User:Contribution/Successive superparticular complementary pair: Difference between revisions

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For each pair of superparticular ratios <math>{s1}/{s2}</math>​ and <math>{s2}/{s3}</math>, there exists a ratio <math>{a}/{b}</math> such that <math>{s1}/{s2}</math>​ and <math>{s2}/{s3}</math>​ are <math>{a}/{b}</math> complementary; it is observed that <math>a−b=1</math> or <math>a−b=2</math>.
== Context ==
In other words, for each ratio <math>a/b</math> where <math>a−b=1</math> or <math>a−b=2</math>, there exists a pair of superparticular ratios <math>{s1}/{s2}</math>​ and <math>{s2}/{s3}</math> that are <math>{a}/{b}</math> complementary.


Bellow is a table that show for equal divisions of <math>a/b</math> the cent error in the mapping of superparticular ratios <math>{s1}/{s2}</math>​ and <math>{s2}/{s3}</math> that are <math>a/b</math> complementary.
Read this first: [[Equal-step_tuning#Alpha-beta-gamma_family_of_equal_divisions]]


We can observe a converging sequence and pattern for low errors: 5, 7, 12; then 7, 9, 16; then 9, 11, 20; then 11, 13, 24; then 13, 15, 28; then 15, 17, 32; then 17, 19, 36; then 19, 21, 40; then 21, 23, 44; etc. --
== The Alpha-Beta-Gamma family ==


{{todo|Table|inline=1|comment=Show the table for 3/1, 2/1, 5/3, 3/2, 7/5, 4/3, 9/7, 5/4, 11/9, 6/5. Highlight the pattern in bold.}}
{| class="wikitable"
|+
|-
! colspan="3" | Tuning !! colspan="2" | Intervals !! colspan="2" | Mappings
|-
! Name
! Equal division
! Steps per octave
! Equave
! SSC pair
! Steps (Equave, SSC pair)
! Errors (cent)
|-
| [[Alpha 3/1]]
| [[3edt|3ed3/1]]
| 1.89278926071437
| rowspan="3" | 3/1
| rowspan="3" | 2/1, 3/2
| 3\3<3/1>, 2\3<3/1>, 1\3<3/1>
| 0, 67.970, -67.970
|-
| [[Beta 3/1]]
| [[5edt|5ed3/1]]
| 3.15464876785729
| 5\5<3/1>, 3\5<3/1>, 2\5<3/1>
| 0, -58.827, 58.827
|-
| [[Gamma 3/1]]
| [[8edt|8ed3/1]]
| 5.04743802857166
| 8\8<3/1>, 5\8<3/1>, 3\8<3/1>
| 0, -11.278, 11.278
|-
| [[Alpha 2/1]]
| [[5edo|5ed2/1]]
| 5
| rowspan="3" | 2/1
| rowspan="3" | 3/2, 4/3
| 5\5<2/1>, 3\5<2/1>, 2\5<2/1>
| 0, 18.045, -18.045
|-
| [[Beta 2/1]]
| [[7edo|7ed2/1]]
| 7
| 7\7<2/1>, 4\7<2/1>, 3\7<2/1>
| 0, -16.241, 16.241
|-
| [[Gamma 2/1]]
| [[12edo|12ed2/1]]
| 12
| 12\12<2/1>, 7\12<2/1>, 5\12<2/1>
| 0, -1.955, 1.955
|-
| [[Alpha 5/3]]
| [[7ed5/3]]
| 9.49840814199707
| rowspan="3" | 5/3
| rowspan="3" | 4/3, 5/4
| 7\7<5/3>, 4\7<5/3>, 3\7<5/3>
| 0, 7.303, -7.303
|-
| [[Beta 5/3]]
| [[9ed5/3]]
| 12.2122390397105
| 9\9<5/3>, 5\9<5/3>, 4\9<5/3>
| 0, -6.735, 6.735
|-
| [[Gamma 5/3]]
| [[16ed5/3]]
| 21.7106471817076
| 16\16<5/3>, 9\16<5/3>, 7\16<5/3>
| 0, -0.593, 0.593
|-
| [[Carlos Alpha|Alpha 3/2]]
| [[9edf|9ed3/2]]
| 15.3856016221631
| rowspan="3" | 3/2
| rowspan="3" | 5/4, 6/5
| 9\9<3/2>, 5\9<3/2>, 4\9<3/2>
| 0, 3.661, -3.661
|-
| [[Carlos Beta|Beta 3/2]]
| [[11edf|11ed3/2]]
| 18.8046242048660
| 11\11<3/2>, 6\11<3/2>, 5\11<3/2>
| 0, -3.429, 3.429
|-
| [[Carlos Gamma|Gamma 3/2]]
| [[20edf|20ed3/2]]
| 34.1902258270291
| 20\20<3/2>, 11\20<3/2>, 9\20<3/2>
| 0, -0.238, 0.238
|-
| [[Alpha 7/5]]
| [[11ed7/5]]
| 22.6604698881676
| rowspan="3" | 7/5
| rowspan="3" | 6/5, 7/6
| 11\11<7/5>, 6\11<7/5>, 5\11<7/5>
| 0, 2.093, -2.093
|-
| [[Beta 7/5]]
| [[13ed7/5]]
| 26.7805553223799
| 13\13<7/5>, 7\13<7/5>, 6\13<7/5>
| 0, -1.981, 1.981
|-
| [[Gamma 7/5]]
| [[24ed7/5]]
| 49.4410252105475
| 24\24<7/5>, 13\24<7/5>, 11\24<7/5>
| 0, -0.114, 0.114
|-
| [[Alpha 4/3]]
| [[13ed4/3]]
| 31.3224709154917
| rowspan="3" | 4/3
| rowspan="3" | 7/6, 8/7
| 13\13<4/3>, 7\13<4/3>, 6\13<4/3>
| 0, 1.307, -1.307
|-
| [[Beta 4/3]]
| [[15ed4/3]]
| 36.1413125947981
| 15\15<4/3>, 8\15<4/3>, 7\15<4/3>
| 0, -1.247, 1.247
|-
| [[Gamma 4/3]]
| [[28ed4/3]]
| 67.4637835102899
| 28\28<4/3>, 15\28<4/3>, 13\28<4/3>
| 0, -0.061, 0.061
|-
| [[Alpha 9/7]]
| [[15ed9/7]]
| 41.3713123417559
| rowspan="3" | 9/7
| rowspan="3" | 8/7, 9/8
| 15\15<9/7>, 8\15<9/7>, 7\15<9/7>
| 0, 0.871, -0.871
|-
| [[Beta 9/7]]
| [[17ed9/7]]
| 46.8874873206567
| 17\17<9/7>, 9\17<9/7>, 8\17<9/7>
| 0, -0.835, 0.835
|-
| [[Gamma 9/7]]
| [[32ed9/7]]
| 88.2587996624126
| 32\32<9/7>, 17\32<9/7>, 15\32<9/7>
| 0, -0.036, 0.036
|-
| [[Alpha 5/4]]
| [[17ed5/4]]
| 52.8068232315916
| rowspan="3" | 5/4
| rowspan="3" | 9/8, 10/9
| 17\17<5/4>, 9\17<5/4>, 8\17<5/4>
| 0, 0.609, -0.609
|-
| [[Beta 5/4]]
| [[19ed5/4]]
| 59.0193906706024
| 19\19<5/4>, 10\19<5/4>, 9\19<5/4>
| 0, -0.587, 0.587
|-
| [[Gamma 5/4]]
| [[36ed5/4]]
| 111.826213902194
| 36\36<5/4>, 19\36<5/4>, 17\36<5/4>
| 0, -0.022, 0.022
|-
| [[Alpha 11/9]]
| [[19ed11/9]]
| 65.6288971357202
| rowspan="3" | 11/9
| rowspan="3" | 10/9, 11/10
| 19\19<11/9>, 10\19<11/9>, 9\19<11/9>
| 0, 0.443, -0.443
|-
| [[Beta 11/9]]
| [[21ed11/9]]
| 72.5372020973750
| 21\21<11/9>, 11\21<11/9>, 10\21<11/9>
| 0, -0.428, 0.428
|-
| [[Gamma 11/9]]
| [[40ed11/9]]
| 138.166099233095
| 40\40<11/9>, 21\40<11/9>, 19\40<11/9>
| 0, -0.015, 0.015
|-
| [[Alpha 6/5]]
| [[21ed6/5]]
| 79.8374643554025
| rowspan="3" | 6/5
| rowspan="3" | 11/10, 12/11
| 21\21<6/5>, 11\21<6/5>, 10\21<6/5>
| 0, 0.332, -0.332
|-
| [[Beta 6/5]]
| [[23ed6/5]]
| 87.4410323892504
| 23\23<6/5>, 12\23<6/5>, 11\23<6/5>
| 0, -0.322, 0.322
|-
| [[Gamma 6/5]]
| [[44ed6/5]]
| 167.278496744653
| 44\44<6/5>, 23\44<6/5>, 21\44<6/5>
| 0, -0.010, 0.010
|-
| [[Alpha 13/11]]
| [[23ed13/11]]
| 95.4324773621886
| rowspan="3" | 13/11
| rowspan="3" | 12/11, 13/12
| 23\23<13/11>, 12\23<13/11>, 11\23<13/11>
| 0, 0.255, -0.255
|-
| [[Beta 13/11]]
| [[25ed13/11]]
| 103.730953654553
| 25\25<13/11>, 13\25<13/11>, 12\25<13/11>
| 0, -0.248, 0.248
|-
| [[Gamma 13/11]]
| [[48ed13/11]]
| 199.163431016741
| 48\48<13/11>, 25\48<13/11>, 23\48<13/11>
| 0, -0.007, 0.007
|-
| [[Alpha 7/6]]
| [[25ed7/6]]
| 112.413902640048
| rowspan="3" | 7/6
| rowspan="3" | 13/12, 14/13
| 25\25<7/6>, 13\25<7/6>, 12\25<7/6>
| 0, 0.200, -0.200
|-
| [[Beta 7/6]]
| [[27ed7/6]]
| 121.407014851252
| 27\27<7/6>, 14\27<7/6>, 13\27<7/6>
| 0, -0.195, 0.195
|-
| [[Gamma 7/6]]
| [[52ed7/6]]
| 233.820917491300
| 52\52<7/6>, 27\52<7/6>, 25\52<7/6>
| 0, -0.005, 0.005
|-
| [[Alpha 15/13]]
| [[27ed15/13]]
| 130.781715879411
| rowspan="3" | 15/13
| rowspan="3" | 14/13, 15/14
| 27\27<15/13>, 14\27<15/13>, 13\27<15/13>
| 0, 0.160, -0.160
|-
| [[Beta 15/13]]
| [[29ed15/13]]
| 140.469250388997
| 29\29<15/13>, 15\29<15/13>, 14\29<15/13>
| 0, -0.156, 0.156
|-
| [[Gamma 15/13]]
| [[56ed15/13]]
| 271.250966268408
| 56\56<15/13>, 29\56<15/13>, 27\56<15/13>
| 0, -0.004, 0.004
|-
| [[Alpha 8/7]]
| [[29ed8/7]]
| 150.535899020849
| rowspan="3" | 8/7
| rowspan="3" | 15/14, 16/15
| 29\29<8/7>, 15\29<8/7>, 14\29<8/7>
| 0, 0.130, -0.130
|-
| [[Beta 8/7]]
| [[31ed8/7]]
| 160.917685160217
| 31\31<8/7>, 16\31<8/7>, 15\31<8/7>
| 0, -0.127, 0.127
|-
| [[Gamma 8/7]]
| [[60ed8/7]]
| 311.453584181066
| 60\60<8/7>, 31\60<8/7>, 29\60<8/7>
| 0, -0.003, 0.003
|}
 
 
== The converging Alpha-Beta-Gamma sequence ==
 
As a fact, for each <math>n\ge 2</math>, equal divisions of <math>R_n=\dfrac{n+1}{n-1}</math> where low errors appear for <math>S_n=\dfrac{n+1}{n}</math> and <math>B_n=\dfrac{n}{n-1}</math> forms a converging sequence and pattern, with the happy equal divisions of <math>R_n</math> being:
* '''Alpha:''' <math>k_\alpha=2n-1</math>
* '''Beta:''' <math>k_\beta=2n+1</math>
* '''Gamma:''' <math>k_\gamma=4n=k_\alpha+k_\beta</math>
 
In this sequence, the errors are lower and lower.


{{todo|Finish the article and move|inline=1|comment=When the article is finished, move it to the main root}}
{{todo|Why this pattern|inline=1|comment=Explain why divisions of ratios where low errors appear for successive superparticular complementary pair make this pattern appears.}}


