23ed5/3: Difference between revisions

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'''23ED5/3''' is the [[EdVI|equal division of the just major sixth]] into 23 parts of 38.4504 [[cent|cents]] each, corresponding to 31.2091 [[edo]]. It is very closely related to the [[Marvel temperaments|slender temperament]].
'''23ED5/3''' is the [[EdVI|equal division of the just major sixth]] into 23 parts of 38.4504 [[cent|cents]] each, corresponding to 31.2091 [[edo]]. It is very closely related to the [[Marvel temperaments|slender temperament]].
 
{| class="wikitable"
|+
!Degrees
! colspan="2" |Hexadecatonic
!ed23\32
![[63ed4]]
!ed5/3
!ed23\31
|-
|1
| colspan="2" |D
|37.5
|38.0952
|38.4504
|38.7097
|-
|2
|D#/Eb
|Dp/E\\
|75
|76.1905
|76.9008
|77.41935
|-
|3
| colspan="2" |E
|112.5
|114.2857
|115.3511
|116.129
|-
|4
| colspan="2" |F
|150
|152.38095
|153.8015
|154.8387
|-
|5
|F#/Gb~0b
|Fp/G\\~0\\
|187.5
|190.4762
|192.2519
|193.5484
|-
|6
| colspan="2" |G~0
|225
|228.5714
|230.7023
|233.2581
|-
|7
| colspan="2" |1
|252.5
|266.6667
|269.15235
|270.9678
|-
|8
|1#/2b
|1p/2\\
|300
|304.7619
|307.603
|309.6774
|-
|9
| colspan="2" |2
|337.5
|342.8571
|346.0534
|348.3871
|-
|10
| colspan="2" |3
|375
|380.9524
|384.5038
|387.0968
|-
|11
|3#/4(b)
|3p\4(//)
|412.5
|419.0476
|422.9542
|425.80645
|-
|12
|4(#)/5b
|4(p)/5\\
|450
|457.1429
|461.40455
|464.5161
|-
|13
| colspan="2" |5
|487.5
|495.2381
|499.8549
|503.2258
|-
|14
| colspan="2" |6
|525
|533.3333
|538.3053
|541.9355
|-
|15
|6#/7b
|6p/7\\
|562.5
|571.4286
|576.7557
|580.6452
|-
|16
| colspan="2" |7
|600
|609.5238
|615.2061
|619.3548
|-
|17
| colspan="2" |8
|637.5
|647.61905
|653.6564
|658.0645
|-
|18
|8#/9b
|8p/9\\
|675
|685.7143
|692.1068
|696.7742
|-
|19
| colspan="2" |9
|712.5
|723.8095
|730.5572
|735.4939
|-
|20
| colspan="2" |A
|750
|761.9048
|769.0076
|774.19355
|-
|21
|A#/Bb
|Ap\B\\
|787.5
|800
|807.45795
|812.9132
|-
|22
| colspan="2" |B
|825
|838.0952
|845.9083
|851.6129
|-
|23
| colspan="2" |C
|862.5
|876.1905
|884.3587
|890.3226
|}
[[Category:EdVI]]
[[Category:EdVI]]
[[Category:Nonoctave]]
[[Category:Nonoctave]]

Revision as of 17:10, 9 July 2019

23ED5/3 is the equal division of the just major sixth into 23 parts of 38.4504 cents each, corresponding to 31.2091 edo. It is very closely related to the slender temperament.

Degrees Hexadecatonic ed23\32 63ed4 ed5/3 ed23\31
1 D 37.5 38.0952 38.4504 38.7097
2 D#/Eb Dp/E\\ 75 76.1905 76.9008 77.41935
3 E 112.5 114.2857 115.3511 116.129
4 F 150 152.38095 153.8015 154.8387
5 F#/Gb~0b Fp/G\\~0\\ 187.5 190.4762 192.2519 193.5484
6 G~0 225 228.5714 230.7023 233.2581
7 1 252.5 266.6667 269.15235 270.9678
8 1#/2b 1p/2\\ 300 304.7619 307.603 309.6774
9 2 337.5 342.8571 346.0534 348.3871
10 3 375 380.9524 384.5038 387.0968
11 3#/4(b) 3p\4(//) 412.5 419.0476 422.9542 425.80645
12 4(#)/5b 4(p)/5\\ 450 457.1429 461.40455 464.5161
13 5 487.5 495.2381 499.8549 503.2258
14 6 525 533.3333 538.3053 541.9355
15 6#/7b 6p/7\\ 562.5 571.4286 576.7557 580.6452
16 7 600 609.5238 615.2061 619.3548
17 8 637.5 647.61905 653.6564 658.0645
18 8#/9b 8p/9\\ 675 685.7143 692.1068 696.7742
19 9 712.5 723.8095 730.5572 735.4939
20 A 750 761.9048 769.0076 774.19355
21 A#/Bb Ap\B\\ 787.5 800 807.45795 812.9132
22 B 825 838.0952 845.9083 851.6129
23 C 862.5 876.1905 884.3587 890.3226
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