MisterShafXen: added more intervals

2026-05-27T16:17:45Z

added more intervals

← Older revision		Revision as of 16:17, 27 May 2026
Line 479:		Line 479:
	\| 416.766		\| 416.766
	\| M3		\| M3
	\|		\| [[81/64]]
	\|		\|
	\| [[14/11]]		\| [[14/11]]
Line 655:		Line 655:
	\| 574.850		\| 574.850
	\| d5		\| d5
	\|		\| [[1024/729]]
	\|		\|
	\|		\|
Line 711:		Line 711:
	\| 625.150		\| 625.150
	\| A4		\| A4
	\|		\| [[729/512]]
	\|		\|
	\|		\|
Line 887:		Line 887:
	\| 783.234		\| 783.234
	\| m6		\| m6
	\|		\| [[128/81]]
	\|		\|
	\|		\|
Line 1,119:		Line 1,119:
	\| 991.617		\| 991.617
	\| m7		\| m7
	\|		\| [[16/9]]
	\|		\|
	\|		\|
Line 1,263:		Line 1,263:
	\| 1120.958		\| 1120.958
	\| M7		\| M7
	\|		\| [[243/128]]
	\|		\|
	\|		\|

MisterShafXen: started adding ratios

2026-05-27T15:34:30Z

started adding ratios

Show changes

Overthink: mark table to be completed

2026-05-06T01:00:26Z

mark table to be completed

← Older revision		Revision as of 01:00, 6 May 2026
Line 2:		Line 2:

	Intervals highlighted in '''bold''' are prime harmonics or subharmonics. Intervals that differ from their assigned steps by more than 50%, but no more than 100%, are shown in ''italic''. Intervals that differ by more than 100% or with odd limit over 800 are not shown. For clarity, an entry can contain multiple intervals if they are of comparable complexity.		Intervals highlighted in '''bold''' are prime harmonics or subharmonics. Intervals that differ from their assigned steps by more than 50%, but no more than 100%, are shown in ''italic''. Intervals that differ by more than 100% or with odd limit over 800 are not shown. For clarity, an entry can contain multiple intervals if they are of comparable complexity.

			{{Todo\|complete table\|inline=1\|text=Add missing ratios}}

	{\| class="wikitable center-1 right-2 center-3"		{\| class="wikitable center-1 right-2 center-3"
Line 132:		Line 134:
	\| 15		\| 15
	\| 107.784		\| 107.784
	\|		\| ''[[16/15]]''
	\|		\|
	\|		\|
Line 149:		Line 151:
	\| 122.156		\| 122.156
	\|		\|
	\|		\| [[15/14]]
	\|		\|
	\|		\|
Line 160:		Line 162:
	\|		\|
	\|		\|
	\|		\| [[14/13]]
	\|-		\|-
	\| 19		\| 19
Line 168:		Line 170:
	\|		\|
	\|		\|
	\|		\| [[13/12]]
	\|-		\|-
	\| 20		\| 20
Line 183:		Line 185:
	\|		\|
	\|		\|
	\|		\| [[12/11]]
	\|		\|
	\|-		\|-
Line 199:		Line 201:
	\|		\|
	\|		\|
	\|		\| [[11/10]]
	\|		\|
	\|-		\|-
Line 215:		Line 217:
	\|		\|
	\|		\|
	\|		\| [[10/9]]
	\|		\|
	\|-		\|-
Line 245:		Line 247:
	\| 208.383		\| 208.383
	\| M2		\| M2
	\|		\| ''[[9/8]]''
	\|		\|
	\|		\|
Line 336:		Line 338:
	\|		\|
	\|		\|
	\|		\| [[13/11]]
	\|-		\|-
	\| 41		\| 41
Line 479:		Line 481:
	\|		\|
	\|		\|
	\|		\| [[14/11]]
	\|		\|
	\|-		\|-

FloraC: Let's start with the basics -- get the diatonic marks and prime harmonics right

2024-01-29T05:10:16Z

Let's start with the basics -- get the diatonic marks and prime harmonics right

Show changes

Francium: typo

2024-01-27T17:52:56Z

typo

← Older revision		Revision as of 17:52, 27 January 2024
Line 1,352:		Line 1,352:

	[[Category:167edo]]		[[Category:167edo]]
	[[Category:~~Table~~ of edo intervals]]		[[Category:Tables of edo intervals]]

Francium: Created page with "This '''table of 167edo intervals''' assumes 13-limit patent val {{val|167 265 388 469 578 618}}. Intervals highlighted in '''bold''' are prime harmonics or subh..."

