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3L 2s (8/5-equivalent): Difference between revisions

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Line 47: Line 47:
124.1379
124.1379
|2\11
|2\11
[[Tel:127.6282|127.6282]]
141.1765
|3\14
|3\14
[[Tel:150.4189|150.4189]]
163.{{Overline|63}}
|-
|-
|Sib
|Sib
Line 62: Line 62:
82.7586
82.7586
|1\11
|1\11
63.814
70.5882
|1\14
|1\14
50.1396
54.{{Overline|54}}
|-
|-
|Si
|Si
Line 79: Line 79:
206.89655
206.89655
|3\11
|3\11
[[Tel:191.4423|191.4423]]
211.7647
|4\14
|4\14
[[Tel:200.5586|200.5586]]
218.{{Overline|18}}
|-
|-
|Si#
|Si#
Line 96: Line 96:
331.0345
331.0345
|5\11
|5\11
319.07045
352.9412
|7\14
|7\14
[[Tel:350.9775|350.9775]]
381.{{Overline|81}}
|-
|-
|Dob
|Dob
Line 111: Line 111:
165.5172
165.5172
|2\11
|2\11
[[Tel:127.6282|127.6282]]
141.1765
|2\14
|2\14
[[Tel:100.2793|100.2793]]
109.{{Overline|09}}
|-
|-
|'''Do'''
|'''Do'''
Line 128: Line 128:
'''289.6552'''
'''289.6552'''
|'''4\11'''
|'''4\11'''
'''[[Tel:255.2564|255.2564]]'''
'''282.3529'''
|'''5\14'''
|'''5\14'''
'''[[Tel:250.6982|250.6982]]'''
'''272.{{Overline|72}}'''
|-
|-
|Do#
|Do#
Line 145: Line 145:
413.7931
413.7931
|6\11
|6\11
382.88455
423.5294
|8\14
|8\14
[[Tel:401.1171|401.1171]]
436.{{Overline|36}}
|-
|-
|Reb
|Reb
Line 160: Line 160:
372.4138
372.4138
|5\11
|5\11
319.07045
352.9412
|6\14
|6\14
[[Tel:300.8379|300.8379]]
327.{{Overline|27}}
|-
|-
|'''Re'''
|'''Re'''
Line 177: Line 177:
'''496.5517'''
'''496.5517'''
|'''7\11'''
|'''7\11'''
'''[[Tel:446.6986|446.6986]]'''
'''494.11765'''
|'''9\14'''
|'''9\14'''
'''[[Tel:451.2568|451.2568]]'''
'''490.{{Overline|90}}'''
|-
|-
|Re#
|Re#
Line 194: Line 194:
620.6897
620.6897
|9\11
|9\11
[[Tel:574.3268|574.3268]]
635.2941
|12\14
|12\14
[[Tel:601.6757|601.6757]]
654.{{Overline|54}}
|-
|-
|Mib
|Mib
Line 209: Line 209:
579.3103
579.3103
|8\11
|8\11
[[Tel:510.5128|510.5128]]
564.7059
|10\14
|10\14
[[Tel:501.3964|501.3964]]
545.{{Overline|45}}
|-
|-
|Mi
|Mi
Line 226: Line 226:
703.4483
703.4483
|10\11
|10\11
[[Tel:638.1409|638.1409]]
705.88235
|13\14
|13\14
[[Tel:651.8154|651.8154]]
709.{{Overline|09}}
|-
|-
|Mi#
|Mi#
Line 243: Line 243:
827.5862
827.5862
|12\11
|12\11
765.769
847.0588
|16\14
|16\14
[[Tel:802.2343|802.2343]]
872.{{Overline|72}}
|-
|-
|Lab
|Lab
Line 258: Line 258:
662.069
662.069
|9\11
|9\11
[[Tel:574.3268|574.3268]]
635.2941
|11\14
|11\14
551.636
600
|-
|-
!La
!La
Line 275: Line 275:
!19\19
!19\19
786.2069
786.2069
!
!11\11
!
776.4706
!14\14
 
