Aberschismic temperaments: Difference between revisions

Revision as of 13:02, 6 January 2022

The hemifamity temperaments temper out the hemifamity comma, [10 -6 1 -1⟩ = 5120/5103, dividing an exact or approximate septimal diesis, [2 2 -1 -1⟩ = 36/35 into two equal steps.

Belonging to it and considered below are buzzard, undecental, leapday, mystery, quanic and ketchup. Other hemifamity temperaments are:

Dominant, {36/35, 64/63} → Meantone family
Garibaldi, {225/224, 3125/3087} → Schismatic family
Rodan, {245/243, 1029/1024} → Gamelismic clan
Hemififths, {2401/2400, 5120/5103} → Breedsmic temperaments
Misty, {3136/3125, 5120/5103} → Misty family
Amity, {4375/4374, 5120/5103} → Ragismic microtemperaments and Amity family
Countercata, {5120/5103, 15625/15552} → Kleismic family
Kwai, {5120/5103, 16875/16807} → Mirkwai clan
Supers, {5120/5103, 118098/117649} → Stearnsmic clan
Undim, {5120/5103, 390625/388962} → Undim family
Quinticosiennic, {5120/5103, 395136/390625} → Quintaleap family
Quintakwai, {5120/5103, 9765625/9680832} → Quindromeda family
Alphaquarter, {5120/5103, 29360128/29296875} → Escapade family

Buzzard

See also: Vulture family

Subgroup: 2.3.5.7

Comma list: 1728/1715, 5120/5103

Mapping: [⟨1 0 -6 4], ⟨0 4 21 -3]]

Wedgie: ⟨⟨ 4 21 -3 24 -16 -66 ]]

POTE generator: ~21/16 = 475.636

Template:Val list

Badness: 0.047963

11-limit

Subgroup: 2.3.5.7.11

Comma list: 176/175, 540/539, 5120/5103

Mapping: [⟨1 0 -6 4 -12], ⟨0 4 21 -3 39]]

POTE generator: ~21/16 = 475.700

Optimal GPV sequence: Template:Val list

Badness: 0.034484

13-limit

Subgroup: 2.3.5.7.11.13

Comma list: 176/175, 351/350, 540/539, 676/675

Mapping: [⟨1 0 -6 4 -12 -7], ⟨0 4 21 -3 39 27]]

POTE generator: ~21/16 = 475.697

Optimal GPV sequence: Template:Val list

Badness: 0.018842

17-limit

Subgroup: 2.3.5.7.11.13.17

Comma list: 176/175, 256/255, 351/350, 442/441, 540/539

Mapping: [⟨1 0 -6 4 -12 -7 14], ⟨0 4 21 -3 39 27 -25]]

POTE generator: ~21/16 = 475.692

Optimal GPV sequence: Template:Val list

Badness: 0.018403

19-limit

Subgroup: 2.3.5.7.11.13.17.19

Comma list: 176/175, 256/255, 286/285, 324/323, 351/350, 540/539

Mapping: [⟨1 0 -6 4 -12 -7 14 -12], ⟨0 4 21 -3 39 27 -25 41]]

POTE generator: ~21/16 = 475.679

Optimal GPV sequence: Template:Val list

Badness: 0.015649

Buteo

Subgroup: 2.3.5.7.11

Comma list: 99/98, 385/384, 2200/2187

Mapping: [⟨1 0 -6 4 9], ⟨0 4 21 -3 -14]]

POTE generator: ~21/16 = 475.436

Optimal GPV sequence: Template:Val list

Badness: 0.060238

13-limit

Subgroup: 2.3.5.7.11.13

Comma list: 99/98, 275/273, 385/384, 572/567

Mapping: [⟨1 0 -6 4 9 -7], ⟨0 4 21 -3 -14 27]]

POTE generator: ~21/16 = 475.464

Optimal GPV sequence: Template:Val list

Badness: 0.039854

Undecental

Subgroup: 2.3.5.7

Comma list: 5120/5103, 235298/234375

Mapping: [⟨1 0 61 71], ⟨0 1 -37 -43]]

Wedgie: ⟨⟨ 1 -37 -43 -61 -71 4 ]]

POTE generator: ~3/2 = 703.039

Template:Val list

Badness: 0.094603

Leapday

For the 5-limit version of this temperament, see High badness temperaments #Leapday.

Not to be confused with calendar-based modes such as those in 293edo or Irvian mode.

