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User:Moremajorthanmajor/2L 1s (perfect fourth-equivalent): Difference between revisions

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2454.{{Overline|54}}
2454.{{Overline|54}}
|}
|}
{| class="wikitable"
|+Relative cents<ref name=":05" />
! colspan="5" |Notation
!Supersoft
!Soft
!Semisoft
!Basic
!Semihard
!Hard
!Superhard
|-
! colspan="2" |Diatonic
! rowspan="2" |Mahur
! rowspan="2" |Bijou
! rowspan="2" |Hyperionic
! rowspan="2" |~11ed4/3
! rowspan="2" |~8ed4/3
! rowspan="2" |~13ed4/3
! rowspan="2" |~5ed4/3
! rowspan="2" |~12ed4/3
! rowspan="2" |~7ed4\3
! rowspan="2" |~9ed4/3
|-
!Fourth
!Seventh
|-
|Do#, Sol#
|Sol#
|G#
|0#, D#
|1#
|1\11
''45.{{Overline|45}}''
|1\8
''62.5''
|2\13
''76; 1.08{{Overline|3}}''
| rowspan="2" |1\5
''100''
|3\12
''125''
|2\7
''142; 1.1{{Overline|6}}''
|3\9
''166.{{Overline|6}}''
|-
|Reb, Lab
|Lab
|Jf, Af
|1b, 1d
|2f
|3\11
''136.{{Overline|36}}''
|2\8
''125''
|3\13
''115; 2.6''
|2\12
''83.{{Overline|3}}''
|1\7
''71; 2.{{Overline|3}}''
|1\9
''55.5̄''
|-
|'''Re, La'''
|'''La'''
|'''J, A'''
|'''1'''
|'''2'''
|'''4\11'''
'''''181.{{Overline|81}}'''''
|'''3\8'''
'''''187.5'''''
|'''5\13'''
'''''192; 3.25'''''
|'''2\5'''
'''''200'''''
|'''5\12'''
'''''208.{{Overline|3}}'''''
|'''3\7'''
'''''214; 3.5'''''
|'''4\9'''
'''''222.{{Overline|2}}'''''
|-
|Re#, La#
|La#
|J#, A#
|1#
|2#
|5\11
''227.{{Overline|27}}''
|4\8
''250''
|7\13
''269; 4.{{Overline|3}}''
| rowspan="2" |'''3\5'''
'''''300'''''
|8\12
''333.{{Overline|3}}''
|5\7
''357; 7''
|7\9
''388.{{Overline|8}}''
|-
|'''Mib, Sib'''
|'''Sib'''
|'''Af, Bf'''
|'''2b, 2d'''
|'''3f'''
|'''7\11'''
'''''318.{{Overline|18}}'''''
|'''5\8'''
'''''312.5'''''
|'''8\13'''
'''''307; 1.{{Overline|4}}'''''
|'''7\12'''
'''''291.6̄'''''
|'''4\7'''
'''''285; 1.4'''''
|'''5\9'''
'''''277.{{Overline|7}}'''''
|-
|Mi, Si
|Si
|A, B
|2
|3
|8\11
''363.{{Overline|63}}''
|6\8
''375''
|10\13
''384; 1.625''
|4\5
''400''
|10\12
''416.{{Overline|6}}''
|6\7
''428; 1.75''
|8\9
''444.{{Overline|4}}''
|-
|Mi#, Si#
|Si#
|A#, B#
|2#
|3#
|9\11
''409.{{Overline|09}}''
| rowspan="2" |7\8
''437.5''
|12\13
''461; 1, 1.1{{Overline|6}}''
|5\5
''500''
|13\12
''541.{{Overline|6}}''
|8\7
''571; 2.{{Overline|3}}''
|11\9
''611.1̄''
|-
|Dob, Solb
|Dob
|Bb, Cf
|3b, 3d
|4f
|10\11
''454.{{Overline|54}}''
|11\13