2024-01-27T17:52:20Z

Created page with "This '''table of 167edo intervals''' assumes 13-limit patent val {{val|167 265 388 469 578 618}}. Intervals highlighted in '''bold''' are prime harmonics or subh..."

New page

This '''table of [[167edo]] intervals''' assumes [[13-limit]] [[patent val]] {{val|167 265 388 469 578 618}}.

Intervals highlighted in '''bold''' are prime harmonics or subharmonics. Intervals that differ from their assigned steps by more than 50%, but no more than 100%, are shown in ''italic''. Intervals that differ by more than 100% or with odd limit over 800 are not shown. For clarity, an entry can contain multiple intervals if they are of comparable complexity.

{| class="wikitable center-1 right-2 center-3"
|-
! #
! Cents
! Marks
! 5-limit
! 7-limit
! 11-limit
! 13-limit
|-
|0
|0.00
|P1
|colspan="4" | '''[[1/1]]'''
|-
|1
|7.186
|
|
|''[[126/125]]'', [[225/224]]
|''[[121/120]]'', [[176/175]], [[243/242]]
|''[[144/143]]'', [[169/168]], [[196/195]]
|-
|2
|14.371
|
|''[[81/80]]''
|
|[[99/98]], [[100/99]], [[121/120]]
|''[[91/90]]'', [[105/104]]
|-
|3
|21.557
|
|81/80
|''[[64/63]]''
|
|''[[65/64]]'', ''[[66/65]]'', [[78/77]]
|-
|4
|28.743
|
|
|''[[49/48]]'', ''[[50/49]]'', 64/63, [[686/675]]
|[[55/54]], [[56/55]]
|[[648/637]]
|-
|5
|35.928
|
|
|49/48
|[[45/44]]
|
|-
|6
|43.114
|
|
|''[[36/35]]'', [[525/512]]
|
|[[40/39]], [[693/676]]
|-
|7
|50.299
|
|[[250/243]]
|36/35
|[[33/32]], [[605/588]]
|
|-
|8
|57.485
|
|
|''[[28/27]]''
|''33/32''
|[[65/63]], [[91/88]], [[336/325]]
|-
|9
|64.671
|
|''[[25/24]]''
|
|
|[[26/25]], [[27/26]]
|-
|10
|71.856
|
|25/24
|
|[[704/675]]
|[[715/686]]
|-
|11
|79.042
|
|
|''[[21/20]]''
|[[22/21]]
|[[245/234]]
|-
|12
|86.228
|
|
|21/20
|[[81/77]]
|[[104/99]]
|-
|13
|93.413
|m2
|
|
|
|''[[55/52]]'', [[96/91]], [[325/308]], [[343/325]]
|-
|14
|100.599
|
|
|
|[[35/33]]
|[[143/135]], [[441/416]], [[675/637]]
|-
|15
|107.784
|
|''[[16/15]]''
|
|
|[[117/110]], [[484/455]], [[715/672]]
|-
|16
|114.970
|
|16/15
|''[[15/14]]''
|[[77/72]], [[576/539]]
|[[125/117]]
|-
|17
|122.156
|
|
|15/14
|[[189/176]]
|''[[14/13]]'', [[130/121]], [[338/315]]
|-
|18
|129.341
|
|
|
|[[264/245]]
|14/13
|-
|19
|136.527
|
|
|
|[[250/231]]
|[[13/12]], [[225/208]]
|-
|20
|143.713
|
|
|''[[49/45]]''
|''[[12/11]]'', [[88/81]]
|''[[13/12]]''
|-
|21
|150.898
|
|
|
|12/11
|
|-
|22
|158.084
|
|
|[[35/32]], [[192/175]]
|''[[11/10]]'', [[675/616]]
|[[128/117]], [[325/297]], [[351/320]], [[385/351]], [[429/392]]
|-
|23
|165.269
|
|
|
|11/10
|[[845/768]]
|-
|24