{| class="wikitable sortable right-1 left-2 right-3 left-4 right-5 left-6 right-7 left-8 right-9 left-10 right-11 left-12 right-13 left-14 right-15 left-16 right-17 left-18 right-19 left-20"
{| class="wikitable sortable right-1 left-2 right-3 left-4 right-5 left-6 right-7 left-8 right-9 left-10 right-11 left-12 right-13 left-14 right-15 left-16 right-17 left-18 right-19 left-20"
|+ style="font-size: 105%;" | Error (abs, [[Cent|¢]]) on successive superparticular complementary pair in equal divisions
|+ style="font-size: 105%;" | Error (abs, [[Cent|¢]]) on successive superparticular complementary pair in equal divisions
|-
|-
! #ed3/1 !! 2/1, 3/2 error !! #ed2/1 !! 3/2, 4/3 error !! #ed5/3 !! 4/3, 5/4 error !! #ed3/2 !! 5/4, 6/5 error !! #ed7/5 !! 6/5, 7/6 error !! #ed4/3 !! 7/6, 8/7 error !! #ed9/7 !! 8/7, 9/8 error !! #ed5/4 !! 9/8, 10/9 error !! #ed11/9 !! 10/9, 11/10 error !! #ed6/5 !! 11/10, 12/11 error
! #[[EDT|ed3/1]] !! [[2/1]], [[3/2]] error !! #[[EDO|ed2/1]] !! [[3/2]], [[4/3]] error !! #[[ed5/3]] !! [[4/3]], [[5/4]] error !! #[[EDF|ed3/2]] !! [[5/4]], [[6/5]] error !! #[[ed7/5]] !! [[6/5]], [[7/6]] error !! #[[ed4/3]] !! [[7/6]], [[8/7]] error !! #[[ed9/7]] !! [[8/7]], [[9/8]] error !! #[[ed5/4]] !! [[9/8]], [[10/9]] error !! #[[ed11/9]] !! [[10/9]], [[11/10]] error !! #[[ed6/5]] !! [[11/10]], [[12/11]] error
|-
|-
| [[1ed3/1]] || 701.96 || [[1edo|1ed2/1]] || 498.04 || [[1ed5/3]] || 386.31 || [[1edf|1ed3/2]] || 315.64 || [[1ed7/5]] || 266.87 || [[1ed4/3]] || 231.17 || [[1ed9/7]] || 203.91 || [[1ed5/4]] || 182.40 || [[1ed11/9]] || 165.00 || [[1ed6/5]] || 150.64
| [[1edt|1ed3/1]] || 701.96 || [[1edo|1ed2/1]] || 498.04 || [[1ed5/3]] || 386.31 || [[1edf|1ed3/2]] || 315.64 || [[1ed7/5]] || 266.87 || [[1ed4/3]] || 231.17 || [[1ed9/7]] || 203.91 || [[1ed5/4]] || 182.40 || [[1ed11/9]] || 165.00 || [[1ed6/5]] || 150.64
|-
|-
| [[2ed3/1]] || 249.02 || [[2edo|2ed2/1]] || 101.96 || [[2ed5/3]] || 55.87 || [[2edf|2ed3/2]] || 35.34 || [[2ed7/5]] || 24.39 || [[2ed4/3]] || 17.85 || [[2ed9/7]] || 13.63 || [[2ed5/4]] || 10.75 || [[2ed11/9]] || 8.70 || [[2ed6/5]] || 7.18
| [[2edt|2ed3/1]] || 249.02 || [[2edo|2ed2/1]] || 101.96 || [[2ed5/3]] || 55.87 || [[2edf|2ed3/2]] || 35.34 || [[2ed7/5]] || 24.39 || [[2ed4/3]] || 17.85 || [[2ed9/7]] || 13.63 || [[2ed5/4]] || 10.75 || [[2ed11/9]] || 8.70 || [[2ed6/5]] || 7.18
|-
|-
| '''[[3ed3/1]]''' ||'''67.97''' ||[[3edo|3ed2/1]] || 98.04 || [[3ed5/3]] || 91.53 || [[3edf|3ed3/2]] || 81.66 || [[3ed7/5]] || 72.70 || [[3ed4/3]] || 65.16 || [[3ed9/7]] || 58.88 || [[3ed5/4]] || 53.63 || [[3ed11/9]] || 49.20 || [[3ed6/5]] || 45.42
| '''<u>[[3edt|3ed3/1]]</u>''' ||'''<u>67.97</u>''' ||[[3edo|3ed2/1]] || 98.04 || [[3ed5/3]] || 91.53 || [[3edf|3ed3/2]] || 81.66 || [[3ed7/5]] || 72.70 || [[3ed4/3]] || 65.16 || [[3ed9/7]] || 58.88 || [[3ed5/4]] || 53.63 || [[3ed11/9]] || 49.20 || [[3ed6/5]] || 45.42
|-
|-
| [[4ed3/1]] || 226.47 || [[4edo|4ed2/1]] || 101.96 || [[4ed5/3]] || 55.87 || [[4edf|4ed3/2]] || 35.34 || [[4ed7/5]] || 24.39 || [[4ed4/3]] || 17.85 || [[4ed9/7]] || 13.63 || [[4ed5/4]] || 10.75 || [[4ed11/9]] || 8.70 || [[4ed6/5]] || 7.18
| [[4edt|4ed3/1]] || 226.47 || [[4edo|4ed2/1]] || 101.96 || [[4ed5/3]] || 55.87 || [[4edf|4ed3/2]] || 35.34 || [[4ed7/5]] || 24.39 || [[4ed4/3]] || 17.85 || [[4ed9/7]] || 13.63 || [[4ed5/4]] || 10.75 || [[4ed11/9]] || 8.70 || [[4ed6/5]] || 7.18
|-
|-
| '''[[5ed3/1]]''' ||'''58.83''' ||'''[[5edo|5ed2/1]]''' ||'''18.04''' ||[[5ed5/3]] || 32.57 || [[5edf|5ed3/2]] || 34.86 || [[5ed7/5]] || 33.87 || [[5ed4/3]] || 31.96 || [[5ed9/7]] || 29.88 || [[5ed5/4]] || 27.88 || [[5ed11/9]] || 26.04 || [[5ed6/5]] || 24.38
| '''<u>[[5edt|5ed3/1]]</u>''' ||'''<u>58.83</u>''' ||'''<u>[[5edo|5ed2/1]]</u>''' ||'''<u>18.04</u>''' ||[[5ed5/3]] || 32.57 || [[5edf|5ed3/2]] || 34.86 || [[5ed7/5]] || 33.87 || [[5ed4/3]] || 31.96 || [[5ed9/7]] || 29.88 || [[5ed5/4]] || 27.88 || [[5ed11/9]] || 26.04 || [[5ed6/5]] || 24.38
|-
|-
| [[6ed3/1]] || 67.97 || [[6edo|6ed2/1]] || 98.04 || [[6ed5/3]] || 55.87 || [[6edf|6ed3/2]] || 35.34 || [[6ed7/5]] || 24.39 || [[6ed4/3]] || 17.85 || [[6ed9/7]] || 13.63 || [[6ed5/4]] || 10.75 || [[6ed11/9]] || 8.70 || [[6ed6/5]] || 7.18
| [[6edt|6ed3/1]] || 67.97 || [[6edo|6ed2/1]] || 98.04 || [[6ed5/3]] || 55.87 || [[6edf|6ed3/2]] || 35.34 || [[6ed7/5]] || 24.39 || [[6ed4/3]] || 17.85 || [[6ed9/7]] || 13.63 || [[6ed5/4]] || 10.75 || [[6ed11/9]] || 8.70 || [[6ed6/5]] || 7.18
|-
|-
| [[7ed3/1]] || 113.17 || '''[[7edo|7ed2/1]]''' ||'''16.24''' ||'''[[7ed5/3]]''' ||'''7.30''' ||[[7edf|7ed3/2]] || 14.80 || [[7ed7/5]] || 17.22 || [[7ed4/3]] || 17.73 || [[7ed9/7]] || 17.45 || [[7ed5/4]] || 16.84 || [[7ed11/9]] || 16.12 || [[7ed6/5]] || 15.36
| [[7edt|7ed3/1]] || 113.17 || '''<u>[[7edo|7ed2/1]]</u>''' ||'''<u>16.24</u>''' ||'''<u>[[7ed5/3]]</u>''' ||'''<u>7.30</u>''' ||[[7edf|7ed3/2]] || 14.80 || [[7ed7/5]] || 17.22 || [[7ed4/3]] || 17.73 || [[7ed9/7]] || 17.45 || [[7ed5/4]] || 16.84 || [[7ed11/9]] || 16.12 || [[7ed6/5]] || 15.36
|-
|-
| '''[[8ed3/1]]''' ||'''11.28''' ||[[8edo|8ed2/1]] || 48.04 || [[8ed5/3]] || 54.68 || [[8edf|8ed3/2]] || 35.34 || [[8ed7/5]] || 24.39 || [[8ed4/3]] || 17.85 || [[8ed9/7]] || 13.63 || [[8ed5/4]] || 10.75 || [[8ed11/9]] || 8.70 || [[8ed6/5]] || 7.18
| '''<u>[[8edt|8ed3/1]]</u>''' ||'''<u>11.28</u>''' ||[[8edo|8ed2/1]] || 48.04 || [[8ed5/3]] || 54.68 || [[8edf|8ed3/2]] || 35.34 || [[8ed7/5]] || 24.39 || [[8ed4/3]] || 17.85 || [[8ed9/7]] || 13.63 || [[8ed5/4]] || 10.75 || [[8ed11/9]] || 8.70 || [[8ed6/5]] || 7.18
|-
|-
| [[9ed3/1]] || 67.97 || [[9edo|9ed2/1]] || 35.29 || '''[[9ed5/3]]''' ||'''6.73''' ||'''[[9edf|9ed3/2]]''' ||'''3.66''' ||[[9ed7/5]] || 7.98 || [[9ed4/3]] || 9.82 || [[9ed9/7]] || 10.54 || [[9ed5/4]] || 10.71 || [[9ed11/9]] || 10.60 || [[9ed6/5]] || 10.35
| [[9edt|9ed3/1]] || 67.97 || [[9edo|9ed2/1]] || 35.29 || '''<u>[[9ed5/3]]</u>''' ||'''<u>6.73</u>''' ||'''<u>[[9edf|9ed3/2]]</u>''' ||'''<u>3.66</u>''' ||[[9ed7/5]] || 7.98 || [[9ed4/3]] || 9.82 || [[9ed9/7]] || 10.54 || [[9ed5/4]] || 10.71 || [[9ed11/9]] || 10.60 || [[9ed6/5]] || 10.35
|-
|-
| [[10ed3/1]] || 58.83 || [[10edo|10ed2/1]] || 18.04 || [[10ed5/3]] || 32.57 || [[10edf|10ed3/2]] || 34.86 || [[10ed7/5]] || 24.39 || [[10ed4/3]] || 17.85 || [[10ed9/7]] || 13.63 || [[10ed5/4]] || 10.75 || [[10ed11/9]] || 8.70 || [[10ed6/5]] || 7.18
| [[10edt|10ed3/1]] || 58.83 || [[10edo|10ed2/1]] || 18.04 || [[10ed5/3]] || 32.57 || [[10edf|10ed3/2]] || 34.86 || [[10ed7/5]] || 24.39 || [[10ed4/3]] || 17.85 || [[10ed9/7]] || 13.63 || [[10ed5/4]] || 10.75 || [[10ed11/9]] || 8.70 || [[10ed6/5]] || 7.18
|-
|-
| [[11ed3/1]] || 10.34 || [[11edo|11ed2/1]] || 47.41 || [[11ed5/3]] || 15.67 || '''[[11edf|11ed3/2]]''' ||'''3.43''' ||'''[[11ed7/5]]''' ||'''2.09''' ||[[11ed4/3]] || 4.79 || [[11ed9/7]] || 6.14 || [[11ed5/4]] || 6.81 || [[11ed11/9]] || 7.09 || [[11ed6/5]] || 7.16
| [[11edt|11ed3/1]] || 10.34 || [[11edo|11ed2/1]] || 47.41 || [[11ed5/3]] || 15.67 || '''<u>[[11edf|11ed3/2]]</u>''' ||'''<u>3.43</u>''' ||'''<u>[[11ed7/5]]</u>''' ||'''<u>2.09</u>''' ||[[11ed4/3]] || 4.79 || [[11ed9/7]] || 6.14 || [[11ed5/4]] || 6.81 || [[11ed11/9]] || 7.09 || [[11ed6/5]] || 7.16
|-
|-
| [[12ed3/1]] || 67.97 || '''[[12edo|12ed2/1]]''' ||'''1.96''' ||[[12ed5/3]] || 17.83 || [[12edf|12ed3/2]] || 23.16 || [[12ed7/5]] || 24.16 || [[12ed4/3]] || 17.85 || [[12ed9/7]] || 13.63 || [[12ed5/4]] || 10.75 || [[12ed11/9]] || 8.70 || [[12ed6/5]] || 7.18
| [[12edt|12ed3/1]] || 67.97 || '''<u>[[12edo|12ed2/1]]</u>''' ||'''<u>1.96</u>''' ||[[12ed5/3]] || 17.83 || [[12edf|12ed3/2]] || 23.16 || [[12ed7/5]] || 24.16 || [[12ed4/3]] || 17.85 || [[12ed9/7]] || 13.63 || [[12ed5/4]] || 10.75 || [[12ed11/9]] || 8.70 || [[12ed6/5]] || 7.18
|-
|-
| [[13ed3/1]] || 29.57 || [[13edo|13ed2/1]] || 36.51 || [[13ed5/3]] || 21.85 || [[13edf|13ed3/2]] || 8.34 || '''[[13ed7/5]]''' ||'''1.98''' ||'''[[13ed4/3]]''' ||'''1.31''' ||[[13ed9/7]] || 3.10 || [[13ed5/4]] || 4.11 || [[13ed11/9]] || 4.66 || [[13ed6/5]] || 4.96
| [[13edt|13ed3/1]] || 29.57 || [[13edo|13ed2/1]] || 36.51 || [[13ed5/3]] || 21.85 || [[13edf|13ed3/2]] || 8.34 || '''<u>[[13ed7/5]]</u>''' ||'''<u>1.98</u>''' ||'''<u>[[13ed4/3]]</u>''' ||'''<u>1.31</u>''' ||[[13ed9/7]] || 3.10 || [[13ed5/4]] || 4.11 || [[13ed11/9]] || 4.66 || [[13ed6/5]] || 4.96
|-
|-
| [[14ed3/1]] || 22.69 || [[14edo|14ed2/1]] || 16.24 || [[14ed5/3]] || 7.30 || [[14edf|14ed3/2]] || 14.80 || [[14ed7/5]] || 17.22 || [[14ed4/3]] || 17.73 || [[14ed9/7]] || 13.63 || [[14ed5/4]] || 10.75 || [[14ed11/9]] || 8.70 || [[14ed6/5]] || 7.18
| [[14edt|14ed3/1]] || 22.69 || [[14edo|14ed2/1]] || 16.24 || [[14ed5/3]] || 7.30 || [[14edf|14ed3/2]] || 14.80 || [[14ed7/5]] || 17.22 || [[14ed4/3]] || 17.73 || [[14ed9/7]] || 13.63 || [[14ed5/4]] || 10.75 || [[14ed11/9]] || 8.70 || [[14ed6/5]] || 7.18
|-
|-
| [[15ed3/1]] || 58.83 || [[15edo|15ed2/1]] || 18.04 || [[15ed5/3]] || 26.39 || [[15edf|15ed3/2]] || 11.94 || [[15ed7/5]] || 4.97 || '''[[15ed4/3]]''' ||'''1.25''' ||'''[[15ed9/7]]''' ||'''0.87''' ||[[15ed5/4]] || 2.12 || [[15ed11/9]] || 2.88 || [[15ed6/5]] || 3.34
| [[15edt|15ed3/1]] || 58.83 || [[15edo|15ed2/1]] || 18.04 || [[15ed5/3]] || 26.39 || [[15edf|15ed3/2]] || 11.94 || [[15ed7/5]] || 4.97 || '''<u>[[15ed4/3]]</u>''' ||'''<u>1.25</u>''' ||'''<u>[[15ed9/7]]</u>''' ||'''<u>0.87</u>''' ||[[15ed5/4]] || 2.12 || [[15ed11/9]] || 2.88 || [[15ed6/5]] || 3.34
|-
|-
| [[16ed3/1]] || 11.28 || [[16edo|16ed2/1]] || 26.96 || '''[[16ed5/3]]''' ||'''0.59''' ||[[16edf|16ed3/2]] || 8.54 || [[16ed7/5]] || 12.02 || [[16ed4/3]] || 13.28 || [[16ed9/7]] || 13.56 || [[16ed5/4]] || 10.75 || [[16ed11/9]] || 8.70 || [[16ed6/5]] || 7.18
| [[16edt|16ed3/1]] || 11.28 || [[16edo|16ed2/1]] || 26.96 || '''<u>[[16ed5/3]]</u>''' ||'''<u>0.59</u>''' ||[[16edf|16ed3/2]] || 8.54 || [[16ed7/5]] || 12.02 || [[16ed4/3]] || 13.28 || [[16ed9/7]] || 13.56 || [[16ed5/4]] || 10.75 || [[16ed11/9]] || 8.70 || [[16ed6/5]] || 7.18
|-
|-
| [[17ed3/1]] || 30.68 || [[17edo|17ed2/1]] || 3.93 || [[17ed5/3]] || 22.17 || [[17edf|17ed3/2]] || 14.69 || [[17ed7/5]] || 7.25 || [[17ed4/3]] || 3.20 || '''[[17ed9/7]]''' ||'''0.84''' ||'''[[17ed5/4]]''' ||'''0.61''' ||[[17ed11/9]] || 1.52 || [[17ed6/5]] || 2.10
| [[17edt|17ed3/1]] || 30.68 || [[17edo|17ed2/1]] || 3.93 || [[17ed5/3]] || 22.17 || [[17edf|17ed3/2]] || 14.69 || [[17ed7/5]] || 7.25 || [[17ed4/3]] || 3.20 || '''<u>[[17ed9/7]]</u>''' ||'''<u>0.84</u>''' ||'''<u>[[17ed5/4]]</u>''' ||'''<u>0.61</u>''' ||[[17ed11/9]] || 1.52 || [[17ed6/5]] || 2.10
|-
|-