''423; 13''
|4\5
''400''
|9\12
''375''
|5\7
''357; 7''
|6\9
''333.{{Overline|3}}''
|-
!Do, Sol
!Do
!B, C
!3
!4
! colspan="7" |''500''
|-
|Do#, Sol#
|Do#
|B#, C#
|3#
|4#
|12\11
''545.{{Overline|45}}''
|9\8
''562.5''
|15\13
''576; 1.08{{Overline|3}}''
| rowspan="2" |6\5
''600''
|15\12
''625''
|9\7
''642; 1.1{{Overline|6}}''
|12\9
''666.{{Overline|6}}''
|-
|Reb, Lab
|Reb
|Cf, Qf
|4b, 4d
|5f
|14\11
''636.{{Overline|36}}''
|10\8
''625''
|16\13
''615; 2.6''
|14\12
''583.{{Overline|3}}''
|8\7
''571; 2.{{Overline|3}}''
|10\9
''555.5̄''
|-
|'''Re, La'''
|'''Re'''
|'''C, Q'''
|'''4'''
|'''5'''
|'''15\11'''
'''''681.{{Overline|81}}'''''
|'''11\8'''
'''''687.5'''''
|'''18\13'''
'''''692; 3.25'''''
|'''7\5'''
'''''700'''''
|'''17\12'''
'''''708.{{Overline|3}}'''''
|'''10\7'''
'''''714; 3.5'''''
|'''13\9'''
'''''722.{{Overline|2}}'''''
|-
|Re#, La#
|Re#
|C#, Q#
|4#
|5#
|16\11
''727.{{Overline|27}}''
|12\8
''750''
|20\13
''769; 4.{{Overline|3}}''
| rowspan="2" |'''8\5'''
'''''800'''''
|20\12
''833.{{Overline|3}}''
|12\7
''857; 7''
|16\9
''888.{{Overline|8}}''
|-
|'''Mib, Sib'''
|'''Sib'''
|'''Qf, Df'''
|'''5b, 5d'''
|'''6f'''
|'''18\11'''
'''''818.{{Overline|18}}'''''
|'''13\8'''
'''''812.5'''''
|'''21\13'''
'''''807; 1.{{Overline|4}}'''''
|'''19\12'''
'''''791.{{Overline|6}}'''''
|'''11\7'''
'''''785; 1.4'''''
|'''14\9'''
'''''777.{{Overline|7}}'''''
|-
|Mi, Si
|Si
|Q, D
|5
|6
|19\11
''863.{{Overline|63}}''
|14\8
''875''
|23\13
''884; 1.625''
|9\5
''900''
|22\12
''916.{{Overline|6}}''
|13\7
''928; 1.75''
|17\9
''944.{{Overline|4}}''
|-
|Mi#, Si#
|Si#
|Q#, D#
|5#
|6#
|20\11
''909.{{Overline|09}}''
| rowspan="2" |15\8
''937.5''
|25\13
''961; 1, 1.1{{Overline|6}}''
|10\5
''1000''
|25\12
''1041.{{Overline|6}}''
|15\7
''1071; 2.{{Overline|3}}''
|20\9
''1111.1̄''
|-
|Dob, Solb
|Solb
|Df, Sf
|6b, 6d
|7f
|21\11
''954.{{Overline|54}}''
|24\13
''923; 13''
|9\5
''900''
|21\12
''875''
|12\7
''857; 7''
|15\9
''833.{{Overline|3}}''
|-
!Do, Sol
!Sol
!D, S
!6
!7
! colspan="7" |''1000''
|-
|Do#, Sol#
|Sol#
|D#, S#
|6#
|7#
|23\11
''1045.{{Overline|45}}''
|17\8
''1062.5''
|28\13
''1076; 1.08{{Overline|3}}''
| rowspan="2" |11\5
''1100''
|27\12
''1125''
|16\7
''1142; 1.1{{Overline|6}}''
|21\9
''1166.{{Overline|6}}''
|-
|Reb, Lab
|Lab
|Ef
|7b, 7d
|8f
|25\11
''1136.{{Overline|36}}''
|18\8
''1125''
|29\13
''1115; 2.6''
|26\12