|172.455
|
|
|''[[54/49]]''
|[[243/220]], [[495/448]], [[875/792]]
|[[182/165]]
|-
|25
|179.641
|
|[[10/9]]
|
|[[256/231]]
|[[72/65]], [[195/176]], [[231/208]], [[375/338]], [[416/375]]
|-
|26
|186.826
|
|''10/9''
|
|[[49/44]], [[891/800]]
|[[39/35]]
|-
|27
|194.012
|
|
|[[28/25]]
|
|[[143/128]], [[160/143]], [[189/169]]
|-
|28
|201.198
|M2
|[[9/8]]
|
|[[55/49]]
|[[91/81]], [[702/625]]
|-
|29
|208.383
|
|''9/8''
|
|
|[[44/39]], [[273/242]]
|-
|30
|215.569
|
|
|
|''[[25/22]]'', [[112/99]]
|[[162/143]]
|-
|31
|222.754
|
|
|
|25/22
|[[91/80]]
|-
|32
|229.940
|
|
|'''[[8/7]]'''
|
|[[297/260]], [[490/429]]
|-
|33
|237.126
|
|
|'''''8/7'''''
|[[55/48]]
|[[416/363]], [[650/567]]
|-
|34
|244.311
|
|[[144/125]]
|
|[[121/105]]
|[[15/13]], [[539/468]]
|-
|35
|251.497
|
|
|[[81/70]]
|[[140/121]]
|''15/13'', [[52/45]]
|-
|36
|258.683
|
|
|[[512/441]]
|''[[64/55]]''
|[[65/56]]
|-
|37
|265.868
|
|
|[[7/6]], [[400/343]]
|
|
|-
|38
|273.054
|
|[[75/64]]
|''7/6''
|
|[[117/100]]
|-
|39
|280.240
|
|
|[[147/125]], [[288/245]]
|''[[33/28]]'', [[88/75]]
|
|-
|40
|287.425
|
|
|[[189/160]], [[405/343]]
|
|[[13/11]]
|-
|41
|294.611
|m3
|[[32/27]]
|
|
|''13/11''
|-
|42
|301.796
|
|
|[[25/21]]
|
|
|-
|43
|308.982
|
|''[[6/5]]''
|[[448/375]]
|[[105/88]], [[484/405]]
|[[117/98]], [[140/117]]
|-
|44
|316.168
|
|6/5
|
|[[605/504]]
|
|-
|45
|323.353
|
|
|[[135/112]]
|
|[[65/54]]
|-
|46
|330.539
|
|
|[[98/81]]
|[[40/33]], [[121/100]]
|[[63/52]]
|-
|47
|337.725
|
|
|[[175/144]]
|''[[40/33]]'', [[147/121]]
|''[[39/32]]'', [[91/75]]
|-
|48
|344.910
|
|[[625/512]]
|[[128/105]]
|[[11/9]], [[336/275]]
|39/32, [[825/676]]
|-
|49
|352.096
|
|
|[[49/40]]
|''11/9'', [[27/22]]
|[[364/297]]
|-
|50
|359.281
|
|
|
|
|'''[[16/13]]'''
|-
|51
|366.467
|
|[[100/81]]
|
|[[99/80]], [[121/98]]
|'''''16/13''''', [[26/21]], [[225/182]]
|-
|52
|373.653
|
|
|
|[[150/121]]
|''26/21'', [[242/195]], [[273/220]]
|-
|53
|380.838
|
|'''''[[5/4]]'''''
|[[56/45]]
|
|[[81/65]]
|-
|54
|388.024
|
|'''5/4'''
|
|
|[[169/135]], [[429/343]], [[1001/800]]
|-
|55
|395.210
|
|
|
|[[44/35]]
|[[49/39]]
|-
|56
|402.395
|
|
|[[63/50]]
|[[44/35]], [[121/96]], [[125/99]], [[486/385]]
|[[525/416]]
|-
|57
|409.581
|M3
|[[81/64]]
|
|[[308/243]], [[792/625]]
|[[33/26]], [[195/154]]
|-
|58
|416.766
|
|
|
|[[14/11]]
|
|-
|59
|423.952
|
|[[32/25]]
|[[125/98]]
|''14/11''
|[[143/112]], [[216/169]]
|-
|60
|431.138
|
|''32/25''
|''[[9/7]]''
|[[77/60]], [[440/343]]
|[[50/39]]
|-
|61
|438.323
|
|
|9/7
|[[165/128]], [[567/440]]
|[[156/121]], [[676/525]]