Leapday tempers out [31 -21 1⟩ (trisayo) in the 5-limit. This temperament can be described as 29&46 temperament, which tempers out the hemifamity and 686/675 (senga). Alternative extension polypyth (46&121) tempers out the same 5-limit comma as the leapday, but with the porwell (6144/6125) rather than the hemifamity tempered out.

Subgroup: 2.3.5.7

Comma list: 686/675, 5120/5103

Mapping: [⟨1 0 -31 -21], ⟨0 1 21 15]]

Wedgie: ⟨⟨ 1 21 15 31 21 -24 ]]

POTE generator: ~3/2 = 704.263

Template:Val list

Badness: 0.096123

11-limit

Subgroup: 2.3.5.7.11

Comma list: 121/120, 441/440, 686/675

Mapping: [⟨1 0 -31 -21 -14], ⟨0 1 21 15 11]]

POTE generator: ~3/2 = 704.250

Optimal GPV sequence: Template:Val list

Badness: 0.038624

13-limit

Subgroup: 2.3.5.7.11.13

Comma list: 91/90, 121/120, 169/168, 352/351

Mapping: [⟨1 0 -31 -21 -14 -9], ⟨0 1 21 15 11 8]]

POTE generator: ~3/2 = 704.214

Optimal GPV sequence: Template:Val list

Badness: 0.024732

17-limit

Subgroup: 2.3.5.7.11.13.17

Comma list: 91/90, 121/120, 136/135, 154/153, 169/168

Mapping: [⟨1 0 -31 -21 -14 -9 -34], ⟨0 1 21 15 11 8 24]]

POTE generator: ~3/2 = 704.229

Optimal GPV sequence: Template:Val list

Badness: 0.017863

19-limit

Subgroup: 2.3.5.7.11.13.17.19

Comma list: 91/90, 121/120, 133/132, 136/135, 154/153, 169/168

Mapping: [⟨1 0 -31 -21 -14 -9 -34 9], ⟨0 1 21 15 11 8 24 -3]]

POTE generator: ~3/2 = 704.135

Optimal GPV sequence: Template:Val list

Badness: 0.017356

Leapling

Subgroup: 2.3.5.7.11.13.17.19

Comma list: 77/76, 91/90, 121/120, 136/135, 153/152, 169/168

Mapping: [⟨1 0 -31 -21 -14 -9 -34 -37], ⟨0 1 21 15 11 8 24 26]]

POTE generator: ~3/2 = 704.123

Optimal GPV sequence: Template:Val list

Badness: 0.019065

Mystery

Main article: Mystery

For the 5-limit version of this temperament, see High badness temperaments #Mystery.

Subgroup: 2.3.5.7

Comma list: 5120/5103, 50421/50000

Mapping: [⟨29 46 0 14], ⟨0 0 1 1]]

Wedgie: ⟨⟨ 0 29 29 46 46 -14 ]]

POTE generator: ~5/4 = 388.646

Template:Val list

Badness: 0.103734

11-limit

Subgroup: 2.3.5.7.11

Comma list: 441/440, 896/891, 3388/3375

Mapping: [⟨29 46 0 14 33], ⟨0 0 1 1 1]]

POTE generator: ~5/4 = 388.460

Optimal GPV sequence: Template:Val list

Badness: 0.034291

13-limit

Subgroup: 2.3.5.7.11.13

Comma list: 196/195, 352/351, 364/363, 676/675

Mapping: [⟨29 46 0 14 33 40], ⟨0 0 1 1 1 1]]

POTE generator: ~5/4 = 388.354

Optimal GPV sequence: Template:Val list

Badness: 0.018591

Quanic

Subgroup: 2.3.5.7

Comma list: 5120/5103, 5832000/5764801

Mapping: [⟨1 1 -4 0], ⟨0 5 54 24]]

POTE generator: ~160/147 = 140.493

Template:Val list

Badness: 0.179475

11-limit

Subgroup: 2.3.5.7.11

Comma list: 540/539, 1331/1323, 5120/5103

Mapping: [⟨1 1 -4 0 1], ⟨0 5 54 24 21]]

POTE generator: ~88/81 = 140.489

Optimal GPV sequence: Template:Val list

Badness: 0.058678

13-limit

Subgroup: 2.3.5.7.11.13

Comma list: 352/351, 540/539, 729/728, 1331/1323

Mapping: [⟨1 1 -4 0 1 3], ⟨0 5 54 24 21 6]]