''1083.{{Overline|3}}''
|22\7
''1571; 2.{{Overline|3}}''
|19\9
''1055.5̄''
|-
|'''Re, La'''
|'''La'''
|'''E'''
|'''7'''
|'''8'''
|'''26\11'''
'''''1181.{{Overline|81}}'''''
|'''19\8'''
'''''1187.5'''''
|'''31\13'''
'''''1192; 3.25'''''
|'''12\5'''
'''''1200'''''
|'''29\12'''
'''''1208.{{Overline|3}}'''''
|'''17\7'''
'''''1214; 3.5'''''
|'''22\9'''
'''''1222.{{Overline|2}}'''''
|-
|Re#, La#
|La#
|E#
|7#
|8#
|27\11
''1227.{{Overline|27}}''
|20\8
''1250''
|33\13
''1269; 4.{{Overline|3}}''
| rowspan="2" |'''13\5'''
'''''1300'''''
|32\12
''1333.{{Overline|3}}''
|19\7
''1357; 7''
|25\9
''1388.{{Overline|8}}''
|-
|'''Mib, Sib'''
|'''Sib'''
|'''Ff'''
|'''8b, Fd'''
|'''9f'''
|'''29\11'''
'''''1318.{{Overline|18}}'''''
|'''21\8'''
'''''1312.5'''''
|'''34\13'''
'''''1307; 1.{{Overline|4}}'''''
|'''31\12'''
'''''1291.{{Overline|6}}'''''
|'''18\7'''
'''''1285; 1.4'''''
|'''23\9'''
'''''1277.{{Overline|7}}'''''
|-
|Mi, Si
|Si
|F
|8, F
|9
|30\11
''1363.{{Overline|63}}''
|22\8
''1375''
|36\13
''1384; 1.625''
|14\5
''1400''
|34\12
''1416.{{Overline|6}}''
|20\7
''1428; 1.75''
|26\9
''1444.{{Overline|4}}''
|-
|Mi#, Si#
|Si#
|F#
|8#, F#
|9#
|31\11
''1409.{{Overline|09}}''
| rowspan="2" |23\8
''1437.5''
|38\13
''1461; 1, 1.1{{Overline|6}}''
|15\5
''1500''
|37\12
''1541.{{Overline|6}}''
|22\7
''1571; 2.{{Overline|3}}''
|29\9
''1611.1̄''
|-
|Dob, Solb
|Dob
|Gf
|9b, Gd
|Af
|32\11
''1454.{{Overline|54}}''
|37\13
''1423; 13''
|14\5
''1400''
|33\12
''1375''
|19\7
''1357; 7''
|24\9
''1333.{{Overline|3}}''
|-
!Do, Sol
!Do
!G
!'''9, G'''
!A
! colspan="7" |''1500''
|-
|Do#, Sol#
|Sol#
|G#
|9#, G#
|A#
|34\11
''1545.{{Overline|45}}''
|25\8
''1562.5''
|41\13
''1576; 1.08{{Overline|3}}''
| rowspan="2" |16\5
''1600''
|39\12
''1625''
|23\7
''1642; 1.1{{Overline|6}}''
|30\9
''1666.{{Overline|6}}''
|-
|Reb, Lab
|Lab
|Jf, Af
|Xb, Ad
|Bf
|36\11
''1636.{{Overline|36}}''
|26\8
''1625''
|42\13
''1615; 2.6''
|38\12
''1583.{{Overline|3}}''
|22\7
''1571; 2.{{Overline|3}}''
|28\9
''1555.5̄''
|-
|'''Re, La'''
|'''La'''
|'''J, A'''
|'''X, A'''
|'''B'''
|'''37\11'''
'''''1681.{{Overline|81}}'''''
|'''27\8'''
'''''1687.5'''''
|'''44\13'''
'''''1692; 3.25'''''
|'''17\5'''
'''''1700'''''
|'''41\12'''
'''''1708.{{Overline|3}}'''''
|'''24\7'''
'''''1714; 3.5'''''
|'''31\9'''
'''''1722.{{Overline|2}}'''''
|-
|Re#, La#
|La#
|J#, A#
|X#, A#
|B#