| [[18ed3/1]] || 37.69 || [[18edo|18ed2/1]] || 31.38 || [[18ed5/3]] || 6.73 || [[18edf|18ed3/2]] || 3.66 || [[18ed7/5]] || 7.98 || [[18ed4/3]] || 9.82 || [[18ed9/7]] || 10.54 || [[18ed5/4]] || 10.71 || [[18ed11/9]] || 8.70 || [[18ed6/5]] || 7.18
| [[18edt|18ed3/1]] || 37.69 || [[18edo|18ed2/1]] || 31.38 || [[18ed5/3]] || 6.73 || [[18edf|18ed3/2]] || 3.66 || [[18ed7/5]] || 7.98 || [[18ed4/3]] || 9.82 || [[18ed9/7]] || 10.54 || [[18ed5/4]] || 10.71 || [[18ed11/9]] || 8.70 || [[18ed6/5]] || 7.18
|-
|-
| [[19ed3/1]] || 1.23 || [[19edo|19ed2/1]] || 7.22 || [[19ed5/3]] || 13.95 || [[19edf|19ed3/2]] || 16.86 || [[19ed7/5]] || 9.06 || [[19ed4/3]] || 4.74 || [[19ed9/7]] || 2.18 || '''[[19ed5/4]]''' ||'''0.59''' ||'''[[19ed11/9]]''' ||'''0.44''' ||[[19ed6/5]] || 1.12
| [[19edt|19ed3/1]] || 1.23 || [[19edo|19ed2/1]] || 7.22 || [[19ed5/3]] || 13.95 || [[19edf|19ed3/2]] || 16.86 || [[19ed7/5]] || 9.06 || [[19ed4/3]] || 4.74 || [[19ed9/7]] || 2.18 || '''<u>[[19ed5/4]]</u>''' ||'''<u>0.59</u>''' ||'''<u>[[19ed11/9]]</u>''' ||'''<u>0.44</u>''' ||[[19ed6/5]] || 1.12
|-
|-
| [[20ed3/1]] || 36.27 || [[20edo|20ed2/1]] || 18.04 || [[20ed5/3]] || 11.65 || '''[[20edf|20ed3/2]]''' ||'''0.24''' ||[[20ed7/5]] || 4.74 || [[20ed4/3]] || 7.05 || [[20ed9/7]] || 8.12 || [[20ed5/4]] || 8.56 || [[20ed11/9]] || 8.67 || [[20ed6/5]] || 7.18
| [[20edt|20ed3/1]] || 36.27 || [[20edo|20ed2/1]] || 18.04 || [[20ed5/3]] || 11.65 || '''<u>[[20edf|20ed3/2]]</u>''' ||'''<u>0.24</u>''' ||[[20ed7/5]] || 4.74 || [[20ed4/3]] || 7.05 || [[20ed9/7]] || 8.12 || [[20ed5/4]] || 8.56 || [[20ed11/9]] || 8.67 || [[20ed6/5]] || 7.18
|-
|-
| [[21ed3/1]] || 22.60 || [[21edo|21ed2/1]] || 16.24 || [[21ed5/3]] || 7.30 || [[21edf|21ed3/2]] || 14.80 || [[21ed7/5]] || 10.52 || [[21ed4/3]] || 5.99 || [[21ed9/7]] || 3.27 || [[21ed5/4]] || 1.56 || '''[[21ed11/9]]''' ||'''0.43''' ||'''[[21ed6/5]]''' ||'''0.33'''
| [[21edt|21ed3/1]] || 22.60 || [[21edo|21ed2/1]] || 16.24 || [[21ed5/3]] || 7.30 || [[21edf|21ed3/2]] || 14.80 || [[21ed7/5]] || 10.52 || [[21ed4/3]] || 5.99 || [[21ed9/7]] || 3.27 || [[21ed5/4]] || 1.56 || '''<u>[[21ed11/9]]</u>''' ||'''<u>0.43</u>''' ||'''<u>[[21ed6/5]]</u>''' ||'''<u>0.33</u>'''
|-
|-
| [[22ed3/1]] || 10.34 || [[22edo|22ed2/1]] || 7.14 || [[22ed5/3]] || 15.67 || [[22edf|22ed3/2]] || 3.43 || [[22ed7/5]] || 2.09 || [[22ed4/3]] || 4.79 || [[22ed9/7]] || 6.14 || [[22ed5/4]] || 6.81 || [[22ed11/9]] || 7.09 || [[22ed6/5]] || 7.16
| [[22edt|22ed3/1]] || 10.34 || [[22edo|22ed2/1]] || 7.14 || [[22ed5/3]] || 15.67 || [[22edf|22ed3/2]] || 3.43 || [[22ed7/5]] || 2.09 || [[22ed4/3]] || 4.79 || [[22ed9/7]] || 6.14 || [[22ed5/4]] || 6.81 || [[22ed11/9]] || 7.09 || [[22ed6/5]] || 7.16
|-
|-
| [[23ed3/1]] || 40.41 || [[23edo|23ed2/1]] || 23.69 || [[23ed5/3]] || 1.81 || [[23edf|23ed3/2]] || 10.44 || [[23ed7/5]] || 11.72 || [[23ed4/3]] || 7.02 || [[23ed9/7]] || 4.17 || [[23ed5/4]] || 2.36 || [[23ed11/9]] || 1.15 || '''[[23ed6/5]]''' ||'''0.32'''
| [[23edt|23ed3/1]] || 40.41 || [[23edo|23ed2/1]] || 23.69 || [[23ed5/3]] || 1.81 || [[23edf|23ed3/2]] || 10.44 || [[23ed7/5]] || 11.72 || [[23ed4/3]] || 7.02 || [[23ed9/7]] || 4.17 || [[23ed5/4]] || 2.36 || [[23ed11/9]] || 1.15 || '''<u>[[23ed6/5]]</u>''' ||'''<u>0.32</u>'''
|-
|-
| [[24ed3/1]] || 11.28 || [[24edo|24ed2/1]] || 1.96 || [[24ed5/3]] || 17.83 || [[24edf|24ed3/2]] || 6.09 || '''[[24ed7/5]]''' ||'''0.11''' ||[[24ed4/3]] || 2.90 || [[24ed9/7]] || 4.50 || [[24ed5/4]] || 5.34 || [[24ed11/9]] || 5.78 || [[24ed6/5]] || 5.97
| [[24edt|24ed3/1]] || 11.28 || [[24edo|24ed2/1]] || 1.96 || [[24ed5/3]] || 17.83 || [[24edf|24ed3/2]] || 6.09 || '''<u>[[24ed7/5]]</u>''' ||'''<u>0.11</u>''' ||[[24ed4/3]] || 2.90 || [[24ed9/7]] || 4.50 || [[24ed5/4]] || 5.34 || [[24ed11/9]] || 5.78 || [[24ed6/5]] || 5.97
|-
|-
| [[25ed3/1]] || 17.25 || [[25edo|25ed2/1]] || 18.04 || [[25ed5/3]] || 2.80 || [[25edf|25ed3/2]] || 6.78 || [[25ed7/5]] || 10.57 || [[25ed4/3]] || 7.89 || [[25ed9/7]] || 4.93 || [[25ed5/4]] || 3.03 || [[25ed11/9]] || 1.75 || [[25ed6/5]] || 0.87
| [[25edt|25ed3/1]] || 17.25 || [[25edo|25ed2/1]] || 18.04 || [[25ed5/3]] || 2.80 || [[25edf|25ed3/2]] || 6.78 || [[25ed7/5]] || 10.57 || [[25ed4/3]] || 7.89 || [[25ed9/7]] || 4.93 || [[25ed5/4]] || 3.03 || [[25ed11/9]] || 1.75 || [[25ed6/5]] || 0.87
|-
|-
| [[26ed3/1]] || 29.57 || [[26edo|26ed2/1]] || 9.65 || [[26ed5/3]] || 12.16 || [[26edf|26ed3/2]] || 8.34 || [[26ed7/5]] || 1.98 || [[26ed4/3]] || 1.31 || [[26ed9/7]] || 3.10 || [[26ed5/4]] || 4.11 || [[26ed11/9]] || 4.66 || [[26ed6/5]] || 4.96
| [[26edt|26ed3/1]] || 29.57 || [[26edo|26ed2/1]] || 9.65 || [[26ed5/3]] || 12.16 || [[26edf|26ed3/2]] || 8.34 || [[26ed7/5]] || 1.98 || [[26ed4/3]] || 1.31 || [[26ed9/7]] || 3.10 || [[26ed5/4]] || 4.11 || [[26ed11/9]] || 4.66 || [[26ed6/5]] || 4.96
|-
|-
| [[27ed3/1]] || 2.47 || [[27edo|27ed2/1]] || 9.16 || [[27ed5/3]] || 6.73 || [[27edf|27ed3/2]] || 3.66 || [[27ed7/5]] || 7.98 || [[27ed4/3]] || 8.63 || [[27ed9/7]] || 5.57 || [[27ed5/4]] || 3.60 || [[27ed11/9]] || 2.27 || [[27ed6/5]] || 1.34
| [[27edt|27ed3/1]] || 2.47 || [[27edo|27ed2/1]] || 9.16 || [[27ed5/3]] || 6.73 || [[27edf|27ed3/2]] || 3.66 || [[27ed7/5]] || 7.98 || [[27ed4/3]] || 8.63 || [[27ed9/7]] || 5.57 || [[27ed5/4]] || 3.60 || [[27ed11/9]] || 2.27 || [[27ed6/5]] || 1.34
|-
|-
| [[28ed3/1]] || 22.69 || [[28edo|28ed2/1]] || 16.24 || [[28ed5/3]] || 7.30 || [[28edf|28ed3/2]] || 10.27 || [[28ed7/5]] || 3.58 || '''[[28ed4/3]]''' ||'''0.06''' ||[[28ed9/7]] || 1.91 || [[28ed5/4]] || 3.04 || [[28ed11/9]] || 3.71 || [[28ed6/5]] || 4.09
| [[28edt|28ed3/1]] || 22.69 || [[28edo|28ed2/1]] || 16.24 || [[28ed5/3]] || 7.30 || [[28edf|28ed3/2]] || 10.27 || [[28ed7/5]] || 3.58 || '''<u>[[28ed4/3]]</u>''' ||'''<u>0.06</u>''' ||[[28ed9/7]] || 1.91 || [[28ed5/4]] || 3.04 || [[28ed11/9]] || 3.71 || [[28ed6/5]] || 4.09
|-
|-
| [[29ed3/1]] || 19.48 || [[29edo|29ed2/1]] || 1.49 || [[29ed5/3]] || 10.12 || [[29edf|29ed3/2]] || 0.97 || [[29ed7/5]] || 5.74 || [[29ed4/3]] || 7.91 || [[29ed9/7]] || 6.13 || [[29ed5/4]] || 4.09 || [[29ed11/9]] || 2.71 || [[29ed6/5]] || 1.74
| [[29edt|29ed3/1]] || 19.48 || [[29edo|29ed2/1]] || 1.49 || [[29ed5/3]] || 10.12 || [[29edf|29ed3/2]] || 0.97 || [[29ed7/5]] || 5.74 || [[29ed4/3]] || 7.91 || [[29ed9/7]] || 6.13 || [[29ed5/4]] || 4.09 || [[29ed11/9]] || 2.71 || [[29ed6/5]] || 1.74
|-
|-
| [[30ed3/1]] || 4.57 || [[30edo|30ed2/1]] || 18.04 || [[30ed5/3]] || 3.09 || [[30edf|30ed3/2]] || 11.46 || [[30ed7/5]] || 4.97 || [[30ed4/3]] || 1.25 || [[30ed9/7]] || 0.87 || [[30ed5/4]] || 2.12 || [[30ed11/9]] || 2.88 || [[30ed6/5]] || 3.34
| [[30edt|30ed3/1]] || 4.57 || [[30edo|30ed2/1]] || 18.04 || [[30ed5/3]] || 3.09 || [[30edf|30ed3/2]] || 11.46 || [[30ed7/5]] || 4.97 || [[30ed4/3]] || 1.25 || [[30ed9/7]] || 0.87 || [[30ed5/4]] || 2.12 || [[30ed11/9]] || 2.88 || [[30ed6/5]] || 3.34
|-
|-
| [[31ed3/1]] || 27.07 || [[31edo|31ed2/1]] || 5.18 || [[31ed5/3]] || 13.07 || [[31edf|31ed3/2]] || 1.37 || [[31ed7/5]] || 3.80 || [[31ed4/3]] || 6.25 || [[31ed9/7]] || 6.61 || [[31ed5/4]] || 4.52 || [[31ed11/9]] || 3.10 || [[31ed6/5]] || 2.09
| [[31edt|31ed3/1]] || 27.07 || [[31edo|31ed2/1]] || 5.18 || [[31ed5/3]] || 13.07 || [[31edf|31ed3/2]] || 1.37 || [[31ed7/5]] || 3.80 || [[31ed4/3]] || 6.25 || [[31ed9/7]] || 6.61 || [[31ed5/4]] || 4.52 || [[31ed11/9]] || 3.10 || [[31ed6/5]] || 2.09
|-
|-
| [[32ed3/1]] || 11.28 || [[32edo|32ed2/1]] || 10.54 || [[32ed5/3]] || 0.59 || [[32edf|32ed3/2]] || 8.54 || [[32ed7/5]] || 6.18 || [[32ed4/3]] || 2.28 || '''[[32ed9/7]]''' ||'''0.04''' ||[[32ed5/4]] || 1.32 || [[32ed11/9]] || 2.16 || [[32ed6/5]] || 2.68
| [[32edt|32ed3/1]] || 11.28 || [[32edo|32ed2/1]] || 10.54 || [[32ed5/3]] || 0.59 || [[32edf|32ed3/2]] || 8.54 || [[32ed7/5]] || 6.18 || [[32ed4/3]] || 2.28 || '''<u>[[32ed9/7]]</u>''' ||'''<u>0.04</u>''' ||[[32ed5/4]] || 1.32 || [[32ed11/9]] || 2.16 || [[32ed6/5]] || 2.68
|-
|-
| [[33ed3/1]] || 10.34 || [[33edo|33ed2/1]] || 11.05 || [[33ed5/3]] || 11.13 || [[33edf|33ed3/2]] || 3.43 || [[33ed7/5]] || 2.09 || [[33ed4/3]] || 4.79 || [[33ed9/7]] || 6.14 || [[33ed5/4]] || 4.90 || [[33ed11/9]] || 3.44 || [[33ed6/5]] || 2.40
| [[33edt|33ed3/1]] || 10.34 || [[33edo|33ed2/1]] || 11.05 || [[33ed5/3]] || 11.13 || [[33edf|33ed3/2]] || 3.43 || [[33ed7/5]] || 2.09 || [[33ed4/3]] || 4.79 || [[33ed9/7]] || 6.14 || [[33ed5/4]] || 4.90 || [[33ed11/9]] || 3.44 || [[33ed6/5]] || 2.40
|-
|-
| [[34ed3/1]] || 25.26 || [[34edo|34ed2/1]] || 3.93 || [[34ed5/3]] || 3.84 || [[34edf|34ed3/2]] || 5.96 || [[34ed7/5]] || 7.25 || [[34ed4/3]] || 3.20 || [[34ed9/7]] || 0.84 || [[34ed5/4]] || 0.61 || [[34ed11/9]] || 1.52 || [[34ed6/5]] || 2.10
| [[34edt|34ed3/1]] || 25.26 || [[34edo|34ed2/1]] || 3.93 || [[34ed5/3]] || 3.84 || [[34edf|34ed3/2]] || 5.96 || [[34ed7/5]] || 7.25 || [[34ed4/3]] || 3.20 || [[34ed9/7]] || 0.84 || [[34ed5/4]] || 0.61 || [[34ed11/9]] || 1.52 || [[34ed6/5]] || 2.10
|-
|-
| [[35ed3/1]] || 4.49 || [[35edo|35ed2/1]] || 16.24 || [[35ed5/3]] || 7.30 || [[35edf|35ed3/2]] || 5.25 || [[35ed7/5]] || 0.58 || [[35ed4/3]] || 3.50 || [[35ed9/7]] || 5.01 || [[35ed5/4]] || 5.23 || [[35ed11/9]] || 3.74 || [[35ed6/5]] || 2.67
| [[35edt|35ed3/1]] || 4.49 || [[35edo|35ed2/1]] || 16.24 || [[35ed5/3]] || 7.30 || [[35edf|35ed3/2]] || 5.25 || [[35ed7/5]] || 0.58 || [[35ed4/3]] || 3.50 || [[35ed9/7]] || 5.01 || [[35ed5/4]] || 5.23 || [[35ed11/9]] || 3.74 || [[35ed6/5]] || 2.67
|-
|-
| [[36ed3/1]] || 15.14 || [[36edo|36ed2/1]] || 1.96 || [[36ed5/3]] || 6.73 || [[36edf|36ed3/2]] || 3.66 || [[36ed7/5]] || 7.98 || [[36ed4/3]] || 4.01 || [[36ed9/7]] || 1.55 || '''[[36ed5/4]]''' ||'''0.02''' ||[[36ed11/9]] || 0.95 || [[36ed6/5]] || 1.58
| [[36edt|36ed3/1]] || 15.14 || [[36edo|36ed2/1]] || 1.96 || [[36ed5/3]] || 6.73 || [[36edf|36ed3/2]] || 3.66 || [[36ed7/5]] || 7.98 || [[36ed4/3]] || 4.01 || [[36ed9/7]] || 1.55 || '''<u>[[36ed5/4]]</u>''' ||'''<u>0.02</u>''' ||[[36ed11/9]] || 0.95 || [[36ed6/5]] || 1.58
|-
|-
| [[37ed3/1]] || 17.70 || [[37edo|37ed2/1]] || 11.56 || [[37ed5/3]] || 3.89 || [[37edf|37ed3/2]] || 6.88 || [[37ed7/5]] || 0.77 || [[37ed4/3]] || 2.34 || [[37ed9/7]] || 4.01 || [[37ed5/4]] || 4.91 || [[37ed11/9]] || 4.01 || [[37ed6/5]] || 2.92
| [[37edt|37ed3/1]] || 17.70 || [[37edo|37ed2/1]] || 11.56 || [[37ed5/3]] || 3.89 || [[37edf|37ed3/2]] || 6.88 || [[37ed7/5]] || 0.77 || [[37ed4/3]] || 2.34 || [[37ed9/7]] || 4.01 || [[37ed5/4]] || 4.91 || [[37ed11/9]] || 4.01 || [[37ed6/5]] || 2.92
|-
|-
