User:Eliora/Proposed concept names: Difference between revisions
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== Moulin == | == Moulin == | ||
It's bright generator is 22/13, and it is named after a Law & Order: Special Victims Unit episode Season 22, Episode 13. Trick-Rolled At The Moulin. | It's bright generator is 22/13, and it is named after a Law & Order: Special Victims Unit episode Season 22, Episode 13. Trick-Rolled At The Moulin. Defined as the 494 & 1619 temperament, which are both highly precise 13-limit EDOs. | ||
Subgroup: 2.3.5.7.11.13 | [[Subgroup]]: 2.3.5.7.11.13 | ||
Comma list: 4225/4224, 4375/4374, 6656/6655, 91125/91091 | [[Comma list]]: 4225/4224, 4375/4374, 6656/6655, 91125/91091 | ||
Mapping: 1 57 38 248 -14 -13, 0 -73 -47 -323 23 22 | [[Mapping]]: [{{val|1 57 38 248 -14 -13}}, {{val|0 -73 -47 -323 23 22}}] | ||
Optimal tuning (CTE): ~22/13 = 910.932 | [[Optimal tuning]] ([[CTE]]): ~22/13 = 910.932 | ||
Vals: {{EDOs|137d, 357d, 494, 631, 851d, 1125, 1482d, 1619, 2113}} | |||
== 1619edo test == | == 1619edo test == | ||
{{Primes in edo|1619|columns=22}} | {{Primes in edo|1619|columns=22}} | ||
Revision as of 11:12, 2 October 2022
Prequartismic
Named because 3125edo was the only one confirmed for tempering out the quartisma before it's discovery as significance of the difference between 5 33/32s and 7/6. Defined as the 1259e & 3125 temperament, but in terms of patent vals it can also be described as 3125 & 4991 or 3125 & 1866.
Subgroup: 2.3.5.7.11
Comma list: [24, -6, 0, 1, -5⟩, [-1, 4, 11, -11, 0⟩, [-19 -25 14 13 -3⟩
Mapping: to be filled in
Optimal tuning (CTE): ~64/33 = 1146.624
Vals: 1259e, 1866, 3125, 4384e, 4991, 6250e, 8116d, 7509ee, 9375e, 11241de
13-limit
Subgroup: 2.3.5.7.11.13
Comma list: 1990656/1990625, 14236560/14235529, 117440512/117406179, 1181640625/1181599328
Mapping: to be filled in
Optimal tuning (CTE): ~64/33 = 1146.624
Moulin
It's bright generator is 22/13, and it is named after a Law & Order: Special Victims Unit episode Season 22, Episode 13. Trick-Rolled At The Moulin. Defined as the 494 & 1619 temperament, which are both highly precise 13-limit EDOs.
Subgroup: 2.3.5.7.11.13
Comma list: 4225/4224, 4375/4374, 6656/6655, 91125/91091
Mapping: [⟨1 57 38 248 -14 -13], ⟨0 -73 -47 -323 23 22]]
Optimal tuning (CTE): ~22/13 = 910.932
Vals: 137d, 357d, 494, 631, 851d, 1125, 1482d, 1619, 2113
1619edo test
Script error: No such module "primes_in_edo".