POTE generator: ~13/12 = 140.496

Optimal GPV sequence: Template:Val list

Badness: 0.032481

17-limit

Subgroup: 2.3.5.7.11.13.17

Comma list: 352/351, 442/441, 540/539, 715/714, 847/845

Mapping: [⟨1 1 -4 0 1 3 -2], ⟨0 5 54 24 21 6 52]]

POTE generator: ~13/12 = 140.497

Optimal GPV sequence: Template:Val list

Badness: 0.021112

19-limit

Subgroup: 2.3.5.7.11.13.17.19

Comma list: 352/351, 400/399, 442/441, 456/455, 495/494, 715/714

Mapping: [⟨1 1 -4 0 1 3 -2 -5], ⟨0 5 54 24 21 6 52 79]]

POTE generator: ~13/12 = 140.496

Optimal GPV sequence: Template:Val list

Badness: 0.017273

Septiquarter

Subgroup: 2.3.5.7

Comma list: 5120/5103, 420175/419904

Mapping: [⟨1 3 10 2], ⟨0 -7 -38 4]]

Wedgie: ⟨⟨ 7 38 -4 44 -26 -116 ]]

POTE generator: ~147/128 = 242.453

Template:Val list

Badness: 0.053760

Semiseptiquarter

Subgroup: 2.3.5.7.11

Comma list: 5120/5103, 9801/9800, 14641/14580

Mapping: [⟨2 6 20 4 15], ⟨0 -7 -38 4 -20]]

POTE generators: ~121/105 = 242.4511

Optimal GPV sequence: Template:Val list

Badness: 0.064160

13-limit

Subgroup: 2.3.5.7.11.13

Comma list: 352/351, 847/845, 1716/1715, 14641/14580

Mapping: [⟨2 6 20 4 15 7], ⟨0 -7 -38 4 -20 1]]

POTE generators: ~121/105 = 242.4448

Optimal GPV sequence: Template:Val list

Badness: 0.034834

Tricot

See also: Tricot family

The generator for tricot is the real cube root of third harmonic, 3^1/3, tuned between 63/44 and 13/9. Tricot can be described as 53&70 temperament (also called as "trimot'", as confirmed by the data from x31eq), tempering out the tricot comma, [39 -29 3⟩ in the 5-limit, 2430/2401 (nuwell comma) and 5120/5103 in the 7-limit, 99/98 and 121/120 in the 11-limit, 169/168, 352/351, 640/637, and 729/728 in the 13-limit.

Subgroup: 2.3.5.7

Comma list: 2430/2401, 5120/5103

Mapping: [⟨1 0 -13 -3], ⟨0 3 29 11]]

Wedgie: ⟨⟨ 3 29 11 39 9 -56 ]]

POTE generator: ~81/56 = 634.026

Template:Val list

Badness: 0.100127

11-limit

Subgroup: 2.3.5.7.11

Comma list: 99/98, 121/120, 5120/5103

Mapping: [⟨1 0 -13 -3 -5], ⟨0 3 29 11 16]]

POTE generator: ~63/44 = 634.027

Optimal GPV sequence: Template:Val list

Badness: 0.056134

13-limit

Subgroup: 2.3.5.7.11.13

Comma list: 99/98, 121/120, 169/168, 352/351

Mapping: [⟨1 0 -13 -3 -5 0], ⟨0 3 29 11 16 7]]

POTE generator: ~13/9 = 634.012

Optimal GPV sequence: Template:Val list

Badness: 0.032102

Countriton

For the 5-limit version of this temperament, see High badness temperaments #Countriton.

Subgroup: 2.3.5.7

Comma list: 5120/5103, 7558272/7503125

Mapping: [⟨1 6 19 -7], ⟨0 -9 -34 20]]

POTE generator: ~1728/1225 = 588.582

Template:Val list

Badness: 0.131191

11-limit

Subgroup: 2.3.5.7.11

Comma list: 176/175, 5120/5103, 41503/41472

Mapping: [⟨1 6 19 -7 27], ⟨0 -9 -34 20 -48]]

POTE generator: ~108/77 = 588.545

Optimal GPV sequence: Template:Val list

Badness: 0.084782

13-limit

Subgroup: 2.3.5.7.11.13

Comma list: 176/175, 351/350, 847/845, 2197/2187

Mapping: [⟨1 6 19 -7 27 14], ⟨0 -9 -34 20 -48 -21]]