| [[38ed3/1]] || 1.23 || [[38edo|38ed2/1]] || 7.22 || [[38ed5/3]] || 9.32 || [[38edf|38ed3/2]] || 1.61 || [[38ed7/5]] || 6.27 || [[38ed4/3]] || 4.74 || [[38ed9/7]] || 2.18 || [[38ed5/4]] || 0.59 || [[38ed11/9]] || 0.44 || [[38ed6/5]] || 1.12
| [[38edt|38ed3/1]] || 1.23 || [[38edo|38ed2/1]] || 7.22 || [[38ed5/3]] || 9.32 || [[38edf|38ed3/2]] || 1.61 || [[38ed7/5]] || 6.27 || [[38ed4/3]] || 4.74 || [[38ed9/7]] || 2.18 || [[38ed5/4]] || 0.59 || [[38ed11/9]] || 0.44 || [[38ed6/5]] || 1.12
|-
|-
| [[39ed3/1]] || 19.20 || [[39edo|39ed2/1]] || 5.74 || [[39ed5/3]] || 0.82 || [[39edf|39ed3/2]] || 8.34 || [[39ed7/5]] || 1.98 || [[39ed4/3]] || 1.31 || [[39ed9/7]] || 3.10 || [[39ed5/4]] || 4.11 || [[39ed11/9]] || 4.25 || [[39ed6/5]] || 3.14
| [[39edt|39ed3/1]] || 19.20 || [[39edo|39ed2/1]] || 5.74 || [[39ed5/3]] || 0.82 || [[39edf|39ed3/2]] || 8.34 || [[39ed7/5]] || 1.98 || [[39ed4/3]] || 1.31 || [[39ed9/7]] || 3.10 || [[39ed5/4]] || 4.11 || [[39ed11/9]] || 4.25 || [[39ed6/5]] || 3.14
|-
|-
| [[40ed3/1]] || 11.28 || [[40edo|40ed2/1]] || 11.96 || [[40ed5/3]] || 10.46 || [[40edf|40ed3/2]] || 0.24 || [[40ed7/5]] || 4.74 || [[40ed4/3]] || 5.40 || [[40ed9/7]] || 2.75 || [[40ed5/4]] || 1.10 || '''[[40ed11/9]]''' ||'''0.01''' ||[[40ed6/5]] || 0.71
| [[40edt|40ed3/1]] || 11.28 || [[40edo|40ed2/1]] || 11.96 || [[40ed5/3]] || 10.46 || [[40edf|40ed3/2]] || 0.24 || [[40ed7/5]] || 4.74 || [[40ed4/3]] || 5.40 || [[40ed9/7]] || 2.75 || [[40ed5/4]] || 1.10 || '''<u>[[40ed11/9]]</u>''' ||'''<u>0.01</u>''' ||[[40ed6/5]] || 0.71
|-
|-
| [[41ed3/1]] || 6.12 || [[41edo|41ed2/1]] || 0.48 || [[41ed5/3]] || 1.94 || [[41edf|41ed3/2]] || 7.47 || [[41ed7/5]] || 3.07 || [[41ed4/3]] || 0.37 || [[41ed9/7]] || 2.29 || [[41ed5/4]] || 3.38 || [[41ed11/9]] || 4.01 || [[41ed6/5]] || 3.33
| [[41edt|41ed3/1]] || 6.12 || [[41edo|41ed2/1]] || 0.48 || [[41ed5/3]] || 1.94 || [[41edf|41ed3/2]] || 7.47 || [[41ed7/5]] || 3.07 || [[41ed4/3]] || 0.37 || [[41ed9/7]] || 2.29 || [[41ed5/4]] || 3.38 || [[41ed11/9]] || 4.01 || [[41ed6/5]] || 3.33
|-
|-
| [[42ed3/1]] || 22.60 || [[42edo|42ed2/1]] || 12.33 || [[42ed5/3]] || 7.30 || [[42edf|42ed3/2]] || 1.91 || [[42ed7/5]] || 3.35 || [[42ed4/3]] || 5.87 || [[42ed9/7]] || 3.27 || [[42ed5/4]] || 1.56 || [[42ed11/9]] || 0.43 || [[42ed6/5]] || 0.33
| [[42edt|42ed3/1]] || 22.60 || [[42edo|42ed2/1]] || 12.33 || [[42ed5/3]] || 7.30 || [[42edf|42ed3/2]] || 1.91 || [[42ed7/5]] || 3.35 || [[42ed4/3]] || 5.87 || [[42ed9/7]] || 3.27 || [[42ed5/4]] || 1.56 || [[42ed11/9]] || 0.43 || [[42ed6/5]] || 0.33
|-
|-
| [[43ed3/1]] || 5.75 || [[43edo|43ed2/1]] || 4.28 || [[43ed5/3]] || 4.45 || [[43edf|43ed3/2]] || 5.48 || [[43ed7/5]] || 4.06 || [[43ed4/3]] || 0.47 || [[43ed9/7]] || 1.55 || [[43ed5/4]] || 2.72 || [[43ed11/9]] || 3.42 || [[43ed6/5]] || 3.51
| [[43edt|43ed3/1]] || 5.75 || [[43edo|43ed2/1]] || 4.28 || [[43ed5/3]] || 4.45 || [[43edf|43ed3/2]] || 5.48 || [[43ed7/5]] || 4.06 || [[43ed4/3]] || 0.47 || [[43ed9/7]] || 1.55 || [[43ed5/4]] || 2.72 || [[43ed11/9]] || 3.42 || [[43ed6/5]] || 3.51
|-
|-
| [[44ed3/1]] || 10.34 || [[44edo|44ed2/1]] || 7.14 || [[44ed5/3]] || 4.43 || [[44edf|44ed3/2]] || 3.43 || [[44ed7/5]] || 2.09 || [[44ed4/3]] || 4.79 || [[44ed9/7]] || 3.74 || [[44ed5/4]] || 1.97 || [[44ed11/9]] || 0.80 || '''[[44ed6/5]]''' ||'''0.01'''
| [[44edt|44ed3/1]] || 10.34 || [[44edo|44ed2/1]] || 7.14 || [[44ed5/3]] || 4.43 || [[44edf|44ed3/2]] || 3.43 || [[44ed7/5]] || 2.09 || [[44ed4/3]] || 4.79 || [[44ed9/7]] || 3.74 || [[44ed5/4]] || 1.97 || [[44ed11/9]] || 0.80 || '''<u>[[44ed6/5]]</u>''' ||'''<u>0.01</u>'''
|-
|-
| [[45ed3/1]] || 16.56 || [[45edo|45ed2/1]] || 8.62 || [[45ed5/3]] || 6.73 || [[45edf|45ed3/2]] || 3.66 || [[45ed7/5]] || 4.97 || [[45ed4/3]] || 1.25 || [[45ed9/7]] || 0.87 || [[45ed5/4]] || 2.12 || [[45ed11/9]] || 2.88 || [[45ed6/5]] || 3.34
| [[45edt|45ed3/1]] || 16.56 || [[45edo|45ed2/1]] || 8.62 || [[45ed5/3]] || 6.73 || [[45edf|45ed3/2]] || 3.66 || [[45ed7/5]] || 4.97 || [[45ed4/3]] || 1.25 || [[45ed9/7]] || 0.87 || [[45ed5/4]] || 2.12 || [[45ed11/9]] || 2.88 || [[45ed6/5]] || 3.34
|-
|-
| [[46ed3/1]] || 0.94 || [[46edo|46ed2/1]] || 2.39 || [[46ed5/3]] || 1.81 || [[46edf|46ed3/2]] || 4.82 || [[46ed7/5]] || 0.94 || [[46ed4/3]] || 3.81 || [[46ed9/7]] || 4.17 || [[46ed5/4]] || 2.36 || [[46ed11/9]] || 1.15 || [[46ed6/5]] || 0.32
| [[46edt|46ed3/1]] || 0.94 || [[46edo|46ed2/1]] || 2.39 || [[46ed5/3]] || 1.81 || [[46edf|46ed3/2]] || 4.82 || [[46ed7/5]] || 0.94 || [[46ed4/3]] || 3.81 || [[46ed9/7]] || 4.17 || [[46ed5/4]] || 2.36 || [[46ed11/9]] || 1.15 || [[46ed6/5]] || 0.32
|-
|-
| [[47ed3/1]] || 14.01 || [[47edo|47ed2/1]] || 12.59 || [[47ed5/3]] || 8.83 || [[47edf|47ed3/2]] || 2.00 || [[47ed7/5]] || 5.79 || [[47ed4/3]] || 1.95 || [[47ed9/7]] || 0.25 || [[47ed5/4]] || 1.58 || [[47ed11/9]] || 2.39 || [[47ed6/5]] || 2.89
| [[47edt|47ed3/1]] || 14.01 || [[47edo|47ed2/1]] || 12.59 || [[47ed5/3]] || 8.83 || [[47edf|47ed3/2]] || 2.00 || [[47ed7/5]] || 5.79 || [[47ed4/3]] || 1.95 || [[47ed9/7]] || 0.25 || [[47ed5/4]] || 1.58 || [[47ed11/9]] || 2.39 || [[47ed6/5]] || 2.89
|-
|-
| [[48ed3/1]] || 11.28 || [[48edo|48ed2/1]] || 1.96 || [[48ed5/3]] || 0.59 || [[48edf|48ed3/2]] || 6.09 || [[48ed7/5]] || 0.11 || [[48ed4/3]] || 2.90 || [[48ed9/7]] || 4.50 || [[48ed5/4]] || 2.70 || [[48ed11/9]] || 1.46 || [[48ed6/5]] || 0.61
| [[48edt|48ed3/1]] || 11.28 || [[48edo|48ed2/1]] || 1.96 || [[48ed5/3]] || 0.59 || [[48edf|48ed3/2]] || 6.09 || [[48ed7/5]] || 0.11 || [[48ed4/3]] || 2.90 || [[48ed9/7]] || 4.50 || [[48ed5/4]] || 2.70 || [[48ed11/9]] || 1.46 || [[48ed6/5]] || 0.61
|-
|-
| [[49ed3/1]] || 3.28 || [[49edo|49ed2/1]] || 8.25 || [[49ed5/3]] || 7.30 || [[49edf|49ed3/2]] || 0.48 || [[49ed7/5]] || 5.33 || [[49ed4/3]] || 2.60 || [[49ed9/7]] || 0.31 || [[49ed5/4]] || 1.07 || [[49ed11/9]] || 1.94 || [[49ed6/5]] || 2.48
| [[49edt|49ed3/1]] || 3.28 || [[49edo|49ed2/1]] || 8.25 || [[49ed5/3]] || 7.30 || [[49edf|49ed3/2]] || 0.48 || [[49ed7/5]] || 5.33 || [[49ed4/3]] || 2.60 || [[49ed9/7]] || 0.31 || [[49ed5/4]] || 1.07 || [[49ed11/9]] || 1.94 || [[49ed6/5]] || 2.48
|-
|-
| [[50ed3/1]] || 17.25 || [[50edo|50ed2/1]] || 5.96 || [[50ed5/3]] || 2.80 || [[50edf|50ed3/2]] || 6.78 || [[50ed7/5]] || 1.08 || [[50ed4/3]] || 2.07 || [[50ed9/7]] || 3.77 || [[50ed5/4]] || 3.03 || [[50ed11/9]] || 1.75 || [[50ed6/5]] || 0.87
| [[50edt|50ed3/1]] || 17.25 || [[50edo|50ed2/1]] || 5.96 || [[50ed5/3]] || 2.80 || [[50edf|50ed3/2]] || 6.78 || [[50ed7/5]] || 1.08 || [[50ed4/3]] || 2.07 || [[50ed9/7]] || 3.77 || [[50ed5/4]] || 3.03 || [[50ed11/9]] || 1.75 || [[50ed6/5]] || 0.87
|-
|-
| [[51ed3/1]] || 6.62 || [[51edo|51ed2/1]] || 3.93 || [[51ed5/3]] || 4.83 || [[51edf|51ed3/2]] || 0.93 || [[51ed7/5]] || 4.17 || [[51ed4/3]] || 3.20 || [[51ed9/7]] || 0.84 || [[51ed5/4]] || 0.61 || [[51ed11/9]] || 1.52 || [[51ed6/5]] || 2.10
| [[51edt|51ed3/1]] || 6.62 || [[51edo|51ed2/1]] || 3.93 || [[51ed5/3]] || 4.83 || [[51edf|51ed3/2]] || 0.93 || [[51ed7/5]] || 4.17 || [[51ed4/3]] || 3.20 || [[51ed9/7]] || 0.84 || [[51ed5/4]] || 0.61 || [[51ed11/9]] || 1.52 || [[51ed6/5]] || 2.10
|-
|-
| [[52ed3/1]] || 7.01 || [[52edo|52ed2/1]] || 9.65 || [[52ed5/3]] || 4.84 || [[52edf|52ed3/2]] || 5.16 || [[52ed7/5]] || 1.98 || [[52ed4/3]] || 1.31 || [[52ed9/7]] || 3.10 || [[52ed5/4]] || 3.32 || [[52ed11/9]] || 2.02 || [[52ed6/5]] || 1.11
| [[52edt|52ed3/1]] || 7.01 || [[52edo|52ed2/1]] || 9.65 || [[52ed5/3]] || 4.84 || [[52edf|52ed3/2]] || 5.16 || [[52ed7/5]] || 1.98 || [[52ed4/3]] || 1.31 || [[52ed9/7]] || 3.10 || [[52ed5/4]] || 3.32 || [[52ed11/9]] || 2.02 || [[52ed6/5]] || 1.11
|-
|-
| [[53ed3/1]] || 15.76 || [[53edo|53ed2/1]] || 0.07 || [[53ed5/3]] || 2.54 || [[53edf|53ed3/2]] || 2.23 || [[53ed7/5]] || 3.09 || [[53ed4/3]] || 3.75 || [[53ed9/7]] || 1.32 || [[53ed5/4]] || 0.18 || [[53ed11/9]] || 1.13 || [[53ed6/5]] || 1.75
| [[53edt|53ed3/1]] || 15.76 || [[53edo|53ed2/1]] || 0.07 || [[53ed5/3]] || 2.54 || [[53edf|53ed3/2]] || 2.23 || [[53ed7/5]] || 3.09 || [[53ed4/3]] || 3.75 || [[53ed9/7]] || 1.32 || [[53ed5/4]] || 0.18 || [[53ed11/9]] || 1.13 || [[53ed6/5]] || 1.75
|-
|-
| [[54ed3/1]] || 2.47 || [[54edo|54ed2/1]] || 9.16 || [[54ed5/3]] || 6.73 || [[54edf|54ed3/2]] || 3.66 || [[54ed7/5]] || 2.81 || [[54ed4/3]] || 0.60 || [[54ed9/7]] || 2.48 || [[54ed5/4]] || 3.55 || [[54ed11/9]] || 2.27 || [[54ed6/5]] || 1.34
| [[54edt|54ed3/1]] || 2.47 || [[54edo|54ed2/1]] || 9.16 || [[54ed5/3]] || 6.73 || [[54edf|54ed3/2]] || 3.66 || [[54ed7/5]] || 2.81 || [[54ed4/3]] || 0.60 || [[54ed9/7]] || 2.48 || [[54ed5/4]] || 3.55 || [[54ed11/9]] || 2.27 || [[54ed6/5]] || 1.34
|-
|-
| [[55ed3/1]] || 10.34 || [[55edo|55ed2/1]] || 3.77 || [[55ed5/3]] || 0.41 || [[55edf|55ed3/2]] || 3.43 || [[55ed7/5]] || 2.09 || [[55ed4/3]] || 4.27 || [[55ed9/7]] || 1.77 || [[55ed5/4]] || 0.22 || [[55ed11/9]] || 0.78 || [[55ed6/5]] || 1.42
| [[55edt|55ed3/1]] || 10.34 || [[55edo|55ed2/1]] || 3.77 || [[55ed5/3]] || 0.41 || [[55edf|55ed3/2]] || 3.43 || [[55ed7/5]] || 2.09 || [[55ed4/3]] || 4.27 || [[55ed9/7]] || 1.77 || [[55ed5/4]] || 0.22 || [[55ed11/9]] || 0.78 || [[55ed6/5]] || 1.42
|-
|-
| [[56ed3/1]] || 11.28 || [[56edo|56ed2/1]] || 5.19 || [[56ed5/3]] || 7.30 || [[56edf|56ed3/2]] || 2.27 || [[56ed7/5]] || 3.58 || [[56ed4/3]] || 0.06 || [[56ed9/7]] || 1.91 || [[56ed5/4]] || 3.04 || [[56ed11/9]] || 2.50 || [[56ed6/5]] || 1.55
| [[56edt|56ed3/1]] || 11.28 || [[56edo|56ed2/1]] || 5.19 || [[56ed5/3]] || 7.30 || [[56edf|56ed3/2]] || 2.27 || [[56ed7/5]] || 3.58 || [[56ed4/3]] || 0.06 || [[56ed9/7]] || 1.91 || [[56ed5/4]] || 3.04 || [[56ed11/9]] || 2.50 || [[56ed6/5]] || 1.55
|-
|-
| [[57ed3/1]] || 1.23 || [[57edo|57ed2/1]] || 7.22 || [[57ed5/3]] || 1.56 || [[57edf|57ed3/2]] || 4.55 || [[57ed7/5]] || 1.16 || [[57ed4/3]] || 4.00 || [[57ed9/7]] || 2.18 || [[57ed5/4]] || 0.59 || [[57ed11/9]] || 0.44 || [[57ed6/5]] || 1.12
| [[57edt|57ed3/1]] || 1.23 || [[57edo|57ed2/1]] || 7.22 || [[57ed5/3]] || 1.56 || [[57edf|57ed3/2]] || 4.55 || [[57ed7/5]] || 1.16 || [[57ed4/3]] || 4.00 || [[57ed9/7]] || 2.18 || [[57ed5/4]] || 0.59 || [[57ed11/9]] || 0.44 || [[57ed6/5]] || 1.12
|-
|-
| [[58ed3/1]] || 13.32 || [[58edo|58ed2/1]] || 1.49 || [[58ed5/3]] || 5.12 || [[58edf|58ed3/2]] || 0.97 || [[58ed7/5]] || 4.30 || [[58ed4/3]] || 0.67 || [[58ed9/7]] || 1.37 || [[58ed5/4]] || 2.57 || [[58ed11/9]] || 2.71 || [[58ed6/5]] || 1.74
| [[58edt|58ed3/1]] || 13.32 || [[58edo|58ed2/1]] || 1.49 || [[58ed5/3]] || 5.12 || [[58edf|58ed3/2]] || 0.97 || [[58ed7/5]] || 4.30 || [[58ed4/3]] || 0.67 || [[58ed9/7]] || 1.37 || [[58ed5/4]] || 2.57 || [[58ed11/9]] || 2.71 || [[58ed6/5]] || 1.74
|-
|-