763.{{Overline|63}}
|-
|-
|La#
|La#
Line 291: Line 294:
910.3448
910.3448
|13\11
|13\11
[[Tel:829.5832|829.5832]]
917.6471
|17\14
|17\14
[[Tel:852.3739|852.3739]]
927.{{Overline|27}}
|-
|-
|Sib
|Sib
Line 306: Line 309:
868.9655
868.9655
|12\11
|12\11
765.769
847.0588
|15\14
|15\14
[[Tel:752.0946|752.0946]]
818.{{Overline|18}}
|-
|-
|Si
|Si
Line 323: Line 326:
993.10345
993.10345
|14\11
|14\11
[[Tel:893.3973|893.3973]]
988.2353
|18\14
|18\14
[[Tel:902.5136|902.5136]]
981.{{Overline|81}}
|-
|-
|Si#
|Si#
Line 340: Line 343:
1117.2414
1117.2414
|16\11
|16\11
1021.02545
1129.4118
|21\14
|21\14
1052.9235
1145.{{Overline|45}}
|-
|-
|Dob
|Dob
Line 355: Line 358:
951.7241
951.7241
|13\11
|13\11
[[Tel:829.5832|829.5832]]
917.6471
|16\14
|16\14
[[Tel:802.2343|802.2343]]
872.{{Overline|72}}
|-
|-
|'''Do'''
|'''Do'''
Line 372: Line 375:
'''1075.8621'''
'''1075.8621'''
|'''15\11'''
|'''15\11'''
'''[[Tel:957.2114|957.2114]]'''
'''1052.8235'''
|'''19\14'''
|'''19\14'''
'''[[Tel:952.6532|952.6532]]'''
'''1036.{{Overline|36}}'''
|-
|-
|Do#
|Do#
Line 404: Line 407:
1158.6207
1158.6207
|16\11
|16\11
1021.02545
1129.4118
|20\14
|20\14
1002.7929
1090.{{Overline|90}}
|-
|-
|'''Re'''
|'''Re'''
Line 421: Line 424:
'''1282.7586'''
'''1282.7586'''
|'''18\11'''
|'''18\11'''
'''1148.6536'''
'''1270.5882'''
|'''23\14'''
|'''23\14'''
'''1153.2118'''
'''1254.{{Overline|54}}'''
|-
|-
|Re#
|Re#
Line 438: Line 441:
1406.8965f
1406.8965f
|20\11
|20\11
1276.2818
1411.7647
|26\14
|26\14
1303.6307
1418.{{Overline|18}}
|-
|-
|Mib
|Mib
Line 453: Line 456:
1365.5172
1365.5172
|19\11
|19\11
1212.5678
1341.1765
|24\14
|24\14
1203.3514
1309.{{Overline|09}}
|-
|-
|Mi
|Mi
Line 470: Line 473:
1489.6551
1489.6551
|21\11
|21\11
1340.0959
1482.3529
|27\14
|27\14
1353.8704
1472.{{Overline|72}}
|-
|-
|Mi#
|Mi#
Line 487: Line 490:
1613.7931
1613.7931
|23\11
|23\11
1468.724
1623.5294
|30\14
|30\14
1504.1892
1636.{{Overline|36}}
|-
|-
|Lab
|Lab
Line 502: Line 505:
1448.2859
1448.2859
|20\11
|20\11
1276.2818
1411.7647
|25\14
|25\14
1253.591
1363.{{Overline|63}}
|-
|-
!La
!La
Line 519: Line 522:
!38\19
!38\19
1572.4138
1572.4138
!
!22\11
!
1552.9412
!28\14
1527.{{Overline|27}}
|}
|}
{| class="wikitable"
{| class="wikitable"
Line 546: Line 551:
|Α#
|Α#
|''1\18''
|''1\18''
''38.9975''
''44.{{Overline|4}}''
|''1\13''
|''1\13''
''53.9965''
''61.5385''
|''2\21''
|''2\21''
''66.8529''
''76.1905''
| rowspan="2" |''1\8''
| rowspan="2" |''1\8''
''87.7444''
''100''
|''3\19''
|''3\19''
''110.835''
''126.3158''
|''2\11''
|''2\11''
[[Tel:127.6282|''127.6282'']]
''145.{{Overline|45}}''
|''3\14''
|''3\14''
[[Tel:150.4189|''150.4189'']]
''171.4286''
|-
|-
|Sib
|Sib
|Βb
|Βb
|''3\18''
|''3\18''
[[Tel:116.9925|''116.9925'']]
''133.{{Overline|3}}''
|''2\13''
|''2\13''
[[Tel:107.9931|''107.9931'']]
''123.0769''
|''3\21''
|''3\21''
[[Tel:100.2793|''100.2793'']]
''114.2857''
|''2\19''
|''2\19''
''73.89''
''84.2105''
|''1\11''
|''1\11''
''63.814''
''72.{{Overline|72}}''
|''1\14''
|''1\14''
''50.1396''
''57.1429''
|-
|-
|Si
|Si
|Β
|Β
|''4\18''
|''4\18''
''155.99''
''177.{{Overline|7}}''
|''3\13''
|''3\13''
[[Tel:161.9896|''161.9896'']]
''184.6154''
|''5\21''
|''5\21''
[[Tel:167.1321|''167.1321'']]
''190.4762''
|''2\8''
|''2\8''
''175.48875''
''200''
|''5\19''
|''5\19''
''184.725''
''210.5263''
|''3\11''
|''3\11''
[[Tel:191.4423|''191.4423'']]
''218.{{Overline|18}}''
|''4\14''
|''4\14''
[[Tel:200.5586|''200.5586'']]
''228.5714''
|-
|-
|Si#
|Si#
|Β#
|Β#
|''5\18''
|''5\18''
[[Tel:194.9875|''194.9875'']]
''222.''{{Overline|2}}
| rowspan="2" |''4\13''
| rowspan="2" |''4\13''
[[Tel:215.9862|''215.9862'']]
''246.15385''
|''7\21''
|''7\21''
''233.985''
''266.{{Overline|6}}''
|''3\8''
|''3\8''
[[Tel:263.2331|''263.2331'']]
''300''
|''8\19''
|''8\19''
''295.56''
''336.8421''
|''5\11''
|''5\11''
''319.07045''
''363.{{Overline|63}}''
|''7\14''
|''7\14''
[[Tel:350.9775|''350.9775'']]
''400''
|-
|-
|Dob
|Dob
|Γb
|Γb
|''6\18''
|''6\18''
''233.985''
''266.{{Overline|6}}''
|''6\21''
|''6\21''
[[Tel:200.5586|''200.5586'']]
''228.5714''
|''2\8''
|''2\8''
''175.48875''
''200''
|''4\19''
|''4\19''
''147.78''
''168.42105''
|''2\11''
|''2\11''
[[Tel:127.6282|''127.6282'']]
''145.{{Overline|45}}''
|''2\14''
|''2\14''
[[Tel:100.2793|''100.2793'']]
''114.2857''
|-
|-
|'''Do'''
|'''Do'''
|'''Γ'''
|'''Γ'''
|'''''7\18'''''
|'''''7\18'''''
'''[[Tel:272.9825|''272.9825'']]'''
'''''311.{{Overline|1}}'''''
|'''''5\13'''''
|'''''5\13'''''
'''[[Tel:269.9829|''269.9829'']]'''
'''''307.6923'''''
|'''''8\21'''''
|'''''8\21'''''
'''[[Tel:267.4114|''267.4114'']]'''
'''''304.7619'''''
|'''''3\8'''''
|'''''3\8'''''
'''[[Tel:263.2331|''263.2331'']]'''
'''''300'''''
|'''''7\19'''''
|'''''7\19'''''
'''''258.615'''''
'''''294.7368'''''
|'''''4\11'''''
|'''''4\11'''''
'''[[Tel:255.2564|''255.2564'']]'''
'''''290.{{Overline|90}}'''''
|'''''5\14'''''
|'''''5\14'''''
'''[[Tel:250.6982|''250.6982'']]'''
'''''285.7143'''''
|-
|-
|Do#
|Do#
|Γ#
|Γ#
|''8\18''
|''8\18''
