User:Bimble133122: Difference between revisions

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!Ratio
!Ratio
!65536-limit
!65536-limit
!Original Names
!Names
!Semi-Original Names
!old names
!Definition
|-
|266.r6
|1.16652904
|4238/3633
|2-9-2
|
|-
|300
|1.18920712
|19723/16585
|2-4-1
|
|-
|-
|386.31371386
|386.31371386
|1.25
|1.25
|5/4
|5/4
|
|2Amean
|Just Major Third
|Just Major Third
|Obvious
|-
|-
|400
|400
|1.25992105
|1.25992105
|635/504
|635/504
|
|2-3-1
|Tritonic Major Third
|Tritonic Major Third
|Based off of 3edo's Major Third.
|-
|-
|600
|600
|1.41421356
|1.41421356
|1393/985
|47321/33461
|
|Gmean
|Lith
|Lith
|Abbreviation of "Logarithmic Fifth"
|-
|-
|651.35273433
|651.35273433
|1.45679103
|1.45679103
|118/81
|118/81
|
|AGmean
|Neutral Fifth
|Neutral Fifth
|The [[wikipedia:Arithmetic–geometric_mean|Arithmetic-Geometric Mean]] of 1 and 2
|-
|-
|701.95500086
|1.5
|3/2
|Amean
|
|
|
|-
|
|800
|
|1.58740105
|
|4813/3032
|2-3-2
|
|
|}
|}

Revision as of 18:24, 13 September 2024

my internet alias is bimble133122 (aka my birthday in b4) i don't really understand much of the xenharmonic number lingo i just like 13edo cus it's 1 more than the edo literally everyone and everything uses

speaking of xenharmonic number lingo, i made some of my own
Cents Ratio 65536-limit Names old names
266.r6 1.16652904 4238/3633 2-9-2
300 1.18920712 19723/16585 2-4-1
386.31371386 1.25 5/4 2Amean Just Major Third
400 1.25992105 635/504 2-3-1 Tritonic Major Third
600 1.41421356 47321/33461 Gmean Lith
651.35273433 1.45679103 118/81 AGmean Neutral Fifth
701.95500086 1.5 3/2 Amean
800 1.58740105 4813/3032 2-3-2