| [[59ed3/1]] || 7.25 || [[59edo|59ed2/1]] || 9.91 || [[59ed5/3]] || 3.40 || [[59edf|59ed3/2]] || 5.59 || [[59ed7/5]] || 0.30 || [[59ed4/3]] || 3.26 || [[59ed9/7]] || 2.57 || [[59ed5/4]] || 0.93 || [[59ed11/9]] || 0.13 || [[59ed6/5]] || 0.84
| [[59edt|59ed3/1]] || 7.25 || [[59edo|59ed2/1]] || 9.91 || [[59ed5/3]] || 3.40 || [[59edf|59ed3/2]] || 5.59 || [[59ed7/5]] || 0.30 || [[59ed4/3]] || 3.26 || [[59ed9/7]] || 2.57 || [[59ed5/4]] || 0.93 || [[59ed11/9]] || 0.13 || [[59ed6/5]] || 0.84
|-
|-
| [[60ed3/1]] || 4.57 || [[60edo|60ed2/1]] || 1.96 || [[60ed5/3]] || 3.09 || [[60edf|60ed3/2]] || 0.24 || [[60ed7/5]] || 4.74 || [[60ed4/3]] || 1.25 || [[60ed9/7]] || 0.87 || [[60ed5/4]] || 2.12 || [[60ed11/9]] || 2.88 || [[60ed6/5]] || 1.92
| [[60edt|60ed3/1]] || 4.57 || [[60edo|60ed2/1]] || 1.96 || [[60ed5/3]] || 3.09 || [[60edf|60ed3/2]] || 0.24 || [[60ed7/5]] || 4.74 || [[60ed4/3]] || 1.25 || [[60ed9/7]] || 0.87 || [[60ed5/4]] || 2.12 || [[60ed11/9]] || 2.88 || [[60ed6/5]] || 1.92
|-
|-
| [[61ed3/1]] || 15.18 || [[61edo|61ed2/1]] || 6.24 || [[61ed5/3]] || 5.12 || [[61edf|61ed3/2]] || 4.94 || [[61ed7/5]] || 0.51 || [[61ed4/3]] || 2.56 || [[61ed9/7]] || 2.93 || [[61ed5/4]] || 1.25 || [[61ed11/9]] || 0.16 || [[61ed6/5]] || 0.58
| [[61edt|61ed3/1]] || 15.18 || [[61edo|61ed2/1]] || 6.24 || [[61ed5/3]] || 5.12 || [[61edf|61ed3/2]] || 4.94 || [[61ed7/5]] || 0.51 || [[61ed4/3]] || 2.56 || [[61ed9/7]] || 2.93 || [[61ed5/4]] || 1.25 || [[61ed11/9]] || 0.16 || [[61ed6/5]] || 0.58
|-
|-
| [[62ed3/1]] || 3.61 || [[62edo|62ed2/1]] || 5.18 || [[62ed5/3]] || 1.19 || [[62edf|62ed3/2]] || 1.37 || [[62ed7/5]] || 3.80 || [[62ed4/3]] || 1.78 || [[62ed9/7]] || 0.40 || [[62ed5/4]] || 1.71 || [[62ed11/9]] || 2.51 || [[62ed6/5]] || 2.09
| [[62edt|62ed3/1]] || 3.61 || [[62edo|62ed2/1]] || 5.18 || [[62ed5/3]] || 1.19 || [[62edf|62ed3/2]] || 1.37 || [[62ed7/5]] || 3.80 || [[62ed4/3]] || 1.78 || [[62ed9/7]] || 0.40 || [[62ed5/4]] || 1.71 || [[62ed11/9]] || 2.51 || [[62ed6/5]] || 2.09
|-
|-
| [[63ed3/1]] || 7.59 || [[63edo|63ed2/1]] || 2.81 || [[63ed5/3]] || 6.73 || [[63edf|63ed3/2]] || 3.66 || [[63ed7/5]] || 1.27 || [[63ed4/3]] || 1.92 || [[63ed9/7]] || 3.27 || [[63ed5/4]] || 1.56 || [[63ed11/9]] || 0.43 || [[63ed6/5]] || 0.33
| [[63edt|63ed3/1]] || 7.59 || [[63edo|63ed2/1]] || 2.81 || [[63ed5/3]] || 6.73 || [[63edf|63ed3/2]] || 3.66 || [[63ed7/5]] || 1.27 || [[63ed4/3]] || 1.92 || [[63ed9/7]] || 3.27 || [[63ed5/4]] || 1.56 || [[63ed11/9]] || 0.43 || [[63ed6/5]] || 0.33
|-
|-
| [[64ed3/1]] || 11.28 || [[64edo|64ed2/1]] || 8.21 || [[64ed5/3]] || 0.59 || [[64edf|64ed3/2]] || 2.43 || [[64ed7/5]] || 2.92 || [[64ed4/3]] || 2.28 || [[64ed9/7]] || 0.04 || [[64ed5/4]] || 1.32 || [[64ed11/9]] || 2.16 || [[64ed6/5]] || 2.25
| [[64edt|64ed3/1]] || 11.28 || [[64edo|64ed2/1]] || 8.21 || [[64ed5/3]] || 0.59 || [[64edf|64ed3/2]] || 2.43 || [[64ed7/5]] || 2.92 || [[64ed4/3]] || 2.28 || [[64ed9/7]] || 0.04 || [[64ed5/4]] || 1.32 || [[64ed11/9]] || 2.16 || [[64ed6/5]] || 2.25
|-
|-
| [[65ed3/1]] || 0.31 || [[65edo|65ed2/1]] || 0.42 || [[65ed5/3]] || 5.36 || [[65edf|65ed3/2]] || 2.46 || [[65ed7/5]] || 1.98 || [[65ed4/3]] || 1.31 || [[65ed9/7]] || 3.10 || [[65ed5/4]] || 1.84 || [[65ed11/9]] || 0.68 || [[65ed6/5]] || 0.10
| [[65edt|65ed3/1]] || 0.31 || [[65edo|65ed2/1]] || 0.42 || [[65ed5/3]] || 5.36 || [[65edf|65ed3/2]] || 2.46 || [[65ed7/5]] || 1.98 || [[65ed4/3]] || 1.31 || [[65ed9/7]] || 3.10 || [[65ed5/4]] || 1.84 || [[65ed11/9]] || 0.68 || [[65ed6/5]] || 0.10
|-
|-
| [[66ed3/1]] || 10.34 || [[66edo|66ed2/1]] || 7.14 || [[66ed5/3]] || 2.27 || [[66edf|66ed3/2]] || 3.43 || [[66ed7/5]] || 2.09 || [[66ed4/3]] || 2.76 || [[66ed9/7]] || 0.45 || [[66ed5/4]] || 0.95 || [[66ed11/9]] || 1.83 || [[66ed6/5]] || 2.38
| [[66edt|66ed3/1]] || 10.34 || [[66edo|66ed2/1]] || 7.14 || [[66ed5/3]] || 2.27 || [[66edf|66ed3/2]] || 3.43 || [[66ed7/5]] || 2.09 || [[66ed4/3]] || 2.76 || [[66ed9/7]] || 0.45 || [[66ed5/4]] || 0.95 || [[66ed11/9]] || 1.83 || [[66ed6/5]] || 2.38
|-
|-
| [[67ed3/1]] || 7.73 || [[67edo|67ed2/1]] || 3.45 || [[67ed5/3]] || 3.53 || [[67edf|67ed3/2]] || 1.33 || [[67ed7/5]] || 2.65 || [[67ed4/3]] || 0.74 || [[67ed9/7]] || 2.60 || [[67ed5/4]] || 2.10 || [[67ed11/9]] || 0.92 || [[67ed6/5]] || 0.12
| [[67edt|67ed3/1]] || 7.73 || [[67edo|67ed2/1]] || 3.45 || [[67ed5/3]] || 3.53 || [[67edf|67ed3/2]] || 1.33 || [[67ed7/5]] || 2.65 || [[67ed4/3]] || 0.74 || [[67ed9/7]] || 2.60 || [[67ed5/4]] || 2.10 || [[67ed11/9]] || 0.92 || [[67ed6/5]] || 0.12
|-
|-
| [[68ed3/1]] || 2.71 || [[68edo|68ed2/1]] || 3.93 || [[68ed5/3]] || 3.84 || [[68edf|68ed3/2]] || 4.37 || [[68ed7/5]] || 1.31 || [[68ed4/3]] || 3.20 || [[68ed9/7]] || 0.84 || [[68ed5/4]] || 0.61 || [[68ed11/9]] || 1.52 || [[68ed6/5]] || 2.10
| [[68edt|68ed3/1]] || 2.71 || [[68edo|68ed2/1]] || 3.93 || [[68ed5/3]] || 3.84 || [[68edf|68ed3/2]] || 4.37 || [[68ed7/5]] || 1.31 || [[68ed4/3]] || 3.20 || [[68ed9/7]] || 0.84 || [[68ed5/4]] || 0.61 || [[68ed11/9]] || 1.52 || [[68ed6/5]] || 2.10
|-
|-
| [[69ed3/1]] || 12.84 || [[69edo|69ed2/1]] || 6.30 || [[69ed5/3]] || 1.81 || [[69edf|69ed3/2]] || 0.27 || [[69ed7/5]] || 3.28 || [[69ed4/3]] || 0.20 || [[69ed9/7]] || 2.13 || [[69ed5/4]] || 2.36 || [[69ed11/9]] || 1.15 || [[69ed6/5]] || 0.32
| [[69edt|69ed3/1]] || 12.84 || [[69edo|69ed2/1]] || 6.30 || [[69ed5/3]] || 1.81 || [[69edf|69ed3/2]] || 0.27 || [[69ed7/5]] || 3.28 || [[69ed4/3]] || 0.20 || [[69ed9/7]] || 2.13 || [[69ed5/4]] || 2.36 || [[69ed11/9]] || 1.15 || [[69ed6/5]] || 0.32
|-
|-
| [[70ed3/1]] || 4.49 || [[70edo|70ed2/1]] || 0.90 || [[70ed5/3]] || 5.33 || [[70edf|70ed3/2]] || 4.78 || [[70ed7/5]] || 0.58 || [[70ed4/3]] || 3.50 || [[70ed9/7]] || 1.20 || [[70ed5/4]] || 0.28 || [[70ed11/9]] || 1.23 || [[70ed6/5]] || 1.83
| [[70edt|70ed3/1]] || 4.49 || [[70edo|70ed2/1]] || 0.90 || [[70ed5/3]] || 5.33 || [[70edf|70ed3/2]] || 4.78 || [[70ed7/5]] || 0.58 || [[70ed4/3]] || 3.50 || [[70ed9/7]] || 1.20 || [[70ed5/4]] || 0.28 || [[70ed11/9]] || 1.23 || [[70ed6/5]] || 1.83
|-
|-
| [[71ed3/1]] || 5.46 || [[71edo|71ed2/1]] || 7.90 || [[71ed5/3]] || 0.19 || [[71edf|71ed3/2]] || 0.73 || [[71ed7/5]] || 3.87 || [[71ed4/3]] || 0.31 || [[71ed9/7]] || 1.69 || [[71ed5/4]] || 2.59 || [[71ed11/9]] || 1.36 || [[71ed6/5]] || 0.52
| [[71edt|71ed3/1]] || 5.46 || [[71edo|71ed2/1]] || 7.90 || [[71ed5/3]] || 0.19 || [[71edf|71ed3/2]] || 0.73 || [[71ed7/5]] || 3.87 || [[71ed4/3]] || 0.31 || [[71ed9/7]] || 1.69 || [[71ed5/4]] || 2.59 || [[71ed11/9]] || 1.36 || [[71ed6/5]] || 0.52
|-
|-
| [[72ed3/1]] || 11.28 || [[72edo|72ed2/1]] || 1.96 || [[72ed5/3]] || 5.55 || [[72edf|72ed3/2]] || 3.66 || [[72ed7/5]] || 0.11 || [[72ed4/3]] || 2.90 || [[72ed9/7]] || 1.55 || [[72ed5/4]] || 0.02 || [[72ed11/9]] || 0.95 || [[72ed6/5]] || 1.58
| [[72edt|72ed3/1]] || 11.28 || [[72edo|72ed2/1]] || 1.96 || [[72ed5/3]] || 5.55 || [[72edf|72ed3/2]] || 3.66 || [[72ed7/5]] || 0.11 || [[72ed4/3]] || 2.90 || [[72ed9/7]] || 1.55 || [[72ed5/4]] || 0.02 || [[72ed11/9]] || 0.95 || [[72ed6/5]] || 1.58
|-
|-
| [[73ed3/1]] || 1.51 || [[73edo|73ed2/1]] || 4.89 || [[73ed5/3]] || 1.35 || [[73edf|73ed3/2]] || 1.68 || [[73ed7/5]] || 3.54 || [[73ed4/3]] || 0.79 || [[73ed9/7]] || 1.27 || [[73ed5/4]] || 2.48 || [[73ed11/9]] || 1.56 || [[73ed6/5]] || 0.70
| [[73edt|73ed3/1]] || 1.51 || [[73edo|73ed2/1]] || 4.89 || [[73ed5/3]] || 1.35 || [[73edf|73ed3/2]] || 1.68 || [[73ed7/5]] || 3.54 || [[73ed4/3]] || 0.79 || [[73ed9/7]] || 1.27 || [[73ed5/4]] || 2.48 || [[73ed11/9]] || 1.56 || [[73ed6/5]] || 0.70
|-
|-
| [[74ed3/1]] || 8.00 || [[74edo|74ed2/1]] || 4.66 || [[74ed5/3]] || 3.89 || [[74edf|74ed3/2]] || 2.61 || [[74ed7/5]] || 0.77 || [[74ed4/3]] || 2.34 || [[74ed9/7]] || 1.87 || [[74ed5/4]] || 0.31 || [[74ed11/9]] || 0.69 || [[74ed6/5]] || 1.35
| [[74edt|74ed3/1]] || 8.00 || [[74edo|74ed2/1]] || 4.66 || [[74ed5/3]] || 3.89 || [[74edf|74ed3/2]] || 2.61 || [[74ed7/5]] || 0.77 || [[74ed4/3]] || 2.34 || [[74ed9/7]] || 1.87 || [[74ed5/4]] || 0.31 || [[74ed11/9]] || 0.69 || [[74ed6/5]] || 1.35
|-
|-
| [[75ed3/1]] || 8.11 || [[75edo|75ed2/1]] || 2.04 || [[75ed5/3]] || 2.80 || [[75edf|75ed3/2]] || 2.58 || [[75ed7/5]] || 2.80 || [[75ed4/3]] || 1.25 || [[75ed9/7]] || 0.87 || [[75ed5/4]] || 2.12 || [[75ed11/9]] || 1.75 || [[75ed6/5]] || 0.87
| [[75edt|75ed3/1]] || 8.11 || [[75edo|75ed2/1]] || 2.04 || [[75ed5/3]] || 2.80 || [[75edf|75ed3/2]] || 2.58 || [[75ed7/5]] || 2.80 || [[75ed4/3]] || 1.25 || [[75ed9/7]] || 0.87 || [[75ed5/4]] || 2.12 || [[75ed11/9]] || 1.75 || [[75ed6/5]] || 0.87
|-
|-
| [[76ed3/1]] || 1.23 || [[76edo|76ed2/1]] || 7.22 || [[76ed5/3]] || 2.32 || [[76edf|76ed3/2]] || 1.61 || [[76ed7/5]] || 1.39 || [[76ed4/3]] || 1.81 || [[76ed9/7]] || 2.18 || [[76ed5/4]] || 0.59 || [[76ed11/9]] || 0.44 || [[76ed6/5]] || 1.12
| [[76edt|76ed3/1]] || 1.23 || [[76edo|76ed2/1]] || 7.22 || [[76ed5/3]] || 2.32 || [[76edf|76ed3/2]] || 1.61 || [[76ed7/5]] || 1.39 || [[76ed4/3]] || 1.81 || [[76ed9/7]] || 2.18 || [[76ed5/4]] || 0.59 || [[76ed11/9]] || 0.44 || [[76ed6/5]] || 1.12
|-
|-
| [[77ed3/1]] || 10.34 || [[77edo|77ed2/1]] || 0.66 || [[77ed5/3]] || 4.18 || [[77edf|77ed3/2]] || 3.43 || [[77ed7/5]] || 2.09 || [[77ed4/3]] || 1.68 || [[77ed9/7]] || 0.49 || [[77ed5/4]] || 1.79 || [[77ed11/9]] || 1.93 || [[77ed6/5]] || 1.03
| [[77edt|77ed3/1]] || 10.34 || [[77edo|77ed2/1]] || 0.66 || [[77ed5/3]] || 4.18 || [[77edf|77ed3/2]] || 3.43 || [[77ed7/5]] || 2.09 || [[77ed4/3]] || 1.68 || [[77ed9/7]] || 0.49 || [[77ed5/4]] || 1.79 || [[77ed11/9]] || 1.93 || [[77ed6/5]] || 1.03
|-
|-
| [[78ed3/1]] || 5.18 || [[78edo|78ed2/1]] || 5.74 || [[78ed5/3]] || 0.82 || [[78edf|78ed3/2]] || 0.66 || [[78ed7/5]] || 1.98 || [[78ed4/3]] || 1.31 || [[78ed9/7]] || 2.48 || [[78ed5/4]] || 0.85 || [[78ed11/9]] || 0.21 || [[78ed6/5]] || 0.91
| [[78edt|78ed3/1]] || 5.18 || [[78edo|78ed2/1]] || 5.74 || [[78ed5/3]] || 0.82 || [[78edf|78ed3/2]] || 0.66 || [[78ed7/5]] || 1.98 || [[78ed4/3]] || 1.31 || [[78ed9/7]] || 2.48 || [[78ed5/4]] || 0.85 || [[78ed11/9]] || 0.21 || [[78ed6/5]] || 0.91
|-
|-
| [[79ed3/1]] || 3.77 || [[79edo|79ed2/1]] || 3.22 || [[79ed5/3]] || 5.49 || [[79edf|79ed3/2]] || 4.24 || [[79ed7/5]] || 1.42 || [[79ed4/3]] || 2.09 || [[79ed9/7]] || 0.14 || [[79ed5/4]] || 1.47 || [[79ed11/9]] || 2.10 || [[79ed6/5]] || 1.19
| [[79edt|79ed3/1]] || 3.77 || [[79edo|79ed2/1]] || 3.22 || [[79ed5/3]] || 5.49 || [[79edf|79ed3/2]] || 4.24 || [[79ed7/5]] || 1.42 || [[79ed4/3]] || 2.09 || [[79ed9/7]] || 0.14 || [[79ed5/4]] || 1.47 || [[79ed11/9]] || 2.10 || [[79ed6/5]] || 1.19
|-
|-