|38\11
''1727.{{Overline|27}}''
|28\8
''1750''
|46\13
''1769; 4.{{Overline|3}}''
| rowspan="2" |'''18\5'''
'''''1800'''''
|44\12
''1833.{{Overline|3}}''
|26\7
''1857; 7''
|34\9
''1888.{{Overline|8}}''
|-
|'''Mib, Sib'''
|'''Sib'''
|'''Af, Bf'''
|'''Eb, Bd'''
|'''Cf'''
|'''40\11'''
'''''1818.{{Overline|18}}'''''
|'''29\8'''
'''''1812.5'''''
|'''47\13'''
'''''1807; 1.{{Overline|4}}'''''
|'''43\12'''
'''''1791.{{Overline|6}}'''''
|'''25\7'''
'''''1785; 1.4'''''
|'''32\9'''
'''''1777.{{Overline|7}}'''''
|-
|Mi, Si
|Si
|A, B
|E, B
|C
|41\11
''1863.{{Overline|63}}''
|30\8
''1875''
|49\13
''1884; 1.625''
|19\5
''1900''
|46\12
''1916.{{Overline|6}}''
|27\7
''1928; 1.75''
|35\9
''1944.{{Overline|4}}''
|-
|Mi#, Si#
|Si#
|A#, B#
|E#, B#
|C#
|42\11
''1909.{{Overline|09}}''
| rowspan="2" |31\8
''1937.5''
|51\13
''1961; 1, 1.1{{Overline|6}}''
|20\5
''2000''
|49\12
''2041.{{Overline|6}}''
|29\7
''2071; 2.{{Overline|3}}''
|38\9
''2111.1̄''
|-
|Dob, Solb
|Dob
|Bb, Cf
|0b, Dd
|Df
|43\11
''1954.{{Overline|54}}''
|50\13
''1923; 13''
|19\5
''1900''
|45\12
''1875''
|26\7
''1857; 7''
|33\9
''1833.{{Overline|3}}''
|-
!Do, Sol
!Sol
!B, C
!0, D
!D
! colspan="7" |''2000''
|-
|Do#, Sol#
|Sol#
|B#, C#
|0#, D#
|D#
|45\11
''2045.{{Overline|45}}''
|33\8
''2062.5''
|54\13
''2076; 1.08{{Overline|3}}''
| rowspan="2" |21\5
''2100''
|51\12
''2125''
|30\7
''2142; 1.1{{Overline|6}}''
|39\9
''2166.{{Overline|6}}''
|-
|Reb, Lab
|Lab
|Cf, Qf
|1b, 1d
|Ef
|47\11
''2136.{{Overline|36}}''
|34\8
''2125''
|55\13
''2115; 2.6''
|50\12
''2083.{{Overline|3}}''
|29\7
''2071; 2.{{Overline|3}}''
|37\9
''2055.5̄''
|-
|'''Re, La'''
|'''La'''
|'''C, Q'''
|'''1'''
|'''E'''
|'''48\11'''
'''''2181.{{Overline|81}}'''''
|'''35\8'''
'''''2187.5'''''
|'''57\13'''
'''''2192; 3.25'''''
|'''22\5'''
'''''2200'''''
|'''53\12'''
'''''2208.{{Overline|3}}'''''
|'''31\7'''
'''''2214; 3.5'''''
|'''40\9'''
'''''2222.{{Overline|2}}'''''
|-
|Re#, La#
|La#
|C#, Q#
|1#
|E#
|49\11
''2227.{{Overline|27}}''
|36\8
''2250''
|59\13
''2269; 4.{{Overline|3}}''
| rowspan="2" |'''23\5'''
'''''2300'''''
|56\12
''2333.{{Overline|3}}''
|33\7
''2357; 7''
|43\9
''2388.{{Overline|8}}''
|-
|'''Mib, Sib'''
|'''Sib'''
|'''Qf, Df'''
|'''2b, 2d'''
|'''Ff'''
|'''51\11'''
'''''2318.{{Overline|18}}'''''
|'''37\8'''
'''''2312.5'''''
|'''60\13'''
'''''2307; 1.{{Overline|4}}'''''
|'''55\12'''