''311.98''
''355.{{Overline|5}}''
|''6\13''
|''6\13''
[[Tel:323.9792|''323.9792'']]
''369.2308''
|''10\21''
|''10\21''
[[Tel:334.2643|''334.2643'']]
''380.9524''
| rowspan="2" |''4\8''
| rowspan="2" |''4\8''
[[Tel:350.9775|''350.9775'']]
''400''
|''9\19''
|''10\19''
''332.505''
''421.0526''
|''6\11''
|''6\11''
''382.88455''
''436.{{Overline|36}}''
|''8\14''
|''8\14''
[[Tel:401.1171|''401.1171'']]
''457.1429''
|-
|-
|Reb
|Reb
|Δb
|Δb
|''10\18''
|''10\18''
''389.975''
''444.{{Overline|4}}''
|''7\13''
|''7\13''
[[Tel:377.9758|''377.9758'']]
''430.7692''
|''11\21''
|''11\21''
[[Tel:367.9607|''367.9607'']]
''419.0476''
|''10\19''
|''9\19''
''369.45''
''378.9474''
|''5\11''
|''5\11''
''319.07045''
''363.{{Overline|63}}''
|''6\14''
|''6\14''
[[Tel:300.8379|''300.8379'']]
''342.8571''
|-
|-
|'''Re'''
|'''Re'''
|'''Δ'''
|'''Δ'''
|'''''11\18'''''
|'''''11\18'''''
'''[[Tel:428.9725|''428.9725'']]'''
'''''488.{{Overline|8}}'''''
|'''''8\13'''''
|'''''8\13'''''
'''[[Tel:431.9723|''431.9723'']]'''
'''''492.3077'''''
|'''''13\21'''''
|'''''13\21'''''
'''[[Tel:434.5436|''434.5436'']]'''
'''''495.2381'''''
|'''''5\8'''''
|'''''5\8'''''
'''[[Tel:438.7219|''438.7219'']]'''
'''''500'''''
|'''''12\19'''''
|'''''12\19'''''
'''''470.285'''''
'''''505.2632'''''
|'''''7\11'''''
|'''''7\11'''''
'''[[Tel:446.6986|''446.6986'']]'''
'''''509.{{Overline|09}}'''''
|'''''9\14'''''
|'''''9\14'''''
'''[[Tel:451.2568|''451.2568'']]'''
'''''514.2857'''''
|-
|-
|Re#
|Re#
|Δ#
|Δ#
|''12\18''
|''12\18''
''467.97''
''533.{{Overline|3}}''
|''9\13''
|''9\13''
[[Tel:485.9688|''485.9688'']]
''553.84615''
|''15\21''
|''15\21''
[[Tel:501.3964|''501.3964'']]
''571.4286''
| rowspan="2" |''6\8''
| rowspan="2" |''6\8''
''526.46625''
''600''
|''15\19''
|''15\19''
''554.175''
''631.42105''
|''9\11''
|''9\11''
[[Tel:574.3268|''574.3268'']]
''654.{{Overline|54}}''
|''12\14''
|''12\14''
[[Tel:601.6757|''601.6757'']]
''685.7143''
|-
|-
|Mib
|Mib
|Εb
|Εb
|''14\18''
|''14\18''
''545.965''
''622.{{Overline|2}}''
|''10\13''
|''10\13''
[[Tel:539.9653|''539.9653'']]
''615.3846''
|''16\21''
|''16\21''
[[Tel:534.8229|''534.8229'']]
''609.5238''
|''14\19''
|''14\19''
''516.23''
''589.4737''
|''8\11''
|''8\11''
[[Tel:510.5128|''510.5128'']]
''581.{{Overline|81}}''
|''10\14''
|''10\14''
[[Tel:501.3964|''501.3964'']]
''571.4286''
|-
|-
|Mi
|Mi
|Ε
|Ε
|''15\18''
|''15\18''
[[Tel:584.9625|''584.9625'']]
''666.{{Overline|6}}''
|''11\13''
|''11\13''
[[Tel:593.9619|''593.9619'']]
''676.9231''
|''18\21''
|''18\21''
[[Tel:601.6757|''601.6757'']]
''685.7143''
|''7\8''
|''7\8''
[[Tel:614.2106|''614.2106'']]
''700''
|''17\19''
|''17\19''
''628.065''
''715.7895''
|''10\11''
|''10\11''
[[Tel:638.1409|''638.1409'']]
''727.{{Overline|27}}''
|''13\14''
|''13\14''
[[Tel:651.8154|''651.8154'']]
''742.8571''
|-
|-
|Mi#
|Mi#
|Ε#
|Ε#
|''16\18''
|''16\18''
''622.96''
''711.{{Overline|1}}''
| rowspan="2" |''12\13''
| rowspan="2" |''12\13''
[[Tel:646.9585|''646.9585'']]
''738.4615''
|''20\21''
|''20\21''
[[Tel:668.5286|''668.5286'']]
''761.9048''
|''8\8''
|''8\8''
''701.955''
''800''
|''20\19''
|''20\19''
''738.9''
''842.1053''
|''12\11''
|''12\11''
''765.769''
''872.{{Overline|72}}''
|''16\14''
|''16\14''
[[Tel:802.2343|''802.2343'']]
''914.2857''
|-
|-
|Lab
|Lab
|Ϛb/Ϝb
|Ϛb/Ϝb
|''17\18''
|''17\18''
[[Tel:662.9575|''662.9575'']]
''755.{{Overline|5}}''
|''19\21''
|''19\21''
[[Tel:635.1021|''635.1021'']]
''723.8095''
|''7\8''
|''7\8''
[[Tel:614.2106|''614.2106'']]
''700''
|''16\19''
|''16\19''
''591.12''
''673.6842''
|''9\11''
|''8\11''
[[Tel:574.3268|''574.3268'']]
''581.{{Overline|81}}''
|''11\14''
|''11\14''
''551.636''
''628.5714''
|-
|-
!La
!La
!Ϛ/Ϝ
!Ϛ/Ϝ
! colspan="7" |''701.955''
! colspan="7" |''800''
|-
|-
|La#
|La#
|Ϛ#/Ϝ#
|Ϛ#/Ϝ#
|''19\18''
|''19\18''
[[Tel:740.9525|''740.9525'']]
''844.{{Overline|4}}''
|''14\13''
|''14\13''
[[Tel:754.9515|''754.9515'']]
''861.5385''
|''23\21''
|''23\21''
[[Tel:768.8021|''768.8021'']]
''876.1905''
| rowspan="2" |''9\8''
| rowspan="2" |''9\8''
[[Tel:789.6994|''789.6994'']]
''900''
|''22\19''
|''22\19''
''812.79''
''926.3158''
|''13\11''
|''13\11''
[[Tel:829.5832|''829.5832'']]
''945.{{Overline|45}}''
|''17\14''
|''17\14''
[[Tel:852.3739|''852.3739'']]
''971.4286''
|-
|-
|Sib
|Sib
|Ζb
|Ζb
|''21\18''
|''21\18''
[[Tel:818.9475|''818.9475'']]
''933.{{Overline|3}}''
|''15\13''
|''15\13''
[[Tel:809.9481|''809.9481'']]
''923.0769''
|''24\21''
|''24\21''
[[Tel:802.2343|''802.2343'']]
''914.2857''
|''21\19''
|''21\19''
''775.845''
''884.2105''
|''12\11''
|''12\11''
''765.769''
''872.{{Overline|72}}''
|''15\14''
|''15\14''
[[Tel:752.0946|''752.0946'']]
''857.1429''
|-
|-
|Si
|Si
|Ζ
|Ζ
|''22\18''
|''22\18''
''857.945''
''977.{{Overline|7}}''
|''16\13''
|''16\13''
[[Tel:862.9446|''862.9446'']]
''984.6154''
|''26\21''
|''26\21''
[[Tel:868.0871|''868.0871'']]
''990.4762''
|''10\8''
|''10\8''
''877.44375''
''1000''
|''24\19''
|''24\19''
''886.68''
''1010.5263''
|''14\11''
|''14\11''
[[Tel:893.3973|''893.3973'']]