|-
|62
|445.509
|
|
|''[[35/27]]''
|[[128/99]]
|[[84/65]], [[507/392]]
|-
|63
|452.695
|
|
|
|[[100/77]], [[891/686]]
|[[13/10]]
|-
|64
|459.880
|
|
|[[64/49]]
|[[176/135]]
|''13/10'', [[441/338]], [[845/648]]
|-
|65
|467.066
|
|
|[[21/16]]
|[[55/42]]
|
|-
|66
|474.251
|
|
|21/16
|[[405/308]]
|[[130/99]], [[154/117]]
|-
|67
|481.437
|
|
|
|[[33/25]]
|[[169/128]], [[416/315]]
|-
|68
|488.623
|
|
|
|[[175/132]], [[297/224]]
|[[65/49]]
|-
|69
|495.808
|P4
|'''[[4/3]]'''
|
|
|[[225/169]]
|-
|70
|502.994
|
|'''''4/3'''''
|[[75/56]]
|[[147/110]]
|[[234/175]]
|-
|71
|510.180
|
|
|''75/56'', [[168/125]]
|[[121/90]]
|''[[35/26]]'', [[192/143]]
|-
|72
|517.365
|
|[[27/20]]
|
|[[66/49]]
|[[182/135]]
|-
|73
|524.551
|
|''27/20''
|
|
|[[65/48]], [[88/65]]
|-
|74
|531.737
|
|
|[[49/36]], [[200/147]]
|''[[15/11]]'', [[110/81]]
|[[495/364]], [[972/715]]
|-
|75
|538.922
|
|[[512/375]]
|
|15/11
|[[273/200]]
|-
|76
|546.108
|
|
|[[48/35]]
|'''''[[11/8]]'''''
|[[196/143]], [[351/256]], [[891/650]]
|-
|77
|553.293
|
|
|[[135/98]]
|'''11/8''', [[500/363]]
|[[260/189]]
|-
|78
|560.479
|
|[[864/625]]
|[[112/81]]
|
|[[18/13]], [[539/390]]
|-
|79
|567.665
|
|[[25/18]]
|
|[[168/121]]
|''18/13''
|-
|80
|574.850
|
|''25/18''
|[[1024/735]]
|[[675/484]]
|[[39/28]]
|-
|81
|582.036
|
|
|[[7/5]], [[480/343]]
|
|
|-
|82
|589.222
|d5
|[[45/32]], [[1024/729]]
|''7/5''
|
|
|-
|83
|596.407
|
|''45/32''
|[[343/243]], [[882/625]]
|[[484/343]]
|[[55/39]]
|-
|84
|603.593
|
|''[[64/45]]''
|[[625/441]]
|[[343/242]]
|[[78/55]]
|-
|85
|610.778
|A4
|64/45, [[729/512]]
|''[[10/7]]''
|
|[[845/594]]
|-
|86
|617.964
|
|
|10/7, [[343/240]]
|
|
|-
|87
|625.150
|
|''[[36/25]]''
|[[735/512]], [[1125/784]]
|
|[[56/39]]
|-
|88
|632.335
|
|36/25
|
|[[121/84]]
|''[[13/9]]''
|-
|89
|639.521
|
|[[625/432]]
|[[81/56]]
|
|13/9
|-
|90
|646.707
|
|
|
|'''[[16/11]]''', [[363/250]]
|[[189/130]]
|-
|91
|653.892
|
|
|[[35/24]]
|'''''16/11'''''
|[[143/98]], [[512/351]]
|-
|92
|661.078
|
|[[375/256]]
|
|[[22/15]]
|[[343/234]]
|-
|93
|668.263
|
|
|[72/49]], [[147/100]]
|''22/15'', [[81/55]]
|[[715/486]]
|-
|94
|675.449
|
|''[[40/27]]''
|
|
|[[65/44]]
|-
|95
|682.635
|
|40/27
|
|[[49/33]]
|[[135/91]]
|-
|96
|689.820
|
|
|''[[112/75]]'', [[125/84]]
|''49/33''
|''[[52/35]]'', [[143/96]]
|-
|97
|697.006
|
|'''''[[3/2]]'''''
|112/75
|[[121/81]]
|[[175/117]]
|-
|98
|704.192
|P5
|'''3/2'''
|
|
|[[338/225]]
|-
|99
|711.377
|
|
|
|[[264/175]], [[448/297]]
|[[98/65]]
|-
|100
|718.563
|
|
|[[50/33]]
|[[256/169]], [[315/208]]
|-
|101
|725.749