'''''2291.{{Overline|6}}'''''
|'''32\7'''
'''''2285; 1.4'''''
|'''41\9'''
'''''2277.{{Overline|7}}'''''
|-
|Mi, Si
|Si
|Q, D
|2
|F
|52\11
''2363.{{Overline|63}}''
|38\8
''2375''
|62\13
''2384; 1.625''
|24\5
''2400''
|58\12
''2416.{{Overline|6}}''
|34\7
''2428; 1.75''
|44\9
''2444.{{Overline|4}}''
|-
|Mi#, Si#
|Si#
|Q#, D#
|2#
|F#
|53\11
''2409.{{Overline|09}}''
| rowspan="2" |39\8
''2437.5''
|64\13
''2461; 1, 1.1{{Overline|6}}''
|25\5
''2500''
|61\12
''2541.{{Overline|6}}''
|36\7
''2571; 2.3̄''
|47\9
''2611.1̄''
|-
|Dob, Solb
|Dob
|Df, Sf
|3b, 3d
|1f
|54\11
''2454.{{Overline|54}}''
|63\13
''2423; 13''
|24\5
''2400''
|57\12
''2375''
|33\7
''2357; 7''
|42\9
''2333.{{Overline|3}}''
|-
!Do, Sol
!Do
!D, S
!3
!1
! colspan="7" |''2500''
|}
==Intervals==
==Intervals==
{| class="wikitable"
{| class="wikitable"
Line 1,884: Line 1,047:
The spectrum looks like this:
The spectrum looks like this:
{| class="wikitable"
{| class="wikitable"
! colspan="3" rowspan="2" |Generator
! colspan="3" |Generator
(bright)
(bright)
! colspan="2" |Cents
!Cents<ref name=":05" />
! rowspan="2" |L
!L
! rowspan="2" |s
!s
! rowspan="2" |L/s
!L/s
! rowspan="2" |Comments
!Comments
|-
!Normalised<ref name=":05" />
!''ed5\12<ref name=":05" />''
|-
|-
|1\3
|1\3
Line 1,899: Line 1,059:
|
|
|171; 2.{{Overline|3}}
|171; 2.{{Overline|3}}
|''166.{{Overline|6}}''
|1
|1
|1
|1
Line 1,909: Line 1,068:
|
|
|180
|180
|''176; 2.125''
|6
|6
|5
|5
Line 1,919: Line 1,077:
|
|
|180; 1.21{{Overline|6}}
|180; 1.21{{Overline|6}}
|''177; 2, 2.6''
|11
|11
|9
|9
Line 1,929: Line 1,086:
|
|
|181.{{Overline|81}}
|181.{{Overline|81}}
|''178; 1.75''
|5
|5
|4
|4
Line 1,939: Line 1,095:
|
|
|182; 1, 1.5
|182; 1, 1.5
|''179; 2, 19''
|14
|14
|11
|11
Line 1,949: Line 1,104:
|
|
|183; 19.{{Overline|6}}
|183; 19.{{Overline|6}}
|''180''
|9
|9
|7
|7
Line 1,959: Line 1,113:
|
|
|184; 1.625
|184; 1.625
|''181.{{Overline|81}}''
|4
|4
|3
|3
Line 1,969: Line 1,122:
|
|
|185; 1.7{{Overline|63}}
|185; 1.7{{Overline|63}}
|''182; 1, 12.{{Overline|6}}''
|15
|15
|11
|11
Line 1,979: Line 1,131:
|
|
|185, 1, 10.8{{Overline|3}}
|185, 1, 10.8{{Overline|3}}
|''183.{{Overline|3}}''
|11
|11
|8
|8
Line 1,989: Line 1,140:
|
|
|186.{{Overline|6}}
|186.{{Overline|6}}
|''184; 4.75''
|7
|7
|5
|5
Line 1,999: Line 1,149:
|
|
|187.5
|187.5
|''185.{{Overline|185}}''
|10
|10
|7
|7