''1018.{{Overline|18}}''
|''18\14''
|''18\14''
[[Tel:902.5136|''902.5136'']]
''1028.5714''
|-
|-
|Si#
|Si#
|Ζ#
|Ζ#
|''23\18''
|''23\18''
[[Tel:896.9425|''896.9425'']]
''1022.{{Overline|2}}''
| rowspan="2" |''17\13''
| rowspan="2" |''17\13''
[[Tel:917.9412|''917.9412'']]
''1046.15385''
|''28\21''
|''28\21''
[[Tel:935.9406|''935.9406'']]
''1066.{{Overline|6}}''
|''11\8''
|''11\8''
[[Tel:965.1881|''965.1881'']]
''1100''
|''27\19''
|''27\19''
''997.515''
''1136.8421''
|''16\11''
|''16\11''
''1021.02545''
''1163.{{Overline|63}}''
|''21\14''
|''21\14''
''1052.9235''
''1200''
|-
|-
|Dob
|Dob
|Ηb
|Ηb
|''24\18''
|''24\18''
''935.94''
''1066.{{Overline|6}}''
|''27\21''
|''27\21''
[[Tel:902.5136|''902.5136'']]
''1028.5714''
|''10\8''
|''10\8''
''877.44375''
''1000''
|''23\19''
|''23\19''
''849.753''
''968.42105''
|''13\11''
|''13\11''
[[Tel:829.5832|''829.5832'']]
''945.{{Overline|45}}''
|''16\14''
|''16\14''
[[Tel:802.2343|''802.2343'']]
''914.2857''
|-
|-
|'''Do'''
|'''Do'''
|'''Η'''
|'''Η'''
|'''''25\18'''''
|'''''25\18'''''
'''[[Tel:974.9375|''974.9375'']]'''
'''''1111.{{Overline|1}}'''''
|'''''18\13'''''
|'''''18\13'''''
'''[[Tel:971.9379|''971.9379'']]'''
'''''1107.6923'''''
|'''''29\21'''''
|'''''29\21'''''
'''[[Tel:969.3664|''969.3664'']]'''
'''''1104.7619'''''
|'''''11\8'''''
|'''''11\8'''''
'''[[Tel:965.1881|''965.1881'']]'''
'''''1100'''''
|'''''26\19'''''
|'''''26\19'''''
'''''960.57'''''
'''''1094.7368'''''
|'''''15\11'''''
|'''''15\11'''''
'''[[Tel:957.2114|''957.2114'']]'''
'''''1090.{{Overline|90}}'''''
|'''''19\14'''''
|'''''19\14'''''
'''[[Tel:952.6532|''952.6532'']]'''
'''''1085.7143'''''
|-
|-
|Do#
|Do#
|Η#
|Η#
|''26\18''
|''26\18''
''1012.935''
''1155.{{Overline|5}}''
|''19\13''
|''19\13''
''1025.9342''
''1169.2308''
|''31\21''
|''31\21''
''1036.2193''
''1180.9524''
| rowspan="2" |''12\8''
| rowspan="2" |''12\8''
''1052.9235''
''1200''
|''29\19''
|''29\19''
''1071.405''
''1221.0526''
|''17\11''
|''17\11''
''1084.83955''
''1236.{{Overline|36}}''
|''22\14''
|''22\14''
''1103.0721''
''1257.1429''
|-
|-
|Reb
|Reb
|Θb
|Θb
|''28\18''
|''28\18''
''1091.93''
''1244.{{Overline|4}}''
|''20\13''
|''20\13''
''1079.9308''
''1230.7692''
|''32\21''
|''32\21''
''1069.9157''
''1219.0476''
|''28\19''
|''28\19''
''1034.46''
''1178.9474''
|''16\11''
|''16\11''
''1021.02545''
''1163.{{Overline|63}}''
|''20\14''
|''20\14''
''1002.7929''
''1142.8571''
|-
|-
|'''Re'''
|'''Re'''
|'''Θ'''
|'''Θ'''
|'''''29\18'''''
|'''''29\18'''''
'''''1130.9275'''''
'''''1288.{{Overline|8}}'''''
|'''''21\13'''''
|'''''21\13'''''
'''''1133.9273'''''
'''''1292.3077'''''
|'''''34\21'''''
|'''''34\21'''''
'''''1136.4986'''''
'''''1295.2381'''''
|'''''13\8'''''
|'''''13\8'''''
'''''1140.7769'''''
'''''1300'''''  
|'''''31\19'''''
|'''''31\19'''''
'''''1145.295'''''
'''''1305.2632'''''
|'''''18\11'''''
|'''''18\11'''''
'''''1148.6536'''''
'''''1309.{{Overline|09}}'''''
|'''''23\14'''''
|'''''23\14'''''
'''''1153.2118'''''
'''''1314.2857'''''
|-
|-
|Re#
|Re#
|Θ#
|Θ#
|''30\18''
|''30\18''
''1169.925''
''1333.{{Overline|3}}''
|''22\13''
|''22\13''
''1187.9238''
''1187.9238''
|''36\21''
|''36\21''
''1203.3514''
''1371.4286''
| rowspan="2" |''14\8''
| rowspan="2" |''14\8''
''1228.42125''
''1400''
|''34\19''
|''34\19''
''1256.13''
''1431.42105''
|''20\11''
|''20\11''
''1276.2818''
''1454.{{Overline|54}}''
|''26\14''
|''26\14''
''1303.6307''
''1485.7143''
|-
|-
|Mib
|Mib
|Ιb
|Ιb
|''32\18''
|''32\18''
''1247.92''
''1422.{{Overline|2}}''
|''23\13''
|''23\13''
''1241.9203''
''1415.3846''
|''37\21''
|''37\21''
''1236.7779''
''1409.5238''
|''33\19''
|''33\19''
''1218.285''
''1389.4737''
|''19\11''
|''19\11''
''1212.5678''
''1381.{{Overline|81}}''
|''24\14''
|''24\14''
''1203.3514''
''1371.4286''
|-
|-
|Mi
|Mi
|Ι
|Ι
|''33\18''
|''33\18''
''1286.9175''
''1466.{{Overline|6}}''
|''24\13''
|''24\13''
''1295.9169''
''1476.9231''
|''39\21''
|''39\21''
''1303.6307''
''1485.7143''
|''15\8''
|''15\8''
''1316.1656''
''1500''
|''36\19''
|''36\19''
''1330.02''
''1515.7895''
|''21\11''
|''21\11''
''1340.0959''
''1527.{{Overline|27}}''
|''27\14''
|''27\14''
''1353.8704''
''1542.8571''
|-
|-
|Mi#
|Mi#
|Ι#
|Ι#
|''34\18''
|''34\18''
''1323.915''
''1511.{{Overline|1}}''
| rowspan="2" |''25\13''
| rowspan="2" |''25\13''
''1348.9135''
''1538.4615''
|''41\21''
|''41\21''
''1370.4836''
''1561.9048''
|''16\8''
|''16\8''
''1403.91''
''1600''
|''39\19''
|''39\19''
''1440.855''
''1642.1053''
|''23\11''
|''23\11''
''1468.724''
''1672.{{Overline|72}}''
|''30\14''
|''30\14''
''1504.1892''
''1714.2857''
|-
|-
|Lab
|Lab
|Αb
|Αb
|''35\18''
|''35\18''
''1364.9125''
''1555.{{Overline|5}}''
|''40\21''
|''40\21''
''1337.0571''
''1523.8095''
|''15\8''
|''15\8''
''1316.1656''
''1500''
|''35\19''
|''35\19''
''1293.075''
''1473.6842''
|''20\11''
|''20\11''
''1276.2818''
''1454.{{Overline|54}}''
|''25\14''
|''25\14''
''1253.591''
''1428.5714''
|-
|-
!La
!La
!Α
!Α
! colspan="7" |''1403.91''
! colspan="7" |''1600''
|}
|}