POTE generator: ~108/77 = 588.544

Optimal GPV sequence: Template:Val list

Badness: 0.042321

Ketchup

Subgroup: 2.3.5.7

Comma list: 5120/5103, 1071875/1062882

Mapping: [⟨2 3 4 6], ⟨0 4 15 -9]]

Wedgie: ⟨⟨ 8 30 -18 29 -51 -126 ]]

POTE generator: ~64/63 = ~81/80 = 25.719

Template:Val list

Badness: 0.084538

11-limit

Subgroup: 2.3.5.7.11

Comma list: 385/384, 1331/1323, 2200/2187

Mapping: [⟨2 3 4 6 7], ⟨0 4 15 -9 -2]]

POTE generator: ~55/54 = ~64/63 = ~81/80 = 25.693

Optimal GPV sequence: Template:Val list

Badness: 0.039555

13-limit

Subgroup: 2.3.5.7.11.13

Comma list: 325/324, 352/351, 847/845, 1331/1323

Mapping: [⟨2 3 4 6 7 8], ⟨0 4 15 -9 -2 -14]]

POTE generator: ~55/54 = ~64/63 = ~81/80 = 25.697

Optimal GPV sequence: Template:Val list

Badness: 0.024824

17-limit

Subgroup: 2.3.5.7.11.13.17

Comma list: 289/288, 325/324, 352/351, 385/384, 561/560

Mapping: [⟨2 3 4 6 7 8 8], ⟨0 4 15 -9 -2 -14 4]]

POTE generator: ~55/54 = ~64/63 = ~81/80 = 25.701

Optimal GPV sequence: Template:Val list

Badness: 0.016591

19-limit

Subgroup: 2.3.5.7.11.13.17.19

Comma list: 190/189, 209/208, 289/288, 352/351, 385/384, 561/560

Mapping: [⟨2 3 4 6 7 8 8 9], ⟨0 4 15 -9 -2 -14 4 -12]]

POTE generator: ~55/54 = ~64/63 = ~81/80 = 25.660

Optimal GPV sequence: Template:Val list

Badness: 0.018170

23-limit

Subgroup: 2.3.5.7.11.13.17.19.23

Comma list: 190/189, 209/208, 253/252, 289/288, 323/322, 352/351, 385/384

Mapping: [⟨2 3 4 6 7 8 8 9 9], ⟨0 4 15 -9 -2 -14 4 -12 1]]