Line 2,009: Line 1,158:
|
|
|187; 1, 19.75
|187; 1, 19.75
|''185; 1.4''
|13
|13
|9
|9
Line 2,019: Line 1,167:
|
|
|188; 4.25
|188; 4.25
|''186; 21.5''
|16
|16
|11
|11
Line 2,029: Line 1,176:
|
|
|189; 2.{{Overline|1}}
|189; 2.{{Overline|1}}
|''187.5''
|3
|3
|2
|2
Line 2,039: Line 1,185:
|
|
|190; 1, 1.{{Overline|12}}
|190; 1, 1.{{Overline|12}}
|''188.{{Overline|8}}''
|17
|17
|11
|11
Line 2,049: Line 1,194:
|
|
|190.{{Overline|90}}
|190.{{Overline|90}}
|''189.{{Overline|189}}''
|14
|14
|9
|9
Line 2,059: Line 1,203:
|
|
|191; 3, 2.{{Overline|3}}
|191; 3, 2.{{Overline|3}}
|''189; 1, 1.9''
|11
|11
|7
|7
Line 2,069: Line 1,212:
|
|
|192
|192
|''190; 2.1''
|8
|8
|5
|5
Line 2,079: Line 1,221:
|13\34
|13\34
|192.{{Overline|592}}
|192.{{Overline|592}}
|''191; 5.{{Overline|6}}''
|13
|13
|8
|8
Line 2,089: Line 1,230:
|
|
|193; 1, 1, 4.{{Overline|6}}
|193; 1, 1, 4.{{Overline|6}}
|''192; 4.{{Overline|3}}''
|5
|5
|3
|3
Line 2,099: Line 1,239:
|12\31
|12\31
|194.{{Overline|594}}
|194.{{Overline|594}}
|''193; 1, 1, 4.{{Overline|6}}''
|12
|12
|7
|7
Line 2,109: Line 1,248:
|
|
|195; 2.8{{Overline|6}}
|195; 2.8{{Overline|6}}
|''194.{{Overline|4}}''
|7
|7
|4
|4
Line 2,119: Line 1,257:
|
|
|196.{{Overline|36}}
|196.{{Overline|36}}
|''195; 1.5{{Overline|3}}''
|9
|9
|5
|5
Line 2,129: Line 1,266:
|
|
|197; 67
|197; 67
|''196; 2.{{Overline|3}}''
|11
|11
|6
|6
Line 2,139: Line 1,275:
|
|
|197; 2.{{Overline|135}}
|197; 2.{{Overline|135}}
|''196.{{Overline|96}}''
|13
|13
|7
|7
Line 2,149: Line 1,284:
|
|
|197; 1, 2, 1, 1.{{Overline|54}}
|197; 1, 2, 1, 1.{{Overline|54}}
|''197; 2, 1.4''
|15
|15
|8
|8
Line 2,159: Line 1,293:
|
|
|198; 17.1{{Overline|6}}
|198; 17.1{{Overline|6}}
|''197; 1, 2, 14''
|17
|17
|9
|9
Line 2,169: Line 1,302:
|
|
|198: 3, 1, 28
|198: 3, 1, 28
|''197.91{{Overline|6}}''
|19
|19
|10
|10
Line 2,179: Line 1,311:
|
|
|198; 2.3{{Overline|518}}
|198; 2.3{{Overline|518}}
|''198; 8.8{{Overline|3}}''
|21
|21
|11
|11
Line 2,189: Line 1,320:
|
|
|198; 1, 3, 1.7
|198; 1, 3, 1.7
|''198; 3.625''
|23
|23
|12
|12
Line 2,199: Line 1,329:
|
|
|198; 1, 2, 12.25
|198; 1, 2, 12.25
|''198; 2, 2.{{Overline|36}}''
|25
|25
|13
|13
Line 2,209: Line 1,338:
|
|
|198; 1, 3.{{Overline|405}}
|198; 1, 3.{{Overline|405}}
|''198; 1.{{Overline|8}}''
|27
|27
|14
|14
Line 2,219: Line 1,347:
|
|
|198; 1, 1.1{{Overline|6}}
|198; 1, 1.1{{Overline|6}}
