Meantone family: Difference between revisions

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@@ Line 956: / Line 956: @@
 = Godzilla =
 <span style="display: block; text-align: right;">[[:de:Semiphor,_Semaphor,_Godzilla|Deutsch]]</span>
 {{main| Semaphore and Godzilla }}
@@ Line 998: / Line 997: @@
 * [[diamond nice]] range: [252.632, 257.143]
-{{Val list|legend=1| 14c, 19, 33cd, 52cd }}
+Vals: {{Val list| 14c, 19, 33cd, 52cd }}
-Badness: 0.0290
+Badness: 0.028947
 === 13-limit ===
@@ Line 1,018: / Line 1,017: @@
 * [[diamond nice]] range: 694.737
-{{Val list|legend=1| 14cf, 19, 33cdff, 52cdf }}
+Vals: {{Val list| 14cf, 19, 33cdff, 52cdf }}
-Badness: 0.0225
+Badness: 0.022503
 == Semafour ==
@@ Line 1,033: / Line 1,032: @@
 POTE generator: ~8/7 = 254.042
-{{Val list|legend=1| 14c, 19e, 33cdee }}
+Vals: {{Val list| 14c, 19e, 33cdee }}
-Badness: 0.0285
+Badness: 0.028510
 == Varan ==
@@ Line 1,048: / Line 1,047: @@
 POTE generator: ~8/7 = 251.079
-{{Val list|legend=1| 19e, 24, 43de }}
+Vals: {{Val list| 19e, 24, 43de }}
-Badness: 0.0396
+Badness: 0.039647
 === 13-limit ===
@@ Line 1,063: / Line 1,062: @@
 POTE generator: ~8/7 = 251.165
-{{Val list|legend=1| 19e, 24, 43de }}
+Vals: {{Val list| 19e, 24, 43de }}
-Badness: 0.0257
+Badness: 0.025676
 == Baragon ==
@@ Line 1,078: / Line 1,077: @@
 POTE generator: ~8/7 = 251.173
-{{Val list|legend=1| 19, 24, 43d }}
+Vals: {{Val list| 19, 24, 43d }}
 Badness: 0.035673
 = Injera =
-Injera has a half-octave period and a generator which can be taken as a fifth or fourth, but also as a 15/14 semitone difference between a half-octave and a perfect fifth. Injera tempers out 50/49, equating 7/5 with 10/7 and giving a tritone of half an octave. A major third up from this tritone is the 7/4. [[38edo]], which is two parallel [[19edo]]s, is an excellent tuning for injera.
+Injera has a half-octave period and a generator which can be taken as a fifth or fourth, but also as a 15/14 semitone difference between a half-octave and a perfect fifth. Injera tempers out 50/49, equating 7/5 with 10/7 and giving a tritone of half an octave. A major third up from this tritone is the 7/4. [[38edo|38EDO]], which is two parallel [[19edo|19EDOs]], is an excellent tuning for injera.