| [[80ed3/1]] || 11.28 || [[80edo|80ed2/1]] || 3.04 || [[80ed5/3]] || 0.59 || [[80edf|80ed3/2]] || 0.24 || [[80ed7/5]] || 2.54 || [[80ed4/3]] || 0.83 || [[80ed9/7]] || 2.68 || [[80ed5/4]] || 1.10 || [[80ed11/9]] || 0.01 || [[80ed6/5]] || 0.71
| [[80edt|80ed3/1]] || 11.28 || [[80edo|80ed2/1]] || 3.04 || [[80ed5/3]] || 0.59 || [[80edf|80ed3/2]] || 0.24 || [[80ed7/5]] || 2.54 || [[80ed4/3]] || 0.83 || [[80ed9/7]] || 2.68 || [[80ed5/4]] || 1.10 || [[80ed11/9]] || 0.01 || [[80ed6/5]] || 0.71
|-
|-
| [[81ed3/1]] || 2.47 || [[81edo|81ed2/1]] || 5.66 || [[81ed5/3]] || 4.18 || [[81edf|81ed3/2]] || 3.66 || [[81ed7/5]] || 0.79 || [[81ed4/3]] || 2.48 || [[81ed9/7]] || 0.20 || [[81ed5/4]] || 1.17 || [[81ed11/9]] || 2.02 || [[81ed6/5]] || 1.34
| [[81edt|81ed3/1]] || 2.47 || [[81edo|81ed2/1]] || 5.66 || [[81ed5/3]] || 4.18 || [[81edf|81ed3/2]] || 3.66 || [[81ed7/5]] || 0.79 || [[81ed4/3]] || 2.48 || [[81ed9/7]] || 0.20 || [[81ed5/4]] || 1.17 || [[81ed11/9]] || 2.02 || [[81ed6/5]] || 1.34
|-
|-
| [[82ed3/1]] || 6.12 || [[82edo|82ed2/1]] || 0.48 || [[82ed5/3]] || 1.94 || [[82edf|82ed3/2]] || 1.09 || [[82ed7/5]] || 3.07 || [[82ed4/3]] || 0.37 || [[82ed9/7]] || 2.29 || [[82ed5/4]] || 1.33 || [[82ed11/9]] || 0.23 || [[82ed6/5]] || 0.51
| [[82edt|82ed3/1]] || 6.12 || [[82edo|82ed2/1]] || 0.48 || [[82ed5/3]] || 1.94 || [[82edf|82ed3/2]] || 1.09 || [[82ed7/5]] || 3.07 || [[82ed4/3]] || 0.37 || [[82ed9/7]] || 2.29 || [[82ed5/4]] || 1.33 || [[82ed11/9]] || 0.23 || [[82ed6/5]] || 0.51
|-
|-
| [[83ed3/1]] || 8.41 || [[83edo|83ed2/1]] || 6.48 || [[83ed5/3]] || 2.74 || [[83edf|83ed3/2]] || 2.72 || [[83ed7/5]] || 0.18 || [[83ed4/3]] || 2.85 || [[83ed9/7]] || 0.53 || [[83ed5/4]] || 0.88 || [[83ed11/9]] || 1.76 || [[83ed6/5]] || 1.48
| [[83edt|83ed3/1]] || 8.41 || [[83edo|83ed2/1]] || 6.48 || [[83ed5/3]] || 2.74 || [[83edf|83ed3/2]] || 2.72 || [[83ed7/5]] || 0.18 || [[83ed4/3]] || 2.85 || [[83ed9/7]] || 0.53 || [[83ed5/4]] || 0.88 || [[83ed11/9]] || 1.76 || [[83ed6/5]] || 1.48
|-
|-
| [[84ed3/1]] || 0.04 || [[84edo|84ed2/1]] || 1.96 || [[84ed5/3]] || 3.23 || [[84edf|84ed3/2]] || 1.91 || [[84ed7/5]] || 3.35 || [[84ed4/3]] || 0.06 || [[84ed9/7]] || 1.91 || [[84ed5/4]] || 1.56 || [[84ed11/9]] || 0.43 || [[84ed6/5]] || 0.33
| [[84edt|84ed3/1]] || 0.04 || [[84edo|84ed2/1]] || 1.96 || [[84ed5/3]] || 3.23 || [[84edf|84ed3/2]] || 1.91 || [[84ed7/5]] || 3.35 || [[84ed4/3]] || 0.06 || [[84ed9/7]] || 1.91 || [[84ed5/4]] || 1.56 || [[84ed11/9]] || 0.43 || [[84ed6/5]] || 0.33
|-
|-
| [[85ed3/1]] || 8.30 || [[85edo|85ed2/1]] || 3.93 || [[85ed5/3]] || 1.36 || [[85edf|85ed3/2]] || 1.83 || [[85ed7/5]] || 0.40 || [[85ed4/3]] || 2.66 || [[85ed9/7]] || 0.84 || [[85ed5/4]] || 0.61 || [[85ed11/9]] || 1.52 || [[85ed6/5]] || 1.61
| [[85edt|85ed3/1]] || 8.30 || [[85edo|85ed2/1]] || 3.93 || [[85ed5/3]] || 1.36 || [[85edf|85ed3/2]] || 1.83 || [[85ed7/5]] || 0.40 || [[85ed4/3]] || 2.66 || [[85ed9/7]] || 0.84 || [[85ed5/4]] || 0.61 || [[85ed11/9]] || 1.52 || [[85ed6/5]] || 1.61
|-
|-
| [[86ed3/1]] || 5.75 || [[86edo|86ed2/1]] || 4.28 || [[86ed5/3]] || 4.45 || [[86edf|86ed3/2]] || 2.69 || [[86ed7/5]] || 2.71 || [[86ed4/3]] || 0.47 || [[86ed9/7]] || 1.55 || [[86ed5/4]] || 1.77 || [[86ed11/9]] || 0.62 || [[86ed6/5]] || 0.16
| [[86edt|86ed3/1]] || 5.75 || [[86edo|86ed2/1]] || 4.28 || [[86ed5/3]] || 4.45 || [[86edf|86ed3/2]] || 2.69 || [[86ed7/5]] || 2.71 || [[86ed4/3]] || 0.47 || [[86ed9/7]] || 1.55 || [[86ed5/4]] || 1.77 || [[86ed11/9]] || 0.62 || [[86ed6/5]] || 0.16
|-
|-
| [[87ed3/1]] || 2.39 || [[87edo|87ed2/1]] || 1.49 || [[87ed5/3]] || 0.04 || [[87edf|87ed3/2]] || 0.97 || [[87ed7/5]] || 0.95 || [[87ed4/3]] || 2.19 || [[87ed9/7]] || 1.13 || [[87ed5/4]] || 0.35 || [[87ed11/9]] || 1.28 || [[87ed6/5]] || 1.74
| [[87edt|87ed3/1]] || 2.39 || [[87edo|87ed2/1]] || 1.49 || [[87ed5/3]] || 0.04 || [[87edf|87ed3/2]] || 0.97 || [[87ed7/5]] || 0.95 || [[87ed4/3]] || 2.19 || [[87ed9/7]] || 1.13 || [[87ed5/4]] || 0.35 || [[87ed11/9]] || 1.28 || [[87ed6/5]] || 1.74
|-
|-
| [[88ed3/1]] || 10.34 || [[88edo|88ed2/1]] || 6.50 || [[88ed5/3]] || 4.43 || [[88edf|88ed3/2]] || 3.43 || [[88ed7/5]] || 2.09 || [[88ed4/3]] || 0.87 || [[88ed9/7]] || 1.20 || [[88ed5/4]] || 1.97 || [[88ed11/9]] || 0.80 || [[88ed6/5]] || 0.01
| [[88edt|88ed3/1]] || 10.34 || [[88edo|88ed2/1]] || 6.50 || [[88ed5/3]] || 4.43 || [[88edf|88ed3/2]] || 3.43 || [[88ed7/5]] || 2.09 || [[88ed4/3]] || 0.87 || [[88ed9/7]] || 1.20 || [[88ed5/4]] || 1.97 || [[88ed11/9]] || 0.80 || [[88ed6/5]] || 0.01
|-
|-
| [[89ed3/1]] || 3.26 || [[89edo|89ed2/1]] || 0.83 || [[89ed5/3]] || 1.21 || [[89edf|89ed3/2]] || 0.16 || [[89ed7/5]] || 1.48 || [[89ed4/3]] || 1.74 || [[89ed9/7]] || 1.41 || [[89ed5/4]] || 0.10 || [[89ed11/9]] || 1.06 || [[89ed6/5]] || 1.68
| [[89edt|89ed3/1]] || 3.26 || [[89edo|89ed2/1]] || 0.83 || [[89ed5/3]] || 1.21 || [[89edf|89ed3/2]] || 0.16 || [[89ed7/5]] || 1.48 || [[89ed4/3]] || 1.74 || [[89ed9/7]] || 1.41 || [[89ed5/4]] || 0.10 || [[89ed11/9]] || 1.06 || [[89ed6/5]] || 1.68
|-
|-
| [[90ed3/1]] || 4.57 || [[90edo|90ed2/1]] || 4.71 || [[90ed5/3]] || 3.09 || [[90edf|90ed3/2]] || 3.66 || [[90ed7/5]] || 1.50 || [[90ed4/3]] || 1.25 || [[90ed9/7]] || 0.87 || [[90ed5/4]] || 2.12 || [[90ed11/9]] || 0.98 || [[90ed6/5]] || 0.17
| [[90edt|90ed3/1]] || 4.57 || [[90edo|90ed2/1]] || 4.71 || [[90ed5/3]] || 3.09 || [[90edf|90ed3/2]] || 3.66 || [[90ed7/5]] || 1.50 || [[90ed4/3]] || 1.25 || [[90ed9/7]] || 0.87 || [[90ed5/4]] || 2.12 || [[90ed11/9]] || 0.98 || [[90ed6/5]] || 0.17
|-
|-
| [[91ed3/1]] || 8.67 || [[91edo|91ed2/1]] || 3.05 || [[91ed5/3]] || 2.42 || [[91edf|91ed3/2]] || 0.62 || [[91ed7/5]] || 1.98 || [[91ed4/3]] || 1.31 || [[91ed9/7]] || 1.68 || [[91ed5/4]] || 0.14 || [[91ed11/9]] || 0.84 || [[91ed6/5]] || 1.49
| [[91edt|91ed3/1]] || 8.67 || [[91edo|91ed2/1]] || 3.05 || [[91ed5/3]] || 2.42 || [[91edf|91ed3/2]] || 0.62 || [[91ed7/5]] || 1.98 || [[91ed4/3]] || 1.31 || [[91ed9/7]] || 1.68 || [[91ed5/4]] || 0.14 || [[91ed11/9]] || 0.84 || [[91ed6/5]] || 1.49
|-
|-
| [[92ed3/1]] || 0.94 || [[92edo|92ed2/1]] || 2.39 || [[92ed5/3]] || 1.81 || [[92edf|92ed3/2]] || 2.81 || [[92ed7/5]] || 0.94 || [[92ed4/3]] || 1.61 || [[92ed9/7]] || 0.56 || [[92ed5/4]] || 1.84 || [[92ed11/9]] || 1.15 || [[92ed6/5]] || 0.32
| [[92edt|92ed3/1]] || 0.94 || [[92edo|92ed2/1]] || 2.39 || [[92ed5/3]] || 1.81 || [[92edf|92ed3/2]] || 2.81 || [[92ed7/5]] || 0.94 || [[92ed4/3]] || 1.61 || [[92ed9/7]] || 0.56 || [[92ed5/4]] || 1.84 || [[92ed11/9]] || 1.15 || [[92ed6/5]] || 0.32
|-
|-
| [[93ed3/1]] || 6.62 || [[93edo|93ed2/1]] || 5.18 || [[93ed5/3]] || 3.56 || [[93edf|93ed3/2]] || 1.37 || [[93ed7/5]] || 2.46 || [[93ed4/3]] || 0.90 || [[93ed9/7]] || 1.94 || [[93ed5/4]] || 0.37 || [[93ed11/9]] || 0.64 || [[93ed6/5]] || 1.30
| [[93edt|93ed3/1]] || 6.62 || [[93edo|93ed2/1]] || 5.18 || [[93ed5/3]] || 3.56 || [[93edf|93ed3/2]] || 1.37 || [[93ed7/5]] || 2.46 || [[93ed4/3]] || 0.90 || [[93ed9/7]] || 1.94 || [[93ed5/4]] || 0.37 || [[93ed11/9]] || 0.64 || [[93ed6/5]] || 1.30
|-
|-
| [[94ed3/1]] || 6.22 || [[94edo|94ed2/1]] || 0.17 || [[94ed5/3]] || 0.58 || [[94edf|94ed3/2]] || 2.00 || [[94ed7/5]] || 0.40 || [[94ed4/3]] || 1.95 || [[94ed9/7]] || 0.25 || [[94ed5/4]] || 1.58 || [[94ed11/9]] || 1.31 || [[94ed6/5]] || 0.47
| [[94edt|94ed3/1]] || 6.22 || [[94edo|94ed2/1]] || 0.17 || [[94ed5/3]] || 0.58 || [[94edf|94ed3/2]] || 2.00 || [[94ed7/5]] || 0.40 || [[94ed4/3]] || 1.95 || [[94ed9/7]] || 0.25 || [[94ed5/4]] || 1.58 || [[94ed11/9]] || 1.31 || [[94ed6/5]] || 0.47
|-
|-
| [[95ed3/1]] || 1.23 || [[95edo|95ed2/1]] || 5.41 || [[95ed5/3]] || 4.64 || [[95edf|95ed3/2]] || 2.09 || [[95ed7/5]] || 2.92 || [[95ed4/3]] || 0.50 || [[95ed9/7]] || 2.18 || [[95ed5/4]] || 0.59 || [[95ed11/9]] || 0.44 || [[95ed6/5]] || 1.12
| [[95edt|95ed3/1]] || 1.23 || [[95edo|95ed2/1]] || 5.41 || [[95ed5/3]] || 4.64 || [[95edf|95ed3/2]] || 2.09 || [[95ed7/5]] || 2.92 || [[95ed4/3]] || 0.50 || [[95ed9/7]] || 2.18 || [[95ed5/4]] || 0.59 || [[95ed11/9]] || 0.44 || [[95ed6/5]] || 1.12
|-
|-
| [[96ed3/1]] || 8.53 || [[96edo|96ed2/1]] || 1.96 || [[96ed5/3]] || 0.59 || [[96edf|96ed3/2]] || 1.22 || [[96ed7/5]] || 0.11 || [[96ed4/3]] || 2.28 || [[96ed9/7]] || 0.04 || [[96ed5/4]] || 1.32 || [[96ed11/9]] || 1.46 || [[96ed6/5]] || 0.61
| [[96edt|96ed3/1]] || 8.53 || [[96edo|96ed2/1]] || 1.96 || [[96ed5/3]] || 0.59 || [[96edf|96ed3/2]] || 1.22 || [[96ed7/5]] || 0.11 || [[96ed4/3]] || 2.28 || [[96ed9/7]] || 0.04 || [[96ed5/4]] || 1.32 || [[96ed11/9]] || 1.46 || [[96ed6/5]] || 0.61
|-
|-
| [[97ed3/1]] || 3.93 || [[97edo|97ed2/1]] || 3.20 || [[97ed5/3]] || 3.40 || [[97edf|97ed3/2]] || 2.77 || [[97ed7/5]] || 2.64 || [[97ed4/3]] || 0.12 || [[97ed9/7]] || 2.07 || [[97ed5/4]] || 0.80 || [[97ed11/9]] || 0.25 || [[97ed6/5]] || 0.95
| [[97edt|97ed3/1]] || 3.93 || [[97edo|97ed2/1]] || 3.20 || [[97ed5/3]] || 3.40 || [[97edf|97ed3/2]] || 2.77 || [[97ed7/5]] || 2.64 || [[97ed4/3]] || 0.12 || [[97ed9/7]] || 2.07 || [[97ed5/4]] || 0.80 || [[97ed11/9]] || 0.25 || [[97ed6/5]] || 0.95
|-
|-
| [[98ed3/1]] || 3.28 || [[98edo|98ed2/1]] || 4.00 || [[98ed5/3]] || 1.72 || [[98edf|98ed3/2]] || 0.48 || [[98ed7/5]] || 0.61 || [[98ed4/3]] || 2.48 || [[98ed9/7]] || 0.31 || [[98ed5/4]] || 1.07 || [[98ed11/9]] || 1.61 || [[98ed6/5]] || 0.74
| [[98edt|98ed3/1]] || 3.28 || [[98edo|98ed2/1]] || 4.00 || [[98ed5/3]] || 1.72 || [[98edf|98ed3/2]] || 0.48 || [[98ed7/5]] || 0.61 || [[98ed4/3]] || 2.48 || [[98ed9/7]] || 0.31 || [[98ed5/4]] || 1.07 || [[98ed11/9]] || 1.61 || [[98ed6/5]] || 0.74
|-
|-
| [[99ed3/1]] || 8.88 || [[99edo|99ed2/1]] || 1.08 || [[99ed5/3]] || 2.20 || [[99edf|99ed3/2]] || 3.43 || [[99ed7/5]] || 2.09 || [[99ed4/3]] || 0.24 || [[99ed9/7]] || 1.75 || [[99ed5/4]] || 1.00 || [[99ed11/9]] || 0.07 || [[99ed6/5]] || 0.79
| [[99edt|99ed3/1]] || 8.88 || [[99edo|99ed2/1]] || 1.08 || [[99ed5/3]] || 2.20 || [[99edf|99ed3/2]] || 3.43 || [[99ed7/5]] || 2.09 || [[99ed4/3]] || 0.24 || [[99ed9/7]] || 1.75 || [[99ed5/4]] || 1.00 || [[99ed11/9]] || 0.07 || [[99ed6/5]] || 0.79
|-
|-
| [[100ed3/1]] || 1.77 || [[100edo|100ed2/1]] || 5.96 || [[100ed5/3]] || 2.80 || [[100edf|100ed3/2]] || 0.24 || [[100ed7/5]] || 1.08 || [[100ed4/3]] || 2.07 || [[100ed9/7]] || 0.58 || [[100ed5/4]] || 0.84 || [[100ed11/9]] || 1.72 || [[100ed6/5]] || 0.87
| [[100edt|100ed3/1]] || 1.77 || [[100edo|100ed2/1]] || 5.96 || [[100ed5/3]] || 2.80 || [[100edf|100ed3/2]] || 0.24 || [[100ed7/5]] || 1.08 || [[100ed4/3]] || 2.07 || [[100ed9/7]] || 0.58 || [[100ed5/4]] || 0.84 || [[100ed11/9]] || 1.72 || [[100ed6/5]] || 0.87
|}
|}