|''198; 1, 1.{{Overline|703}}''
|29
|29
|15
|15
Line 2,229: Line 1,356:
|
|
|198; 1, 12, 2.8
|198; 1, 12, 2.8
|''198; 1, 2.{{Overline|54}}''
|31
|31
|16
|16
Line 2,239: Line 1,365:
|
|
|198; 1.{{Overline|005}}
|198; 1.{{Overline|005}}
|''198; 1.2{{Overline|57}}''
|33
|33
|17
|17
Line 2,249: Line 1,374:
|
|
|199; 19.{{Overline|18}}
|199; 19.{{Overline|18}}
|''198.8{{Overline|63}}''
|35
|35
|18
|18
Line 2,259: Line 1,383:
|
|
|200
|200
|''200''
|2
|2
|1
|1
Line 2,269: Line 1,392:
|
|
|201.{{Overline|9801}}
|201.{{Overline|9801}}
|''202; 2.625''
|17
|17
|8
|8
Line 2,279: Line 1,401:
|
|
|202; 4.0{{Overline|45}}
|202; 4.0{{Overline|45}}
|''202.{{Overline|702}}''
|15
|15
|7
|7
Line 2,289: Line 1,410:
|
|
|202; 1, 1, 2.0{{Overline|6}}
|202; 1, 1, 2.0{{Overline|6}}
|''203.125''
|13
|13
|6
|6
Line 2,299: Line 1,419:
|
|
|203; 13
|203; 13
|''203.{{Overline|703}}''
|11
|11
|5
|5
Line 2,309: Line 1,428:
|
|
|203; 1, 3.41{{Overline|6}}
|203; 1, 3.41{{Overline|6}}
|''204.{{Overline|54}}''
|9
|9
|4
|4
Line 2,319: Line 1,437:
|
|
|204; 1. 7.2
|204; 1. 7.2
|''205; 1.1{{Overline|3}}''
|7
|7
|3
|3
Line 2,329: Line 1,446:
|12\29
|12\29
|205; 1.4
|205; 1.4
|''206; 1, 8.{{Overline|6}}''
|12
|12
|5
|5
Line 2,339: Line 1,455:
|17\41
|17\41
|206.{{Overline|06}}
|206.{{Overline|06}}
|''207; 3, 6.5''
|17
|17
|7
|7
Line 2,349: Line 1,464:
|
|
|206; 1, 8.{{Overline|6}}
|206; 1, 8.{{Overline|6}}
|''208.{{Overline|3}}''
|5
|5
|2
|2
Line 2,359: Line 1,473:
|18\43
|18\43
|207; 1.{{Overline|4}}
|207; 1.{{Overline|4}}
|''209; 3, 4.{{Overline|3}}''
|18
|18
|7
|7
Line 2,369: Line 1,482:
|13\31
|13\31
|208
|208
|''209; 1, 2.1''
|13
|13
|5
|5
Line 2,379: Line 1,491:
|
|
|208; 1.4375
|208; 1.4375
|''210; 1.9''
|8
|8
|3
|3
Line 2,389: Line 1,500:
|
|
|209; 1.{{Overline|90}}
|209; 1.{{Overline|90}}
|''211; 1, 1.1{{Overline|6}}''
|11
|11
|4
|4
Line 2,399: Line 1,509:
|
|
|210
|210
|''212.{{Overline|12}}''
|14
|14
|5
|5
Line 2,409: Line 1,518:
|
|
|210; 3.2{{Overline|3}}
|210; 3.2{{Overline|3}}
|''212.5''
|17
|17
|6
|6
Line 2,419: Line 1,527:
|
|
|210; 1.9
|210; 1.9
|''212; 1.{{Overline|30}}''
|20
|20
|7
|7
Line 2,429: Line 1,536:
|
|
|210; 1.4{{Overline|5}}
|210; 1.4{{Overline|5}}
|''212.{{Overline|962}}''
|23
|23
|8
|8
Line 2,439: Line 1,545:
|
|
|210.{{Overline|810}}
|210.{{Overline|810}}
|''213; 8, 1.4''
|26
|26
|9
|9