Line 1,011: Line 1,016:
{| class="wikitable"
{| class="wikitable"
!Generators
!Generators
!Sesquitave notation
!Sextave notation
!Interval category name
!Interval category name
!Generators
!Generators
!Notation of 3/2 inverse
!Notation of sixth inverse
!Interval category name
!Interval category name
|-
|-
Line 1,020: Line 1,025:
|-
|-
|0
|0
|A
|La
|sextave (minor sixth)
|0
|La
|perfect unison
|perfect unison
|0
|A
|sesquitave (just fifth)
|-
|-
|1
|1
|C
|Re
|perfect mosthird (min third)
|perfect fourth
| -1
| -1
|D
|Do
|perfect mosfourth (maj third)
|minor third
|-
|-
|2
|2
|Eb
|Si
|minor mosfifth
|major second
| -2
| -2
|B
|Mib
|major mossecond
|diminished fifth
|-
|-
|3
|3
|Bb
|Mi
|minor mossecond
|perfect fifth
| -3
| -3
|E
|Sib
|major mosfifth
|minor second
|-
|-
|4
|4
|Db
|Do#
|diminished mosfourth
|major third
| -4
| -4
|C#
|Reb
|augmented mosthird
|diminished fourth
|-
|-
| colspan="6" |The chromatic 8-note MOS also has the following intervals (from some root):
| colspan="6" |The chromatic 8-note MOS also has the following intervals (from some root):
|-
|-
|5
|5
|Ab
|La#
|diminished sesquitave
|augmented unison (chroma)
| -5
| -5
|A#
|Lab
|augmented unison (chroma)
|diminished sextave
|-
|-
|6
|6
|Cb
|Re#
|diminished mosthird
|augmented fourth
| -6
| -6
|D#
|Dob
|augmented mosfourth
|diminished third
|-
|-
|7
|7
|Ebb
|Si#
|diminished mosfifth
|augmented second
| -7
| -7
|B#
|Mibb
|augmented mossecond
|doubly diminished fifth
|}
|}
==Genchain==
==Genchain==
The generator chain for this scale is as follows:
The generator chain for this scale is as follows:
{| class="wikitable"
{| class="wikitable"
|Bbb
|Sibb
|Ebb
|Mibb
|Cb
|Dob
|Ab
|Lab
|Db
|Reb
|Bb
|Sib
|Eb
|Mib
|C
|Do
|A
|La
|D
|Re
|B
|Si
|E
|Mi
|C#
|Do#
|A#
|La#
|D#
|Re#
|B#
|Si#
|E#
|Mi#
|-
|-
|d2
|d2
|d5
|dd5
|d3
|d3
|d6
|d6
|d4
|d4
|m2
|m2
|m5
|d5
|P3
|m3
|P1
|P1
|P4
|P4
|M2
|M2
|M5
|P5
|A3
|M3
|A1
|A1
|A4
|A4
Line 1,122: Line 1,127:
!Scale
!Scale
![[Modal UDP Notation|UDP]]
![[Modal UDP Notation|UDP]]
! colspan="4" |Interval type (mos-)
! colspan="4" |Interval type
|-
|-
!name
!name
Line 1,132: Line 1,137:
!5th
!5th
|-
|-
|Titanian
|Hindu
|LLsLs
|LLsLs
|<nowiki>4|0</nowiki>
|<nowiki>4|0</nowiki>
|M
|M
|A
|M
|P
|P
|P
|M
|-
|-
|Oberonan
|Minor
|LsLLs
|LsLLs
|<nowiki>3|1</nowiki>
|<nowiki>3|1</nowiki>
|M
|M
|m
|P
|P
|P
|P
|M
|-
|-
|Umbrielan
|Half diminished
|LsLsL
|LsLsL
|<nowiki>2|2</nowiki>
|<nowiki>2|2</nowiki>
|M
|M
|m
|P
|P
|P
|d
|m
|-
|-
|Arielan
|Diminished
|sLLsL
|sLLsL
|<nowiki>1|3</nowiki>
|<nowiki>1|3</nowiki>
|m
|m
|m
|P
|P
|P
|d
|m
|-
|-
|Mirandan
|Altered
|sLsLL
|sLsLL
|<nowiki>0|4</nowiki>
|<nowiki>0|4</nowiki>
|m
|m
|P
|m
|d
|d
|d
|m
|}
|}
==Temperaments==
==Temperaments==
The most basic rank-2 temperament interpretation of uranian is '''semiwolf''', which has 4:7:10 chords spelled <code>root-(p+1g)-(3p-2g)</code> (p = 3/2, g = the approximate 7/6). The name "semiwolf" comes from two [[7/6]] generators approximating a [[27/20]]<nowiki/>wolf fourth. This is further extended to the 11-limit in two interpretations: '''semilupine''' where 2 major mos2nds (LL) equal 11/9, and '''hemilycan''' where 1 major and 2 minor mos2nds (sLs) equal 11/9. Basic 8edf fits both extensions.
The most basic rank-2 temperament interpretation of this diatonic is '''Aeolianic''', which has septimal 6:7:9 or pental 10:12:15 chords spelled <code>root-(p-1g)-(3g)</code> (p = the minor sixth, g = the approximate 4/3). The name "Aeolianic" comes from the Aeolian minor mode having the minor sixth as its characteristic interval.
===Semiwolf===
==='''Aeolianic-Meantone'''===
[[Subgroup]]: 3/2.7/4.5/2
[[Subgroup]]: 8/5.4/3.3/2
 