POTE generator: ~55/54 = ~64/63 = ~81/80 = 25.661

Optimal GPV sequence: Template:Val list

Badness: 0.014033

@@ Line 42: / Line 42: @@
 POTE generator: ~21/16 = 475.700
-Vals: {{Val list| 53, 58, 111, 280cd, 391cd }}
+Optimal GPV sequence: {{Val list| 53, 58, 111, 280cd, 391cd }}
 Badness: 0.034484
@@ Line 55: / Line 55: @@
 POTE generator: ~21/16 = 475.697
-Vals: {{Val list| 53, 58, 111, 280cdf, 391cdf }}
+Optimal GPV sequence: {{Val list| 53, 58, 111, 280cdf, 391cdf }}
 Badness: 0.018842
@@ Line 68: / Line 68: @@
 POTE generator: ~21/16 = 475.692
-Vals: {{Val list| 53, 58, 111, 321cdfg }}
+Optimal GPV sequence: {{Val list| 53, 58, 111, 321cdfg }}
 Badness: 0.018403
@@ Line 81: / Line 81: @@
 POTE generator: ~21/16 = 475.679
-Vals: {{Val list| 53, 58h, 111 }}
+Optimal GPV sequence: {{Val list| 53, 58h, 111 }}
 Badness: 0.015649
@@ Line 94: / Line 94: @@
 POTE generator: ~21/16 = 475.436
-Vals: {{Val list| 5, 48, 53 }}
+Optimal GPV sequence: {{Val list| 5, 48, 53 }}
 Badness: 0.060238
@@ Line 107: / Line 107: @@
 POTE generator: ~21/16 = 475.464
-Vals: {{Val list| 5, 48f, 53 }}
+Optimal GPV sequence: {{Val list| 5, 48f, 53 }}
 Badness: 0.039854
@@ Line 156: / Line 156: @@
 POTE generator: ~3/2 = 704.250
-Vals: {{Val list| 17c, 29, 46, 167de, 213de, 259cdde }}
+Optimal GPV sequence: {{Val list| 17c, 29, 46, 167de, 213de, 259cdde }}
 Badness: 0.038624
@@ Line 169: / Line 169: @@
 POTE generator: ~3/2 = 704.214
-Vals: {{Val list| 17c, 29, 46, 121def, 167def, 213deff }}
+Optimal GPV sequence: {{Val list| 17c, 29, 46, 121def, 167def, 213deff }}
 Badness: 0.024732
@@ Line 182: / Line 182: @@
 POTE generator: ~3/2 = 704.229
-Vals: {{Val list| 17cg, 29g, 46, 121defg, 167defg, 213deffg }}
+Optimal GPV sequence: {{Val list| 17cg, 29g, 46, 121defg, 167defg, 213deffg }}
 Badness: 0.017863
@@ Line 195: / Line 195: @@
 POTE generator: ~3/2 = 704.135
-Vals: {{Val list| 17cg, 29g, 46, 75dfgh, 121defgh }}
+Optimal GPV sequence: {{Val list| 17cg, 29g, 46, 75dfgh, 121defgh }}
 Badness: 0.017356
@@ Line 208: / Line 208: @@
 POTE generator: ~3/2 = 704.123
-Vals: {{Val list| 17cgh, 29g, 46h, 75dfg, 121defghh }}
+Optimal GPV sequence: {{Val list| 17cgh, 29g, 46h, 75dfg, 121defghh }}
 Badness: 0.019065
@@ Line 239: / Line 239: @@
 POTE generator: ~5/4 = 388.460
-Vals: {{Val list| 29, 58, 87, 145 }}
+Optimal GPV sequence: {{Val list| 29, 58, 87, 145 }}
 Badness: 0.034291
@@ Line 252: / Line 252: @@
 POTE generator: ~5/4 = 388.354
-Vals: {{Val list| 29, 58, 87, 145, 232, 377cef }}
+Optimal GPV sequence: {{Val list| 29, 58, 87, 145, 232, 377cef }}
 Badness: 0.018591
@@ Line 278: / Line 278: @@
 POTE generator: ~88/81 = 140.489
-Vals: {{Val list| 94, 111, 205 }}
+Optimal GPV sequence: {{Val list| 94, 111, 205 }}
 Badness: 0.058678
@@ Line 291: / Line 291: @@
 POTE generator: ~13/12 = 140.496
-Vals: {{Val list| 94, 111, 205 }}
+Optimal GPV sequence: {{Val list| 94, 111, 205 }}
 Badness: 0.032481
@@ Line 304: / Line 304: @@
 POTE generator: ~13/12 = 140.497
-Vals: {{Val list| 94, 111, 205 }}
+Optimal GPV sequence: {{Val list| 94, 111, 205 }}
 Badness: 0.021112
@@ Line 317: / Line 317: @@
 POTE generator: ~13/12 = 140.496
-Vals: {{Val list| 94, 111, 205 }}
+Optimal GPV sequence: {{Val list| 94, 111, 205 }}
 Badness: 0.017273
@@ Line 345: / Line 345: @@
 POTE generators: ~121/105 = 242.4511
-Vals: {{Val list| 94, 198, 292, 490 }}
+Optimal GPV sequence: {{Val list| 94, 198, 292, 490 }}
 Badness: 0.064160
@@ Line 358: / Line 358: @@
 POTE generators: ~121/105 = 242.4448
-Vals: {{Val list| 94, 198, 490f }}
+Optimal GPV sequence: {{Val list| 94, 198, 490f }}
 Badness: 0.034834
-== Tricot (aka trimot) ==
+== Tricot ==