Line 2,449: Line 1,554:
|
|
|211; 1, 3.25
|211; 1, 3.25
|''214; 3.5''
|3
|3
|1
|1
Line 2,459: Line 1,563:
|
|
|212; 1, 9.{{Overline|3}}
|212; 1, 9.{{Overline|3}}
|''215; 1, 2,1875''
|22
|22
|7
|7
Line 2,469: Line 1,572:
|
|
|213; 11.{{Overline|8}}
|213; 11.{{Overline|8}}
|''215.{{Overline|90}}''
|19
|19
|6
|6
Line 2,479: Line 1,581:
|
|
|213.3̄
|213.3̄
|''216.{{Overline|216}}''
|16
|16
|5
|5
Line 2,489: Line 1,590:
|
|
|213; 1, 2.3{{Overline|18}}
|213; 1, 2.3{{Overline|18}}
|''216.{{Overline|6}}''
|13
|13
|4
|4
Line 2,499: Line 1,599:
|
|
|214; 3.5
|214; 3.5
|''217; 5.75''
|10
|10
|3
|3
Line 2,509: Line 1,608:
|
|
|215; 2.6
|215; 2.6
|''218.75''
|7
|7
|2
|2
Line 2,519: Line 1,617:
|18\41
|18\41
|216
|216
|''219; 1, 1.05''
|18
|18
|5
|5
Line 2,529: Line 1,626:
|
|
|216; 2.541{{Overline|6}}
|216; 2.541{{Overline|6}}
|''220''
|11
|11
|3
|3
Line 2,539: Line 1,635:
|
|
|216; 1.152{{Overline|7}}
|216; 1.152{{Overline|7}}
|''220; 1.7''
|15
|15
|4
|4
Line 2,549: Line 1,644:
|
|
|217; 7
|217; 7
|''220; 1, 7.6''
|19
|19
|5
|5
Line 2,559: Line 1,653:
|
|
|217; 3, 10.25
|217; 3, 10.25
|''221; 6.5''
|23
|23
|6
|6
Line 2,569: Line 1,662:
|
|
|218.{{Overline|18}}
|218.{{Overline|18}}
|''222.{{Overline|2}}''
|4
|4
|1
|1
Line 2,579: Line 1,671:
|
|
|219; 1, 2.{{Overline|90}}
|219; 1, 2.{{Overline|90}}
|''223; 1.58{{Overline|3}}''
|17
|17
|4
|4
Line 2,589: Line 1,680:
|
|
|219; 1, 2.55
|219; 1, 2.55
|''224; 7.25''
|13
|13
|3
|3
Line 2,599: Line 1,689:
|
|
|220; 2.45
|220; 2.45
|''225''
|9
|9
|2
|2
Line 2,609: Line 1,698:
|
|
|221; 19
|221; 19
|''225; 1.24''
|14
|14
|3
|3
Line 2,619: Line 1,707:
|
|
|221; 2.{{Overline|783}}
|221; 2.{{Overline|783}}
|''226; 4.2''
|19
|19
|4
|4
Line 2,629: Line 1,716:
|
|
|222.{{Overline|2}}
|222.{{Overline|2}}
|''227.{{Overline|27}}''
|5
|5
|1
|1
Line 2,639: Line 1,725:
|
|
|223; 3.{{Overline|90}}
|223; 3.{{Overline|90}}
|''228; 1.75''
|16
|16
|3
|3
Line 2,649: Line 1,734:
|
|
|223; 1, 2.6875
|223; 1, 2.6875
|''229.1{{Overline|6}}''
|11
|11
|2
|2
Line 2,659: Line 1,743:
|
|
|224; 5.7{{Overline|2}}
|224; 5.7{{Overline|2}}
|''229.{{Overline|729}}''
|17
|17
|3
|3
Line 2,669: Line 1,752:
|
|
|225
|225
|''230; 1.3''
|6
|6
|1
|1
Line 2,679: Line 1,761:
|
|
|240
|240
|''250''
|1
|1
|0
|0
Retrieved from "https://en.xen.wiki/w/User:Moremajorthanmajor/2L_1s_(perfect_fourth-equivalent)"