|
|
|[[32/21]]
|[[616/405]]
|[[99/65]], [[117/77]]
|-
|102
|732.934
|
|
|''32/21''
|[[55/36]], [[84/55]]
|
|-
|103
|740.120
|
|
|[[49/32]]
|[[135/88]]
|''[[20/13]]'', [[676/441]]
|-
|104
|747.305
|
|
|
|[[77/50]]
|20/13
|-
|105
|754.491
|
|
|''[[54/35]]''
|[[99/64]]
|[[65/42]], [[784/507]]
|-
|106
|761.677
|
|
|[[14/9]]
|[[256/165]]
|[[121/78]], [[525/338]]
|-
|107
|768.862
|
|''[[25/16]]''
|''14/9''
|[[120/77]], [[343/220]]
|[[39/25]]
|-
|108
|776.048
|
|25/16
|
|''[[11/7]]''
|[[169/108]]
|-
|109
|783.234
|
|
|
|11/7
|
|-
|110
|790.419
|m6
|[[128/81]]
|
|[[243/154]], [[625/396]]
|[[52/33]]
|-
|111
|797.605
|
|
|[[100/63]]
|''[[35/22]]'', [[198/125]], [[385/243]]
|[[165/104]], [[507/320]], [[832/525]]
|-
|112
|804.790
|
|
|
|35/22
|[[78/49]]
|-
|113
|811.976
|
|'''[[8/5]]'''
|
|[[1125/704]]
|[[270/169]], [[686/429]]
|-
|114
|819.162
|
|'''''8/5'''''
|[[45/28]]
|[[77/48]]
|[[130/81]]
|-
|115
|826.347
|
|
|
|[[121/75]]
|''[[21/13]]'', [[195/121]], [[440/273]]
|-
|116
|833.533
|
|[[81/50]]
|
|[[196/121]]
|'''''[[13/8]]''''', 21/13, [[364/225]]
|-
|117
|840.719
|
|
|
|
|'''13/8'''
|-
|118
|847.904
|
|
|[[49/30]], [[80/49]]
|''[[18/11]]'', [[44/27]]
|[[297/182]]
|-
|119
|855.090
|
|[[1024/625]]
|[[105/64]]
|18/11, [[275/168]]
|[[64/39]], [[819/500]]
|-
|120
|862.275
|
|
|[[288/175]]
|''[[33/20]]'', [[242/147]]
|[[150/91]]
|-
|121
|869.461
|
|
|[[81/49]]
|33/20, [[200/121]]
|[[945/572]]
|-
|122
|876.647
|
|
|''81/49'', [[224/135]]
|
|''[[91/55]]'', [[108/65]]
|-
|123
|883.832
|
|[[5/3]]
|
|[[1008/605]]
|[[693/416]]
|-
|124
|891.018
|
|''5/3''
|[[375/224]]
|[[405/242]]
|[[117/70]]
|-
|125
|898.204
|
|
|[[42/25]]
|
|
|-
|126
|905.389
|M6
|[[27/16]]
|
|[[1225/726]]
|''[[22/13]]''
|-
|127
|912.575
|
|
|[[320/189]], [[686/405]]
|[[847/500]]
|22/13
|-
|128
|919.760
|
|
|[[245/144]]
|''[[56/33]]'', [[75/44]], [[1029/605]]
|[[143/84]]
|-
|129
|926.946
|
|[[128/75]]
|''[[12/7]]'', [[875/512]]
|''75/44'', [[77/45]]
|[[169/99]], [[1155/676]]
|-
|130
|934.132
|
|
|12/7, [[343/200]]
|
|
|-
|131
|941.317
|
|
|[[441/256]]
|''[[55/32]]''
|[[112/65]]
|-
|132
|948.503
|
|
|
|[[121/70]]
|[[26/15]], [[45/26]]
|-
|133
|955.689
|
|[[125/72]]
|
|
|26/15, [[936/539]]
|-
|134
|962.874
|
|
|'''''[[7/4]]'''''
|[[96/55]]
|[[363/208]], [[567/325]]
|-
|135
|970.060
|
|
|'''7/4'''
|
|[[429/245]]
|-
|136
|977.246
|
|
|
|[[44/25]]
|[[160/91]]
|-
|137
|984.431
|
|
|
|''44/25'', [[99/56]]
|''[[39/22]]'', [[143/81]], [[1125/637]]
|-
|138
|991.617
|
|''[[16/9]]''
|
|
|39/22, [[484/273]]
|-
|139