Latest revision as of 00:21, 28 October 2025

Context

Read this first: Equal-step_tuning#Alpha-beta-gamma_family_of_equal_divisions

The Alpha-Beta-Gamma family

Tuning Intervals Mappings
Name Equal division Steps per octave Equave SSC pair Steps (Equave, SSC pair) Errors (cent)
Alpha 3/1 3ed3/1 1.89278926071437 3/1 2/1, 3/2 3\3<3/1>, 2\3<3/1>, 1\3<3/1> 0, 67.970, -67.970
Beta 3/1 5ed3/1 3.15464876785729 5\5<3/1>, 3\5<3/1>, 2\5<3/1> 0, -58.827, 58.827
Gamma 3/1 8ed3/1 5.04743802857166 8\8<3/1>, 5\8<3/1>, 3\8<3/1> 0, -11.278, 11.278
Alpha 2/1 5ed2/1 5 2/1 3/2, 4/3 5\5<2/1>, 3\5<2/1>, 2\5<2/1> 0, 18.045, -18.045
Beta 2/1 7ed2/1 7 7\7<2/1>, 4\7<2/1>, 3\7<2/1> 0, -16.241, 16.241
Gamma 2/1 12ed2/1 12 12\12<2/1>, 7\12<2/1>, 5\12<2/1> 0, -1.955, 1.955
Alpha 5/3 7ed5/3 9.49840814199707 5/3 4/3, 5/4 7\7<5/3>, 4\7<5/3>, 3\7<5/3> 0, 7.303, -7.303
Beta 5/3 9ed5/3 12.2122390397105 9\9<5/3>, 5\9<5/3>, 4\9<5/3> 0, -6.735, 6.735
Gamma 5/3 16ed5/3 21.7106471817076 16\16<5/3>, 9\16<5/3>, 7\16<5/3> 0, -0.593, 0.593
Alpha 3/2 9ed3/2 15.3856016221631 3/2 5/4, 6/5 9\9<3/2>, 5\9<3/2>, 4\9<3/2> 0, 3.661, -3.661
Beta 3/2 11ed3/2 18.8046242048660 11\11<3/2>, 6\11<3/2>, 5\11<3/2> 0, -3.429, 3.429
Gamma 3/2 20ed3/2 34.1902258270291 20\20<3/2>, 11\20<3/2>, 9\20<3/2> 0, -0.238, 0.238
Alpha 7/5 11ed7/5 22.6604698881676 7/5 6/5, 7/6 11\11<7/5>, 6\11<7/5>, 5\11<7/5> 0, 2.093, -2.093
Beta 7/5 13ed7/5 26.7805553223799 13\13<7/5>, 7\13<7/5>, 6\13<7/5> 0, -1.981, 1.981
Gamma 7/5 24ed7/5 49.4410252105475 24\24<7/5>, 13\24<7/5>, 11\24<7/5> 0, -0.114, 0.114
Alpha 4/3 13ed4/3 31.3224709154917 4/3 7/6, 8/7 13\13<4/3>, 7\13<4/3>, 6\13<4/3> 0, 1.307, -1.307
Beta 4/3 15ed4/3 36.1413125947981 15\15<4/3>, 8\15<4/3>, 7\15<4/3> 0, -1.247, 1.247
Gamma 4/3 28ed4/3 67.4637835102899 28\28<4/3>, 15\28<4/3>, 13\28<4/3> 0, -0.061, 0.061
Alpha 9/7 15ed9/7 41.3713123417559 9/7 8/7, 9/8 15\15<9/7>, 8\15<9/7>, 7\15<9/7> 0, 0.871, -0.871
Beta 9/7 17ed9/7 46.8874873206567 17\17<9/7>, 9\17<9/7>, 8\17<9/7> 0, -0.835, 0.835
Gamma 9/7 32ed9/7 88.2587996624126 32\32<9/7>, 17\32<9/7>, 15\32<9/7> 0, -0.036, 0.036
Alpha 5/4 17ed5/4 52.8068232315916 5/4 9/8, 10/9 17\17<5/4>, 9\17<5/4>, 8\17<5/4> 0, 0.609, -0.609
Beta 5/4 19ed5/4 59.0193906706024 19\19<5/4>, 10\19<5/4>, 9\19<5/4> 0, -0.587, 0.587
Gamma 5/4 36ed5/4 111.826213902194 36\36<5/4>, 19\36<5/4>, 17\36<5/4> 0, -0.022, 0.022
Alpha 11/9 19ed11/9 65.6288971357202 11/9 10/9, 11/10 19\19<11/9>, 10\19<11/9>, 9\19<11/9> 0, 0.443, -0.443
Beta 11/9 21ed11/9 72.5372020973750 21\21<11/9>, 11\21<11/9>, 10\21<11/9> 0, -0.428, 0.428
Gamma 11/9 40ed11/9 138.166099233095 40\40<11/9>, 21\40<11/9>, 19\40<11/9> 0, -0.015, 0.015
Alpha 6/5 21ed6/5 79.8374643554025 6/5 11/10, 12/11 21\21<6/5>, 11\21<6/5>, 10\21<6/5> 0, 0.332, -0.332
Beta 6/5 23ed6/5 87.4410323892504 23\23<6/5>, 12\23<6/5>, 11\23<6/5> 0, -0.322, 0.322
Gamma 6/5 44ed6/5 167.278496744653 44\44<6/5>, 23\44<6/5>, 21\44<6/5> 0, -0.010, 0.010
Alpha 13/11 23ed13/11 95.4324773621886 13/11 12/11, 13/12 23\23<13/11>, 12\23<13/11>, 11\23<13/11> 0, 0.255, -0.255
Beta 13/11 25ed13/11 103.730953654553 25\25<13/11>, 13\25<13/11>, 12\25<13/11> 0, -0.248, 0.248
Gamma 13/11 48ed13/11 199.163431016741 48\48<13/11>, 25\48<13/11>, 23\48<13/11> 0, -0.007, 0.007
Alpha 7/6 25ed7/6 112.413902640048 7/6 13/12, 14/13 25\25<7/6>, 13\25<7/6>, 12\25<7/6> 0, 0.200, -0.200
Beta 7/6 27ed7/6 121.407014851252 27\27<7/6>, 14\27<7/6>, 13\27<7/6> 0, -0.195, 0.195
Gamma 7/6 52ed7/6 233.820917491300 52\52<7/6>, 27\52<7/6>, 25\52<7/6> 0, -0.005, 0.005
Alpha 15/13 27ed15/13 130.781715879411 15/13 14/13, 15/14 27\27<15/13>, 14\27<15/13>, 13\27<15/13> 0, 0.160, -0.160
Beta 15/13 29ed15/13 140.469250388997 29\29<15/13>, 15\29<15/13>, 14\29<15/13> 0, -0.156, 0.156
Gamma 15/13 56ed15/13 271.250966268408 56\56<15/13>, 29\56<15/13>, 27\56<15/13> 0, -0.004, 0.004
Alpha 8/7 29ed8/7 150.535899020849 8/7 15/14, 16/15 29\29<8/7>, 15\29<8/7>, 14\29<8/7> 0, 0.130, -0.130
Beta 8/7 31ed8/7 160.917685160217 31\31<8/7>, 16\31<8/7>, 15\31<8/7> 0, -0.127, 0.127
Gamma 8/7 60ed8/7 311.453584181066 60\60<8/7>, 31\60<8/7>, 29\60<8/7> 0, -0.003, 0.003


The converging Alpha-Beta-Gamma sequence

As a fact, for each [math]\displaystyle{ n\ge 2 }[/math], equal divisions of [math]\displaystyle{ R_n=\dfrac{n+1}{n-1} }[/math] where low errors appear for [math]\displaystyle{ S_n=\dfrac{n+1}{n} }[/math] and [math]\displaystyle{ B_n=\dfrac{n}{n-1} }[/math] forms a converging sequence and pattern, with the happy equal divisions of [math]\displaystyle{ R_n }[/math] being:

  • Alpha: [math]\displaystyle{ k_\alpha=2n-1 }[/math]
  • Beta: [math]\displaystyle{ k_\beta=2n+1 }[/math]
  • Gamma: [math]\displaystyle{ k_\gamma=4n=k_\alpha+k_\beta }[/math]

In this sequence, the errors are lower and lower.

Todo: Why this pattern

Explain why divisions of ratios where low errors appear for successive superparticular complementary pair make this pattern appears.