 {{see also| Tricot family }}
-The generator for tricot is the real cube root of third harmonic, 3<sup>1/3</sup>, tuned between 63/44 and 13/9. Tricot can be described as 53&amp;70 temperament (also known as ''trimot''), tempering out the [[tricot comma]], {{monzo| 39 -29 3 }} in the 5-limit, 2430/2401 (nuwell comma) and 5120/5103 in the 7-limit, 99/98 and 121/120 in the 11-limit, 169/168, 352/351, 640/637, and 729/728 in the 13-limit.
+The generator for tricot is the real cube root of third harmonic, 3<sup>1/3</sup>, tuned between 63/44 and 13/9. Tricot can be described as 53&amp;70 temperament (also called as "trimot'", as confirmed by the data from [http://x31eq.com/cgi-bin/rt.cgi?ets=53_17c&limit=7 x31eq]), tempering out the [[tricot comma]], {{monzo| 39 -29 3 }} in the 5-limit, 2430/2401 (nuwell comma) and 5120/5103 in the 7-limit, 99/98 and 121/120 in the 11-limit, 169/168, 352/351, 640/637, and 729/728 in the 13-limit.
 Subgroup: 2.3.5.7
@@ Line 390: / Line 390: @@
 POTE generator: ~63/44 = 634.027
-Vals: {{Val list| 17c, 36ce, 53, 70, 123de }}
+Optimal GPV sequence: {{Val list| 17c, 36ce, 53, 70, 123de }}
 Badness: 0.056134
@@ Line 403: / Line 403: @@
 POTE generator: ~13/9 = 634.012
-Vals: {{Val list| 17c, 36ce, 53, 70, 123de }}
+Optimal GPV sequence: {{Val list| 17c, 36ce, 53, 70, 123de }}
 Badness: 0.032102
+== Countriton ==
+: ''For the 5-limit version of this temperament, see [[High badness temperaments #Countriton]].''
+Subgroup: 2.3.5.7
+[[Comma list]]: 5120/5103, 7558272/7503125
+[[Mapping]]: [{{val|1 6 19 -7}}, {{val|0 -9 -34 20}}]
+[[POTE generator]]: ~1728/1225 = 588.582
+{{Val list|legend=1| 53, 157, 210 }}
+[[Badness]]: 0.131191
+=== 11-limit ===
+Subgroup: 2.3.5.7.11
+Comma list: 176/175, 5120/5103, 41503/41472
+Mapping: [{{val|1 6 19 -7 27}}, {{val|0 -9 -34 20 -48}}]
+POTE generator: ~108/77 = 588.545
+Optimal GPV sequence: {{Val list| 53, 104c, 157 }}
+Badness: 0.084782
+=== 13-limit ===
+Subgroup: 2.3.5.7.11.13
+Comma list: 176/175, 351/350, 847/845, 2197/2187
+Mapping: [{{val|1 6 19 -7 27 14}}, {{val|0 -9 -34 20 -48 -21}}]
+POTE generator: ~108/77 = 588.544
+Optimal GPV sequence: {{Val list| 53, 104c, 157 }}
+Badness: 0.042321
 == Ketchup ==
@@ Line 431: / Line 472: @@
 POTE generator: ~55/54 = ~64/63 = ~81/80 = 25.693
-Vals: {{Val list| 46, 94, 140 }}
+Optimal GPV sequence: {{Val list| 46, 94, 140 }}
 Badness: 0.039555
@@ Line 444: / Line 485: @@
 POTE generator: ~55/54 = ~64/63 = ~81/80 = 25.697
-Vals: {{Val list| 46, 94, 140 }}
+Optimal GPV sequence: {{Val list| 46, 94, 140 }}
 Badness: 0.024824
@@ Line 457: / Line 498: @@
 POTE generator: ~55/54 = ~64/63 = ~81/80 = 25.701
-Vals: {{Val list| 46, 94, 140 }}
+Optimal GPV sequence: {{Val list| 46, 94, 140 }}
 Badness: 0.016591
@@ Line 470: / Line 511: @@
 POTE generator: ~55/54 = ~64/63 = ~81/80 = 25.660
-Vals: {{Val list| 46, 94, 140h, 234eh }}
+Optimal GPV sequence: {{Val list| 46, 94, 140h, 234eh }}
 Badness: 0.018170
@@ Line 483: / Line 524: @@
 POTE generator: ~55/54 = ~64/63 = ~81/80 = 25.661
-Vals: {{Val list| 46, 94, 140h, 234ehi }}
+Optimal GPV sequence: {{Val list| 46, 94, 140h, 234ehi }}
 Badness: 0.014033

Aberschismic temperaments: Difference between revisions

Revision as of 13:02, 6 January 2022

Buzzard

11-limit

13-limit

17-limit

19-limit

Buteo

13-limit

Undecental

Leapday

11-limit

13-limit

17-limit

19-limit

Leapling

Mystery

11-limit

13-limit

Quanic

11-limit

13-limit

17-limit

19-limit

Septiquarter

Semiseptiquarter

13-limit

Tricot

11-limit

13-limit

Countriton

11-limit

13-limit

Ketchup

11-limit

13-limit

17-limit

19-limit

23-limit

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