|998.802
|m7
|16/9
|
|[[98/55]]
|[[162/91]], [[625/351]]
|-
|140
|1005.988
|
|
|[[25/14]]
|
|[[143/80]], [[338/189]]
|-
|141
|1013.174
|
|''[[9/5]]''
|
|[[88/49]]
|[[70/39]]
|-
|142
|1020.359
|
|9/5
|
|[[231/128]]
|[[65/36]], [[375/208]]
|-
|143
|1027.545
|
|
|''[[49/27]]'', [[405/224]]
|[[440/243]], [[896/495]]
|[[165/91]]
|-
|144
|1034.731
|
|
|
|[[20/11]]
|
|-
|145
|1041.916
|
|
|[[64/35]], [[175/96]]
|''20/11'', [[1125/616]]
|[[117/64]], [[594/325]], [[640/351]], [[702/385]], [[715/392]], [[1183/648]]
|-
|146
|1049.102
|
|
|
|[[11/6]]
|
|-
|147
|1056.287
|
|
|
|''11/6'', [[81/44]]
|''[[24/13]]''
|-
|148
|1063.473
|
|
|
|[[231/125]]
|24/13, [[1183/640]]
|-
|149
|1070.659
|
|
|
|[[245/132]]
|[[13/7]]
|-
|150
|1077.844
|
|
|[[28/15]]
|
|''13/7'', [[121/65]], [[315/169]]
|-
|151
|1085.030
|
|[[15/8]]
|
|[[144/77]], [[539/288]]
|[[234/125]]
|-
|152
|1092.216
|
|''15/8''
|
|[[1323/704]]
|[[169/90]], [[220/117]], [[455/242]]
|-
|153
|1099.401
|
|
|
|[[66/35]]
|[[49/26]], [[270/143]], [[832/441]], [[1274/675]]
|-
|154
|1106.587
|M7
|
|
|
|[[91/48]], [[616/325]], [[650/343]]
|-
|155
|1113.772
|
|
|[[40/21]]
|''[[21/11]]''
|[[99/52]]
|-
|156
|1120.958
|
|
|
|21/11, [[275/144]]
|[[468/245]]
|-
|157
|1128.144
|
|[[48/25]]
|
|[[675/352]]
|''[[25/13]]'', [[1372/715]]
|-
|158
|1135.329
|
|
|[[27/14]]
|
|25/13, [[52/27]]
|-
|159
|1142.515
|
|
|''27/14''
|''[[64/33]]''
|[[126/65]], [[176/91]], [[325/168]]
|-
|160
|1149.701
|
|[[243/125]]
|[[35/18]]
|[[1176/605]]
|
|-
|161
|1156.886
|
|
|''35/18'', [[1024/525]]
|
|[[39/20]], [[1352/693]]
|-
|162
|1164.072
|
|
|[[49/25]], [[96/49]]
|
|[[1375/702]]
|-
|163
|1171.257
|
|
|''49/25'', [[63/32]], [[675/343]]
|[[55/28]]
|[[637/324]], [[1125/572]]
|-
|164
|1178.443
|
|[[160/81]]
|''63/32''
|
|''[[65/33]]'', [[77/39]]
|-
|165
|1185.629
|
|
|[[125/63]]
|[[99/50]], [[240/121]]
|
|-
|166
|1192.814
|
|
|''125/63'', [[448/225]]
|[[175/88]], [[484/243]]
|''[[143/72]]'', [[195/98]]
|-
|167
|1200.000
|P8
|colspan="4" | '''[[2/1]]'''
|}

[[Category:167edo]]
[[Category:Table of edo intervals]]

Table of 167edo intervals - Revision history

MisterShafXen: added more intervals

MisterShafXen: started adding ratios

Overthink: mark table to be completed

FloraC: Let's start with the basics -- get the diatonic marks and prime harmonics right

Francium: typo

Francium: Created page with "This '''table of 167edo intervals''' assumes 13-limit patent val {{val|167 265 388 469 578 618}}. Intervals highlighted in '''bold''' are prime harmonics or subh..."