 sM2 M2 WM2 SM2 sm3 nm3 m3 Sm3 sM3 M3 WM3 SM3 s4 n4 P4 W4 S4 A4 WA4/nd5 d5 s5 n5 P5 WS5 S5 sm6 nm6 m6 Sm6 sM6 M6 WM6 SM6 sm7 nm7 m7 Sm7 sM7 M7 WM7 SM7 s8 n8 P8
50edo: P1 W1 S1 sm2 nm2 m2 Sm2 sM2 M2 WM2 SM2 sm3 nm3 m3 Sm3 sM3 M3 WM3 SM3 s4 n4 P4 W4 S4 A4 WA4/nd5 d5 s5 n5 P5 WS5 S5 sm6 nm6 m6 Sm6 sM6 M6 WM6 SM6 sm7 nm7 m7 Sm7 sM7 M7 WM7 SM7 s8 n8 P8


53edo: P1 K1/S1 1-2 sm2 m2 Km2 SKm2 skM2 sM2 M2 SM2 2-3 sm3 m3 Km3 SKm3 skM3 kM3 M3 SM3 3-4 s4 P4 K4 SK4 skA4 kA4 Kd5 SKd5 SA4/sk5 k5 P5 S5 5-6 sm6 m6 Km6 SKm6 skM6 sM6 M6 SM6 6-7 sm7 m7 Km7 SKm7 skM7 kM7 M7 SM7 7-8 k8/s8 P8
53edo: P1 K1/S1 1-2 sm2 m2 Km2 SKm2 skM2 kM2 M2 SM2 2-3 sm3 m3 Km3 SKm3 skM3 kM3 M3 SM3 3-4 s4 P4 K4 SK4 skA4 kA4 Kd5 SKd5 sk5 k5 P5 S5 5-6 sm6 m6 Km6 SKm6 skM6 kM6 M6 SM6 6-7 sm7 m7 Km7 SKm7 skM7 kM7 M7 SM7 7-8 k8/s8 P8


72edo: P1 K1 S1 hA1 sm2 nm2 m2 Km2 kN2 N2 KN2 kM2 M2 WM2 SM2 2-3 sm3 nm3 m3 Km3 kN3 N3 KN3 kM3 M3 WM3 SM3 3-4 s4 k4 P4 K4 S4 hA4 KhA4 kA4 A4/d5 Kd5 khd5 hd5 s5 k5 P5 K5 S5 5-6 sm6 nm6 m6 Cm6 kN6 N6 KN6 kM6 M6 WM6 SM6 6-7 sm7 nm7 m7 Km7 kN7 N7 KN7 kM7 M7 WM7 SM7 hd8 s8 k8 P8
72edo: P1 K1 S1 hA1 sm2 nm2 m2 Km2 kN2 N2 KN2 kM2 M2 WM2 SM2 2-3 sm3 nm3 m3 Km3 kN3 N3 KN3 kM3 M3 WM3 SM3 3-4 s4 k4 P4 K4 S4 hA4 KhA4 kA4 A4/d5 Kd5 khd5 hd5 s5 k5 P5 K5 S5 5-6 sm6 nm6 m6 Cm6 kN6 N6 KN6 kM6 M6 WM6 SM6 6-7 sm7 nm7 m7 Km7 kN7 N7 KN7 kM7 M7 WM7 SM7 hd8 s8 k8 P8
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P1 S1 1-2 Km2 kM2 2-3 Km3 kM3 3-4 s4 P4 S4 s5 P5 S5 5-6 Km6 kM6 6-7 Km7 kM7 7-8 s8 P8, from which we can see it is a Barbados tuning.
P1 S1 1-2 Km2 kM2 2-3 Km3 kM3 3-4 s4 P4 S4 s5 P5 S5 5-6 Km6 kM6 6-7 Km7 kM7 7-8 s8 P8, from which we can see it is a Barbados tuning.
== TUSKIN Extended-diatonic interval names ==
Alternatively, we use letters as accidentals. Like Sagittal, they can be applied anywhere-ish, apart from neutrals and intermediates. (?)
* k shifts 81/80, the syntonic comma, for classic or comma-wide/comma-narrow, to get 5/4
* s shifts 64/63, for septimal or super/sub, to get 9/7
* u shifts 99/98, for undecimal or up/under, to get 14/11
* t shifts 1053/1024, the tridecimal major dieses, for tridecimal or turnt/tanked or tall/tiny, to get 16/13
27edo: P1 m2 N1 N2 kM2 M2 m3 Km3 N3 kM3 M3 P4 N4 TK4 tk5 N5 P5 m6 Km6 N6 kM6 M6 m7 Km7 N7 N8 M7 P8
43edo: P1 S1 1-2 sm2 m2 Tm2 tM2 M2 SM2 2-3 sm3 m3 Tm3 tM3 M3 SM3 3-4 s4 P4 S4 T4 A4 d5 T5 s5 P5 S5 5-6 sm6 m6 Tm6 tM6 M6 SM6 6-7 sm7 m7 Tm7 tM7 M7 SM7 7-8 s8 P8
46edo: P1 K1/S1 sm2 m2 Km2 Tm2 tM2 sM2 M2 SM2 sm3 m3 Km3 Tm3 tM3 kM3 M3 SM3 s4 P4 K4 T4 tA4/d5 kA4/Kd5 A4/Td5 SA4/t5 k5 P5 S5 sm6 m6 Km6 Tm6 tM6 sM6 M6 SM6 sm7 m7 Km7 Tm7 tM7 kM7 M7 SM7 k8/s8 P8
50edo: P1 U1/T1 S1 sm2 um2 m2 Tm2 tM2 M2 UM2 SM2 sm3 um3 m3 Tm3 tM3 M3 UM3 SM3 s4 t4 P4 T4 S4 A4 TA4/td5 d5 s5 t5 P5 T5 S5 sm6 um6 m6 Tm6 tM6 M6 UM6 SM6 sm7 um7 m7 Tm7 tM7 M7 UM7 SM7 s8 u8/t8 P8
53edo: P1 K1/S1 1-2 sm2 m2 Km2 Tm2 tM2 kM2 M2 SM2 2-3 sm3 m3 Km3 Tm3 tM3 kM3 M3 SM3 3-4 s4 P4 K4 T4 tA4 kA4 Kd5 Td5 t5 k5 P5 S5 5-6 sm6 m6 Km6 Tm6 tM6 kM6 M6 SM6 6-7 sm7 m7 Km7 Tm7 tM7 kM7 M7 SM7 7-8 k8/s8 P8
72edo: P1 K1 S1 hA1 sm2 um2 m2 Km2 kN2 N2 KN2 kM2 M2 UM2 SM2 hA2/hd3 sm3 um3 m3 Km3 kN3 N3 KN3 kM3 M3 UM3 SM3 hA3/hd4 s4 k4 P4 K4 S4 hA4 KhA4 kA4 A4/d5 Kd5 khd5 hd5 s5 k5 P5 K5 S5 hA5/hd6 sm6 nm6 m6 Cm6 kN6 N6 KN6 kM6 M6 WM6 SM6 hA6/hd7 sm7 um7 m7 Km7 kN7 N7 KN7 kM7 M7 UM7 SM7 hd8 s8 k8 P8
80edo: P1 S1 K1 _ sm2 m2 _ km2 _ Tm2 tM2 _ kM2 _ M2 still not easy...
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