[[Comma]] list: [[245/243]]
 
[[POL2]] generator: ~7/6 = [[Tel:262.1728|262.1728]]
 
[[Mapping]]: [{{val|1 1 3}}, {{val|0 1 -2}}]
 
[[Vals]]: {{val list|8edf, 11edf, 13edf}}
====Semilupine====
[[Subgroup]]: 3/2.7/4.5/2.11/4


[[Comma]] list: [[245/243]], [[100/99]]
[[Comma]] list: [[81/80]]


[[POL2]] generator: ~7/6 = [[Tel:264.3771|264.3771]]
[[POL2]] generator: ~6/5 = 308.3057


[[Mapping]]: [{{val|1 1 3 4}}, {{val|0 1 -2 -4}}]
[[Mapping]]: [{{val|1 1 2}}, {{val|0 -1 -3}}]


[[Vals]]: {{val list|8edf, 13edf}}
[[Vals]]: {{val list|5ed8/5, 8ed8/5, 13ed8/5}}
====Hemilycan====
===='''Aeolianic-Superpyth'''====
[[Subgroup]]: 3/2.7/4.5/2.11/4
[[Subgroup]]: 14/9.4/3.3/2


[[Comma]] list: [[245/243]], [[441/440]]
[[Comma]] list: [[64/63]]


[[POL2]] generator: ~7/6 = [[Tel:261.5939|261.5939]]
[[POL2]] generator: ~7/6 = 276.0795


[[Mapping]]: [{{val|1 1 3 1}}, {{val|0 1 -2 4}}]
[[Mapping]]: [{{val|1 1 2}}, {{val|0 -1 -3}}]