 [https://yahootuninggroupsultimatebackup.github.io/tuning-math/topicId_3091.html#3091 Origin of the name]
@@ Line 1,106: / Line 1,105: @@
 {{Val list|legend=1| 12, 26, 38, 102bcd, 140bccd, 178bbccdd }}
-[[Badness]]: 0.0311
+[[Badness]]: 0.031130
 ; Music
-* [http://micro.soonlabel.com/gene_ward_smith/Others/Igs/Two%20Pairs%20of%20Socks.mp3 Two Pairs of Socks] (in [[26edo]]) by [[Igliashon Jones]]
+* [http://micro.soonlabel.com/gene_ward_smith/Others/Igs/Two%20Pairs%20of%20Socks.mp3 Two Pairs of Socks] (in [[26edo|26EDO]]) by [[Igliashon Jones]]
 == 11-limit ==
@@ Line 1,127: / Line 1,126: @@
 * [[diamond nice]] range: [685.714, 700.000]
-{{Val list|legend=1| 12, 14c, 26, 90bce, 116bcce }}
+Vals: {{Val list| 12, 14c, 26, 90bce, 116bcce }}
-Badness: 0.0231
+Badness: 0.023124
 === 13-limit ===
@@ Line 1,147: / Line 1,146: @@
 * [[diamond nice]] range: 692.308 (15\26)
-{{Val list|legend=1| 12f, 14cf, 26, 38e }}
+Vals: {{Val list| 12f, 14cf, 26, 38e }}
-Badness: 0.0216
+Badness: 0.021565
 === Enjera ===
@@ Line 1,162: / Line 1,161: @@
 POTE generator: ~3/2 = 694.121
-{{Val list|legend=1| 12f, 14c, 26f, 38eff }}
+Vals: {{Val list| 12f, 14c, 26f, 38eff }}
-Badness: 0.0265
+Badness: 0.026542
 == Injerous ==
@@ Line 1,177: / Line 1,176: @@
 POTE generator: ~3/2 = 690.548
-{{Val list|legend=1| 12e, 14c, 26e, 40cee }}
+Vals: {{Val list| 12e, 14c, 26e, 40cee }}
-Badness: 0.0386
+Badness: 0.038577
 == Lahoh ==
@@ Line 1,192: / Line 1,191: @@
 POTE generator: ~3/2 = 699.001
-{{Val list|legend=1| 12, 14ce }}
+Vals: {{Val list| 12, 14ce }}
-Badness: 0.0431
+Badness: 0.043062
 = Mohaha =
@@ Line 1,241: / Line 1,240: @@
 {{main|Mohajira}}
-Mohajira can be viewed as derived from mohaha which maps the interval one quarter tone flat of 16/9 to 7/4, although mohajira really makes more sense as an 11-limit temperament. It tempers out 6144/6125, the porwell comma. [[31edo]] makes for an excellent (7-limit) mohajira tuning, with generator 9/31.
+Mohajira can be viewed as derived from mohaha which maps the interval one quarter tone flat of 16/9 to 7/4, although mohajira really makes more sense as an 11-limit temperament. It tempers out 6144/6125, the porwell comma. [[31edo|31EDO]] makes for an excellent (7-limit) mohajira tuning, with generator 9/31.
 Subgroup: 2.3.5.7
@@ Line 1,264: / Line 1,263: @@
 {{Val list|legend=1| 7, 24, 31 }}
-[[Badness]]: 0.0557
+[[Badness]]: 0.055714
 Scales: [[mohaha7]], [[mohaha10]]
@@ Line 1,284: / Line 1,283: @@
 : Eigenmonzos: 2, 5
-{{Val list|legend=1| 7, 24, 31 }}
+Vals: {{Val list| 7, 24, 31 }}
-Badness: 0.0261
+Badness: 0.026064
 Scales: [[mohaha7]], [[mohaha10]]
 == 13-limit ==
 Subgroup: 2.3.5.7.11.13
@@ Line 1,302: / Line 1,300: @@
 POTE generator: ~11/9 = 348.558
-{{Val list|legend=1| 7, 24, 31 }}
+Vals: {{Val list| 7, 24, 31 }}
-Badness: 0.0234
+Badness: 0.023388
 Scales: [[mohaha7]], [[mohaha10]]
 == 17-limit ==
 Subgroup: 2.3.5.7.11.13.17
@@ Line 1,320: / Line 1,317: @@
 POTE generator: ~11/9 = 348.736
-{{Val list|legend=1| 7, 24, 31, 86ef }}
+Vals: {{Val list| 7, 24, 31, 86ef }}
-Badness: 0.0206
+Badness: 0.020576
 Scales: [[mohaha7]], [[mohaha10]]
 == 19-limit ==
 Subgroup: 2.3.5.7.11.13.17.19
@@ Line 1,338: / Line 1,334: @@
 POTE generator: ~11/9 = 348.810
-{{Val list|legend=1| 7, 24, 31, 55, 86efh }}
+Vals: {{Val list| 7, 24, 31, 55, 86efh }}
-Badness: 0.0173
+Badness: 0.017302
 Scales: [[mohaha7]], [[mohaha10]]