84edo: Difference between revisions

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'''84edo''' divides the [[octave]] into 84 equal parts of size 14.286 [[cent]]s each and it is the highest edo where the size of 3 has a common factor with its cardinality. Its [[patent val]] {{val| 84 133 195 236 291}} makes it an excellent orwell tuning and also a good one for compton, and the 84e val, {{val| 84 133 195 236 290 }}, is almost identical to the 11-limit POTE tuning for orwell. In the [[13-limit]] it is the [[optimal patent val]] for the rank five temperament tempering out [[144/143]].
'''84edo''' divides the [[octave]] into 84 equal parts of size 14.286 [[cent]]s each.


== Theory ==
Its [[patent val]] {{val| 84 133 195 236 291}} makes it an excellent orwell tuning and also a good one for compton, and the 84e val, {{val| 84 133 195 236 290 }}, is almost identical to the 11-limit POTE tuning for orwell. In the [[13-limit]] it is the [[optimal patent val]] for the rank five temperament tempering out [[144/143]].
84edo is where the '''[[orwell]]''' temperament takes its name from, since the generator of 7/6 is equal to 19 steps of the EDO, referencing the [[Wikipedia:Nineteen Eighty-Four|book 1984]]. The maximum evenness orwell in this temperament is a 31 note scale.
{{Primes in edo|84}}
== Table of intervals ==
{| class="wikitable"
|+Table of 84edo intervals
!Step
!Size (Cents)
!Orwell[31] Name
!Associated ratio
|-
|0
|0.000
|unison, prime
|1/1
|-
|3
|42.857
|second
|
|-
|6
|85.714
|third
|
|-
|9
|128.571
|
|
|-
|11
|157.142
|
|
|-
|14
|200.000
|
|
|-
|17
|242.857
|
|
|-
|19
|271.428
|eighth
|7/6
|-
|38
|
|fifteenth
|11/8
|-
|57
|
|twenty-second
|5/3
|}
== Tempered commas ==
[[5-limit]] commas: 78732/78125, 531441/524288, 2109375/2097152
[[5-limit]] commas: 78732/78125, 531441/524288, 2109375/2097152


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84e: 275/273, 640/637, 351/350, 352/351, 625/624, 1001/1000
84e: 275/273, 640/637, 351/350, 352/351, 625/624, 1001/1000
{{Primes in edo|84}}


== Music ==
== Music ==