[[Vals]]: {{val list|8edf, 11edf}}
[[Vals]]: {{val list|3ed14/9, 11ed14/9, 13ed14/9}}
==Scale tree==
==Scale tree==
The spectrum looks like this:
The spectrum looks like this:
{| class="wikitable"
{| class="wikitable"
! colspan="6" rowspan="2" |Generator
! colspan="3" rowspan="2" |Generator
(bright)
(bright)
! colspan="2" |Cents
! colspan="2" |Normalised
! colspan="2" |''ed2\3''
! rowspan="2" |L
! rowspan="2" |L
! rowspan="2" |s
! rowspan="2" |s
Line 1,215: Line 1,211:
! rowspan="2" |Comments
! rowspan="2" |Comments
|-
|-
!Chroma-positive
!Chroma-negative
!Chroma-positive
!Chroma-positive
!Chroma-negative
!Chroma-negative
Line 1,221: Line 1,219:
|
|
|
|
|
|514.286
|
|342.857
|
|''480''
|421.173
|''320''
|280.782
|1
|1
|1
|1
Line 1,234: Line 1,231:
|
|
|
|
|507.692
|323.077
|''488.{{Overline|8}}''
|''311.{{Overline|1}}''
|4
|3
|1.333
|
|-
|
|63\103
|
|
|507.383
|322.148
|''489.32''
|''310.68''
|23
|17
|1.353
|
|-
|
|
|52\85
|
|
|428.973
|507.317
|272.983
|321.951
|4
|''489.412''
|3
|''310.588''
|1.333
|19
|14
|1.357
|
|
|-
|-
|
|
|30\49
|41\67
|
|
|507.2165
|321.6495
|''489.552''
|''310.448''
|15
|11
|1.364
|
|
|-
|
|
|30\49
|
|
|429.768
|507.062
|272.187
|321.127
|''489.796''
|''310.204''
|11
|11
|8
|8
Line 1,260: Line 1,291:
|19\31
|19\31
|
|
|506.{{Overline|6}}
|320
|''490.323''
|''309.678''
|7
|5
|1.400
|
|
|-
|
|
|
|
|[[Tel:430.2305|430.2305]]
|46\75
|[[Tel:271.7255|271.7255]]
|506.422
|319.266
|''490.{{Overline|6}}''
|''309.{{Overline|3}}''
|17
|12
|1.417
|
|-
|
|27\44
|
|506.25
|318.75
|''490.{{Overline|90}}''
|''309.{{Overline|09}}''
|10
|7
|7
|5
|1.429
|1.400
|
|-
|
|35\57
|
|506.024
|318.072
|''491.228''
|''308.712''
|13
|9
|1.444
|
|-
|
|43\70
|
|505.882
|317.647
|''491.429''
|''308.571''
|16
|11
|1.4545
|
|
|-
|-
|8\13
|
|
|51\83
|
|
|505.785
|317.355
|''491.566''
|''308.434''
|19
|13
|1.4615
|
|
|-
|8\13
|
|
|
|
|431.972
|505.263
|269.983
|315.79
|''492.308''
|''307.692''
|3
|3
|2
|2
|1.500
|1.500
|Semiwolf and Semilupine start here
|Aeolianic-Meantone starts here
|-
|-
|
|
|45\73
|
|
|37\60
|504.673
|314.019
|''493.151''
|''306.849''
|17
|11
|1.5455
|
|
|-
|
|
|37\60
|
|
|432.872
|504.{{Overline|54}}
|269.083
|313.{{Overline|63}}
|''493.{{Overline|3}}''
|''306.{{Overline|6}}''
|14
|14
|9
|9
Line 1,299: Line 1,399:
|29\47
|29\47
|
|
|
|504.348
|
|313.043
|
|''493.617''
|433.121
|''306.383''
|268.834
|11
|11
|7
|7
Line 1,312: Line 1,411:
|21\34
|21\34
|
|
|
|504
|
|312
|
|''494.118''
|433.56
|''305.882''
|268.395
|8
|8
|5
|5
Line 1,325: Line 1,423:
|
|
|34\55
|34\55
|
|503.{{Overline|703}}
|
|311.{{Overline|1}}
|
|''494.{{Overline|54}}''
|433.935
|''305.{{Overline|45}}''
|268.02
|13
|13
|8
|8
Line 1,336: Line 1,433:
|-
|-
|
|
|13\21
|
|
|47\76
|503.571
|310.714
|''494.737''
|''305.263''
|18
|11
|1.636
|
|
|-
|
|
|13\21
|
|
|435.084
|503.226
|266.871
|309.678
|''495.238''
|''304.762''
|5
|5
|3
|3
Line 1,349: Line 1,457:
|-
|-
|
|
|18\29
|
|
|31\50
|502.{{Overline|702}}
|308.{{Overline|108}}
|''496''
|''304''
|12
|7
|1.714
|
|-
|
|
|49\79
|502.564
|307.692
|''496.2025''
|''303.7975''
|19
|11
|1.727
|
|
|-
|
|
|18\29
|
|
|435.696
|502.326
|266.259
|306.977
|''496.552''
|''303.448''
|7
|7
|4
|4
Line 1,364: Line 1,495:
|23\37
|23\37
|
|
|
|501.{{Overline|81}}
|
|305.{{Overline|45}}
|
|''497.{{Overline|297}}''
|436.35
|''302.{{Overline|702}}''
|265.605
|9
|9
|5
|5
Line 1,377: Line 1,507:
|28\45
|28\45
|
|
|
|501.492
|
|304.478
|
|''497.{{Overline|7}}''
|436.772
|''302.{{Overline|2}}''
|265.183
|11
|11
|6
|6
Line 1,387: Line 1,516:
|
|
|-
|-
|
|
|
|33\53
|33\53
|
|
|
|501.265
|
|303.797
|437.066
|''498.113''
|264.889
|''301.887''
|13
|13
|7
|7
Line 1,400: Line 1,528:
|
|
|-
|-
|5\8
|
|
|38\61
|
|501.09
|303.297
|''498.361''
|''301.639''
|15
|8
|1.875
|
|
|-
|
|
|43\69
|
|
|500.971
|302.913
|''498.551''
|''301.449''
|17
|9
|1.889
|
|
|438.722
|263.233
|2
|1
|2.000
|Semilupine ends, Hemilycan begins
|-
|-
|
|
|48\77
|
|
|500.87
|302.609
|''498.701''
|''301.299''
|19
|10
|1.900
|
|
|-
|5\8
|
|
|
|500
|300
|''500''
|''300''
|2
|1
|2.000
|Aeolianic-Meantone ends, Aeolianic-Pythagorean begins
|-
|
|
|47\75
|47\75
|439.892
|
|262.063
|499.115
|297.345
|''501.{{Overline|3}}''
|''298.{{Overline|3}}''
|19
|19
|9
|9
Line 1,426: Line 1,588:
|
|
|-
|-
|
|
|
|
|
|42\67
|42\67
|
|
|440.031
|499.01
|261.924
|297.03
|''501.4925''
|''298.5075''
|17
|17
|8
|8
Line 1,439: Line 1,600:
|
|
|-
|-
|
|
|
|
|37\59
|37\59
|
|
|
|498.876
|440.209
|296.629
|261.746
|''501.695''
|''298.305''
|15
|15
|7
|7
Line 1,452: Line 1,612:
|
|
|-
|-
|
|
|
|32\51
|32\51
|
|
|
|498.701
|
|296.104
|440.442
|''501.961''
|261.513
|''298.039''
|13
|13
|6
|6
Line 1,468: Line 1,627:
|27\43
|27\43
|
|
|
|498.461
|
|295.385
|
|''502.326''
|440.762
|''297.674''
|261.193
|11
|11
|5
|5
Line 1,481: Line 1,639:
|22\35
|22\35
|
|
|
|498.113
|
|294.34
|
|''502.857''
|441.229
|''297.143''
|260.726
|9
|9
|4
|4
Line 1,492: Line 1,649:
|-
|-
|
|
|17\27
|
|
|39\62
|497.872
|293.617
|''503.226''
|''296.774''
|16
|7
|2.286
|
|
|-
|
|
|17\27
|
|
|441.972
|497.561
|259.973
|292.683
|''503.{{Overline|703}}''
|''296.{{Overline|296}}''
|7
|7
|3
|3
Line 1,507: Line 1,675:
|
|
|29\46
|29\46
|
|497.143
|
|291.429
|
|''504.348''
|442.537
|''295.652''
|259.418
|12
|12
|5
|5
Line 1,518: Line 1,685:
|-
|-
|
|
|12\19
|
|
|41\65
|496.{{Overline|96}}
|290.{{Overline|90}}
|''504.615''
|''295.385''
|17
|7
|2.429
|
|
|-
|
|
|12\19
|
|
|443.34
|496.552
|258.615
|289.655
|''505.263''
|''294.737''
|5
|5
|2
|2
Line 1,531: Line 1,709:
|-
|-
|
|
|19\30
|
|
|31\49
|496
|288
|''506.122''
|''293.878''
|13
|5
|2.600
|
|-
|
|
|50\79
|495.868
|287.633
|''506.329''
|''293.671''
|21
|8
|2.625
|
|
|-
|
|
|19\30
|
|
|[[Tel:444.5715|444.5715]]
|495.652
|[[Tel:257.3835|257.3835]]
|286.957
|''506.{{Overline|6}}''
|''293.{{Overline|3}}''
|8
|8
|3
|3
Line 1,546: Line 1,747:
|26\41
|26\41
|
|
|495.238
|285.714
|''507.317''
|''292.683''
|11
|4
|2.750
|
|
|-
|
|
|33\52
|
|
|445.142
|495
|256.813
|285
|11
|''507.692''
|4
|''292.308''
|2.750
|14
|5
|2.800
|
|-
|
|40\63
|
|494.536
|284.536
|''507.9365''
|''292.0635''
|17
|6
|2.833
|
|-
|
|47\74
|
|494.737
|284.211
|''508.{{Overline|108}}''
|''291.{{Overline|891}}''
|20
|7
|2.857
|
|-
|
|54\85
|
|494.6565
|283.9695
|''508.235''
|''291.765''
|23
|8
|2.875
|
|
|-
|-
|7\11
|
|
|61\96
|
|
|494.{{Overline|594}}
|283.{{Overline|783}}
|''508.{{Overline|3}}''
|''291.{{Overline|6}}''
|26
|9
|2.889
|
|
|-
|7\11
|
|
|
|
|446.699
|494.118
|255.256
|282.353
|''509.{{Overline|09}}''
|''290.{{Overline|90}}''
|3
|3
|1
|1
|3.000
|3.000
|Semiwolf and Hemilycan end here
|Aeolianic-Pythagorean ends, Aeolianic-Superpyth begins
|-
|
|65\102
|
|493.671
|281.013
|''509.804''
|''290.196''
|28
|9
|3.111
|
|-
|-
|
|
|58\91
|
|
|37\58
|493.617
|280.851
|''509.89''
|''290.11''
|25
|8
|3.125
|
|-
|
|51\80
|
|493.548
|280.645
|''510''
|''290''
|22
|7
|3.143
|
|-
|
|44\69
|
|493.458
|280.374
|''510.145''
|''289.855''
|19
|6
|3.167
|
|
|-
|
|
|37\58
|
|
|447.799
|493.{{Overline|3}}
|254.156
|280
|''510.345''
|''289.655''
|16
|16
|5
|5
Line 1,585: Line 1,891:
|30\47
|30\47
|
|
|
|493.151
|
|279.452
|
|''510.638''
|448,056
|''289.362''
|253.899
|13
|13
|4
|4
Line 1,598: Line 1,903:
|23\36
|23\36
|
|
|
|492.857
|
|278.571
|
|''511.{{Overline|1}}''
|448.471
|''288.{{Overline|8}}''
|253.484
|10
|10
|3
|3
Line 1,611: Line 1,915:
|16\25
|16\25
|
|
|
|492.308
|
|276.923
|
|''512''
|449.251
|''288''
|252.704
|7
|7
|2
|2
Line 1,624: Line 1,927:
|25\39
|25\39
|
|
|
|491.803
|
|275.41
|
|''512.8205''
|449.971
|''287.1795''
|251.984
|11
|11
|3
|3
Line 1,637: Line 1,939:
|34\53
|34\53
|
|
|491.566
|274.699
|''513.2075''
|''286.7925''
|15
|4
|3.750
|
|-
|
|43\67
|
|491.429
|274.286
|''513.433''
|''286.567''
|19
|5
|3.800
|
|
|-
|
|
|52\81
|
|
|450.311
|491.339
|251.644
|274.016
|15
|''513.58''
|4
|''286.42''
|3.750
|23
|6
|3.833
|
|
|-
|-
|9\14
|
|
|61\95
|
|
|491.275
|273.825
|''513.684''
|''286.316''
|27
|7
|3.857
|
|
|-
|9\14
|
|
|
|
|451.257
|490.{{Overline|90}}
|250.698
|272.{{Overline|72}}
|''514.286''
|''285.714''
|4
|4
|1
|1
|4.000
|4.000
|Near [[24edo]]
|
|-
|
|47\73
|
|490.435
|271.304
|''515.0685''
|''284.3315''
|21
|5
|R.200
|
|-
|
|38\59
|
|490.323
|270.968
|''515.254''
|''284.746''
|17
|4
|4.250
|
|-
|
|29\45
|
|490.141
|270.422
|''515.{{Overline|5}}''
|''284.{{Overline|4}}''
|13
|3
|4.333
|
|-
|
|20\31
|
|489.795
|269.388
|''516.129''
|''283.871''
|9
|2
|4.500
|
|-
|
|31\48
|
|489.474
|268.421
|''516.{{Overline|6}}''
|''283.{{Overline|3}}''
|14
|3
|4.667
|
|-
|-
|2\3
|
|
|42\65
|
|489.32
|267.961
|''516.923''
|''283.077''
|19
|4
|4.750
|
|-
|11\17
|
|
|
|
|488.{{Overline|8}}
|266.{{Overline|6}}
|''517.647''
|''282.353''
|5
|1
|5.000
|Aeolianic-Superpyth ends
|-
|2\3
|
|
|
|
|467.97
|480
|233.985
|240
|''533.{{Overline|3}}''
|''266.{{Overline|6}}''
|1
|1
|0
|0
Retrieved from "https://en.xen.wiki/w/3L_2s_(8/5-equivalent)"