Error (abs, ¢) on successive superparticular complementary pair in equal divisions
#ed3/1 2/1, 3/2 error #ed2/1 3/2, 4/3 error #ed5/3 4/3, 5/4 error #ed3/2 5/4, 6/5 error #ed7/5 6/5, 7/6 error #ed4/3 7/6, 8/7 error #ed9/7 8/7, 9/8 error #ed5/4 9/8, 10/9 error #ed11/9 10/9, 11/10 error #ed6/5 11/10, 12/11 error
1ed3/1 701.96 1ed2/1 498.04 1ed5/3 386.31 1ed3/2 315.64 1ed7/5 266.87 1ed4/3 231.17 1ed9/7 203.91 1ed5/4 182.40 1ed11/9 165.00 1ed6/5 150.64
2ed3/1 249.02 2ed2/1 101.96 2ed5/3 55.87 2ed3/2 35.34 2ed7/5 24.39 2ed4/3 17.85 2ed9/7 13.63 2ed5/4 10.75 2ed11/9 8.70 2ed6/5 7.18
3ed3/1 67.97 3ed2/1 98.04 3ed5/3 91.53 3ed3/2 81.66 3ed7/5 72.70 3ed4/3 65.16 3ed9/7 58.88 3ed5/4 53.63 3ed11/9 49.20 3ed6/5 45.42
4ed3/1 226.47 4ed2/1 101.96 4ed5/3 55.87 4ed3/2 35.34 4ed7/5 24.39 4ed4/3 17.85 4ed9/7 13.63 4ed5/4 10.75 4ed11/9 8.70 4ed6/5 7.18
5ed3/1 58.83 5ed2/1 18.04 5ed5/3 32.57 5ed3/2 34.86 5ed7/5 33.87 5ed4/3 31.96 5ed9/7 29.88 5ed5/4 27.88 5ed11/9 26.04 5ed6/5 24.38
6ed3/1 67.97 6ed2/1 98.04 6ed5/3 55.87 6ed3/2 35.34 6ed7/5 24.39 6ed4/3 17.85 6ed9/7 13.63 6ed5/4 10.75 6ed11/9 8.70 6ed6/5 7.18
7ed3/1 113.17 7ed2/1 16.24 7ed5/3 7.30 7ed3/2 14.80 7ed7/5 17.22 7ed4/3 17.73 7ed9/7 17.45 7ed5/4 16.84 7ed11/9 16.12 7ed6/5 15.36
8ed3/1 11.28 8ed2/1 48.04 8ed5/3 54.68 8ed3/2 35.34 8ed7/5 24.39 8ed4/3 17.85 8ed9/7 13.63 8ed5/4 10.75 8ed11/9 8.70 8ed6/5 7.18
9ed3/1 67.97 9ed2/1 35.29 9ed5/3 6.73 9ed3/2 3.66 9ed7/5 7.98 9ed4/3 9.82 9ed9/7 10.54 9ed5/4 10.71 9ed11/9 10.60 9ed6/5 10.35
10ed3/1 58.83 10ed2/1 18.04 10ed5/3 32.57 10ed3/2 34.86 10ed7/5 24.39 10ed4/3 17.85 10ed9/7 13.63 10ed5/4 10.75 10ed11/9 8.70 10ed6/5 7.18
11ed3/1 10.34 11ed2/1 47.41 11ed5/3 15.67 11ed3/2 3.43 11ed7/5 2.09 11ed4/3 4.79 11ed9/7 6.14 11ed5/4 6.81 11ed11/9 7.09 11ed6/5 7.16
12ed3/1 67.97 12ed2/1 1.96 12ed5/3 17.83 12ed3/2 23.16 12ed7/5 24.16 12ed4/3 17.85 12ed9/7 13.63 12ed5/4 10.75 12ed11/9 8.70 12ed6/5 7.18
13ed3/1 29.57 13ed2/1 36.51 13ed5/3 21.85 13ed3/2 8.34 13ed7/5 1.98 13ed4/3 1.31 13ed9/7 3.10 13ed5/4 4.11 13ed11/9 4.66 13ed6/5 4.96
14ed3/1 22.69 14ed2/1 16.24 14ed5/3 7.30 14ed3/2 14.80 14ed7/5 17.22 14ed4/3 17.73 14ed9/7 13.63 14ed5/4 10.75 14ed11/9 8.70 14ed6/5 7.18
15ed3/1 58.83 15ed2/1 18.04 15ed5/3 26.39 15ed3/2 11.94 15ed7/5 4.97 15ed4/3 1.25 15ed9/7 0.87 15ed5/4 2.12 15ed11/9 2.88 15ed6/5 3.34
16ed3/1 11.28 16ed2/1 26.96 16ed5/3 0.59 16ed3/2 8.54 16ed7/5 12.02 16ed4/3 13.28 16ed9/7 13.56 16ed5/4 10.75 16ed11/9 8.70 16ed6/5 7.18
17ed3/1 30.68 17ed2/1 3.93 17ed5/3 22.17 17ed3/2 14.69 17ed7/5 7.25 17ed4/3 3.20 17ed9/7 0.84 17ed5/4 0.61 17ed11/9 1.52 17ed6/5 2.10
18ed3/1 37.69 18ed2/1 31.38 18ed5/3 6.73 18ed3/2 3.66 18ed7/5 7.98 18ed4/3 9.82 18ed9/7 10.54 18ed5/4 10.71 18ed11/9 8.70 18ed6/5 7.18
19ed3/1 1.23 19ed2/1 7.22 19ed5/3 13.95 19ed3/2 16.86 19ed7/5 9.06 19ed4/3 4.74 19ed9/7 2.18 19ed5/4 0.59 19ed11/9 0.44 19ed6/5 1.12
20ed3/1 36.27 20ed2/1 18.04 20ed5/3 11.65 20ed3/2 0.24 20ed7/5 4.74 20ed4/3 7.05 20ed9/7 8.12 20ed5/4 8.56 20ed11/9 8.67 20ed6/5 7.18
21ed3/1 22.60 21ed2/1 16.24 21ed5/3 7.30 21ed3/2 14.80 21ed7/5 10.52 21ed4/3 5.99 21ed9/7 3.27 21ed5/4 1.56 21ed11/9 0.43 21ed6/5 0.33
22ed3/1 10.34 22ed2/1 7.14 22ed5/3 15.67 22ed3/2 3.43 22ed7/5 2.09 22ed4/3 4.79 22ed9/7 6.14 22ed5/4 6.81 22ed11/9 7.09 22ed6/5 7.16
23ed3/1 40.41 23ed2/1 23.69 23ed5/3 1.81 23ed3/2 10.44 23ed7/5 11.72 23ed4/3 7.02 23ed9/7 4.17 23ed5/4 2.36 23ed11/9 1.15 23ed6/5 0.32
24ed3/1 11.28 24ed2/1 1.96 24ed5/3 17.83 24ed3/2 6.09 24ed7/5 0.11 24ed4/3 2.90 24ed9/7 4.50 24ed5/4 5.34 24ed11/9 5.78 24ed6/5 5.97
25ed3/1 17.25 25ed2/1 18.04 25ed5/3 2.80 25ed3/2 6.78 25ed7/5 10.57 25ed4/3 7.89 25ed9/7 4.93 25ed5/4 3.03 25ed11/9 1.75 25ed6/5 0.87
26ed3/1 29.57 26ed2/1 9.65 26ed5/3 12.16 26ed3/2 8.34 26ed7/5 1.98 26ed4/3 1.31 26ed9/7 3.10 26ed5/4 4.11 26ed11/9 4.66 26ed6/5 4.96
27ed3/1 2.47 27ed2/1 9.16 27ed5/3 6.73 27ed3/2 3.66 27ed7/5 7.98 27ed4/3 8.63 27ed9/7 5.57 27ed5/4 3.60 27ed11/9 2.27 27ed6/5 1.34
28ed3/1 22.69 28ed2/1 16.24 28ed5/3 7.30 28ed3/2 10.27 28ed7/5 3.58 28ed4/3 0.06 28ed9/7 1.91 28ed5/4 3.04 28ed11/9 3.71 28ed6/5 4.09
29ed3/1 19.48 29ed2/1 1.49 29ed5/3 10.12 29ed3/2 0.97 29ed7/5 5.74 29ed4/3 7.91 29ed9/7 6.13 29ed5/4 4.09 29ed11/9 2.71 29ed6/5 1.74
30ed3/1 4.57 30ed2/1 18.04 30ed5/3 3.09 30ed3/2 11.46 30ed7/5 4.97 30ed4/3 1.25 30ed9/7 0.87 30ed5/4 2.12 30ed11/9 2.88 30ed6/5 3.34
31ed3/1 27.07 31ed2/1 5.18 31ed5/3 13.07 31ed3/2 1.37 31ed7/5 3.80 31ed4/3 6.25 31ed9/7 6.61 31ed5/4 4.52 31ed11/9 3.10 31ed6/5 2.09
32ed3/1 11.28 32ed2/1 10.54 32ed5/3 0.59 32ed3/2 8.54 32ed7/5 6.18 32ed4/3 2.28 32ed9/7 0.04 32ed5/4 1.32 32ed11/9 2.16 32ed6/5 2.68
33ed3/1 10.34 33ed2/1 11.05 33ed5/3 11.13 33ed3/2 3.43 33ed7/5 2.09 33ed4/3 4.79 33ed9/7 6.14 33ed5/4 4.90 33ed11/9 3.44 33ed6/5 2.40
34ed3/1 25.26 34ed2/1 3.93 34ed5/3 3.84 34ed3/2 5.96 34ed7/5 7.25 34ed4/3 3.20 34ed9/7 0.84 34ed5/4 0.61 34ed11/9 1.52 34ed6/5 2.10
35ed3/1 4.49 35ed2/1 16.24 35ed5/3 7.30 35ed3/2 5.25 35ed7/5 0.58 35ed4/3 3.50 35ed9/7 5.01 35ed5/4 5.23 35ed11/9 3.74 35ed6/5 2.67
36ed3/1 15.14 36ed2/1 1.96 36ed5/3 6.73 36ed3/2 3.66 36ed7/5 7.98 36ed4/3 4.01 36ed9/7 1.55 36ed5/4 0.02 36ed11/9 0.95 36ed6/5 1.58
37ed3/1 17.70 37ed2/1 11.56 37ed5/3 3.89 37ed3/2 6.88 37ed7/5 0.77 37ed4/3 2.34 37ed9/7 4.01 37ed5/4 4.91 37ed11/9 4.01 37ed6/5 2.92
38ed3/1 1.23 38ed2/1 7.22 38ed5/3 9.32 38ed3/2 1.61 38ed7/5 6.27 38ed4/3 4.74 38ed9/7 2.18 38ed5/4 0.59 38ed11/9 0.44 38ed6/5 1.12
39ed3/1 19.20 39ed2/1 5.74 39ed5/3 0.82 39ed3/2 8.34 39ed7/5 1.98 39ed4/3 1.31 39ed9/7 3.10 39ed5/4 4.11 39ed11/9 4.25 39ed6/5 3.14
40ed3/1 11.28 40ed2/1 11.96 40ed5/3 10.46 40ed3/2 0.24 40ed7/5 4.74 40ed4/3 5.40 40ed9/7 2.75 40ed5/4 1.10 40ed11/9 0.01 40ed6/5 0.71
41ed3/1 6.12 41ed2/1 0.48 41ed5/3 1.94 41ed3/2 7.47 41ed7/5 3.07 41ed4/3 0.37 41ed9/7 2.29 41ed5/4 3.38 41ed11/9 4.01 41ed6/5 3.33
42ed3/1 22.60 42ed2/1 12.33 42ed5/3 7.30 42ed3/2 1.91 42ed7/5 3.35 42ed4/3 5.87 42ed9/7 3.27 42ed5/4 1.56 42ed11/9 0.43 42ed6/5 0.33
43ed3/1 5.75 43ed2/1 4.28 43ed5/3 4.45 43ed3/2 5.48 43ed7/5 4.06 43ed4/3 0.47 43ed9/7 1.55 43ed5/4 2.72 43ed11/9 3.42 43ed6/5 3.51
44ed3/1 10.34 44ed2/1 7.14 44ed5/3 4.43 44ed3/2 3.43 44ed7/5 2.09 44ed4/3 4.79 44ed9/7 3.74 44ed5/4 1.97 44ed11/9 0.80 44ed6/5 0.01
45ed3/1 16.56 45ed2/1 8.62 45ed5/3 6.73 45ed3/2 3.66 45ed7/5 4.97 45ed4/3 1.25 45ed9/7 0.87 45ed5/4 2.12 45ed11/9 2.88 45ed6/5 3.34
46ed3/1 0.94 46ed2/1 2.39 46ed5/3 1.81 46ed3/2 4.82 46ed7/5 0.94 46ed4/3 3.81 46ed9/7 4.17 46ed5/4 2.36 46ed11/9 1.15 46ed6/5 0.32
47ed3/1 14.01 47ed2/1 12.59 47ed5/3 8.83 47ed3/2 2.00 47ed7/5 5.79 47ed4/3 1.95 47ed9/7 0.25 47ed5/4 1.58 47ed11/9 2.39 47ed6/5 2.89
48ed3/1 11.28 48ed2/1 1.96 48ed5/3 0.59 48ed3/2 6.09 48ed7/5 0.11 48ed4/3 2.90 48ed9/7 4.50 48ed5/4 2.70 48ed11/9 1.46 48ed6/5 0.61
49ed3/1 3.28 49ed2/1 8.25 49ed5/3 7.30 49ed3/2 0.48 49ed7/5 5.33 49ed4/3 2.60 49ed9/7 0.31 49ed5/4 1.07 49ed11/9 1.94 49ed6/5 2.48
50ed3/1 17.25 50ed2/1 5.96 50ed5/3 2.80 50ed3/2 6.78 50ed7/5 1.08 50ed4/3 2.07 50ed9/7 3.77 50ed5/4 3.03 50ed11/9 1.75 50ed6/5 0.87
51ed3/1 6.62 51ed2/1 3.93 51ed5/3 4.83 51ed3/2 0.93 51ed7/5 4.17 51ed4/3 3.20 51ed9/7 0.84 51ed5/4 0.61 51ed11/9 1.52 51ed6/5 2.10
52ed3/1 7.01 52ed2/1 9.65 52ed5/3 4.84 52ed3/2 5.16 52ed7/5 1.98 52ed4/3 1.31 52ed9/7 3.10 52ed5/4 3.32 52ed11/9 2.02 52ed6/5 1.11
53ed3/1 15.76 53ed2/1 0.07 53ed5/3 2.54 53ed3/2 2.23 53ed7/5 3.09 53ed4/3 3.75 53ed9/7 1.32 53ed5/4 0.18 53ed11/9 1.13 53ed6/5 1.75
54ed3/1 2.47 54ed2/1 9.16 54ed5/3 6.73 54ed3/2 3.66 54ed7/5 2.81 54ed4/3 0.60 54ed9/7 2.48 54ed5/4 3.55 54ed11/9 2.27 54ed6/5 1.34
55ed3/1 10.34 55ed2/1 3.77 55ed5/3 0.41 55ed3/2 3.43 55ed7/5 2.09 55ed4/3 4.27 55ed9/7 1.77 55ed5/4 0.22 55ed11/9 0.78 55ed6/5 1.42
56ed3/1 11.28 56ed2/1 5.19 56ed5/3 7.30 56ed3/2 2.27 56ed7/5 3.58 56ed4/3 0.06 56ed9/7 1.91 56ed5/4 3.04 56ed11/9 2.50 56ed6/5 1.55
57ed3/1 1.23 57ed2/1 7.22 57ed5/3 1.56 57ed3/2 4.55 57ed7/5 1.16 57ed4/3 4.00 57ed9/7 2.18 57ed5/4 0.59 57ed11/9 0.44 57ed6/5 1.12
58ed3/1 13.32 58ed2/1 1.49 58ed5/3 5.12 58ed3/2 0.97 58ed7/5 4.30 58ed4/3 0.67 58ed9/7 1.37 58ed5/4 2.57 58ed11/9 2.71 58ed6/5 1.74
59ed3/1 7.25 59ed2/1 9.91 59ed5/3 3.40 59ed3/2 5.59 59ed7/5 0.30 59ed4/3 3.26 59ed9/7 2.57 59ed5/4 0.93 59ed11/9 0.13 59ed6/5 0.84
60ed3/1 4.57 60ed2/1 1.96 60ed5/3 3.09 60ed3/2 0.24 60ed7/5 4.74 60ed4/3 1.25 60ed9/7 0.87 60ed5/4 2.12 60ed11/9 2.88 60ed6/5 1.92
61ed3/1 15.18 61ed2/1 6.24 61ed5/3 5.12 61ed3/2 4.94 61ed7/5 0.51 61ed4/3 2.56 61ed9/7 2.93 61ed5/4 1.25 61ed11/9 0.16 61ed6/5 0.58
62ed3/1 3.61 62ed2/1 5.18 62ed5/3 1.19 62ed3/2 1.37 62ed7/5 3.80 62ed4/3 1.78 62ed9/7 0.40 62ed5/4 1.71 62ed11/9 2.51 62ed6/5 2.09
63ed3/1 7.59 63ed2/1 2.81 63ed5/3 6.73 63ed3/2 3.66 63ed7/5 1.27 63ed4/3 1.92 63ed9/7 3.27 63ed5/4 1.56 63ed11/9 0.43 63ed6/5 0.33
64ed3/1 11.28 64ed2/1 8.21 64ed5/3 0.59 64ed3/2 2.43 64ed7/5 2.92 64ed4/3 2.28 64ed9/7 0.04 64ed5/4 1.32 64ed11/9 2.16 64ed6/5 2.25
65ed3/1 0.31 65ed2/1 0.42 65ed5/3 5.36 65ed3/2 2.46 65ed7/5 1.98 65ed4/3 1.31 65ed9/7 3.10 65ed5/4 1.84 65ed11/9 0.68 65ed6/5 0.10
66ed3/1 10.34 66ed2/1 7.14 66ed5/3 2.27 66ed3/2 3.43 66ed7/5 2.09 66ed4/3 2.76 66ed9/7 0.45 66ed5/4 0.95 66ed11/9 1.83 66ed6/5 2.38
67ed3/1 7.73 67ed2/1 3.45 67ed5/3 3.53 67ed3/2 1.33 67ed7/5 2.65 67ed4/3 0.74 67ed9/7 2.60 67ed5/4 2.10 67ed11/9 0.92 67ed6/5 0.12
68ed3/1 2.71 68ed2/1 3.93 68ed5/3 3.84 68ed3/2 4.37 68ed7/5 1.31 68ed4/3 3.20 68ed9/7 0.84 68ed5/4 0.61 68ed11/9 1.52 68ed6/5 2.10
69ed3/1 12.84 69ed2/1 6.30 69ed5/3 1.81 69ed3/2 0.27 69ed7/5 3.28 69ed4/3 0.20 69ed9/7 2.13 69ed5/4 2.36 69ed11/9 1.15 69ed6/5 0.32
70ed3/1 4.49 70ed2/1 0.90 70ed5/3 5.33 70ed3/2 4.78 70ed7/5 0.58 70ed4/3 3.50 70ed9/7 1.20 70ed5/4 0.28 70ed11/9 1.23 70ed6/5 1.83
71ed3/1 5.46 71ed2/1 7.90 71ed5/3 0.19 71ed3/2 0.73 71ed7/5 3.87 71ed4/3 0.31 71ed9/7 1.69 71ed5/4 2.59 71ed11/9 1.36 71ed6/5 0.52
72ed3/1 11.28 72ed2/1 1.96 72ed5/3 5.55 72ed3/2 3.66 72ed7/5 0.11 72ed4/3 2.90 72ed9/7 1.55 72ed5/4 0.02 72ed11/9 0.95 72ed6/5 1.58
73ed3/1 1.51 73ed2/1 4.89 73ed5/3 1.35 73ed3/2 1.68 73ed7/5 3.54 73ed4/3 0.79 73ed9/7 1.27 73ed5/4 2.48 73ed11/9 1.56 73ed6/5 0.70
74ed3/1 8.00 74ed2/1 4.66 74ed5/3 3.89 74ed3/2 2.61 74ed7/5 0.77 74ed4/3 2.34 74ed9/7 1.87 74ed5/4 0.31 74ed11/9 0.69 74ed6/5 1.35
75ed3/1 8.11 75ed2/1 2.04 75ed5/3 2.80 75ed3/2 2.58 75ed7/5 2.80 75ed4/3 1.25 75ed9/7 0.87 75ed5/4 2.12 75ed11/9 1.75 75ed6/5 0.87
76ed3/1 1.23 76ed2/1 7.22 76ed5/3 2.32 76ed3/2 1.61 76ed7/5 1.39 76ed4/3 1.81 76ed9/7 2.18 76ed5/4 0.59 76ed11/9 0.44 76ed6/5 1.12
77ed3/1 10.34 77ed2/1 0.66 77ed5/3 4.18 77ed3/2 3.43 77ed7/5 2.09 77ed4/3 1.68 77ed9/7 0.49 77ed5/4 1.79 77ed11/9 1.93 77ed6/5 1.03
78ed3/1 5.18 78ed2/1 5.74 78ed5/3 0.82 78ed3/2 0.66 78ed7/5 1.98 78ed4/3 1.31 78ed9/7 2.48 78ed5/4 0.85 78ed11/9 0.21 78ed6/5 0.91
79ed3/1 3.77 79ed2/1 3.22 79ed5/3 5.49 79ed3/2 4.24 79ed7/5 1.42 79ed4/3 2.09 79ed9/7 0.14 79ed5/4 1.47 79ed11/9 2.10 79ed6/5 1.19
80ed3/1 11.28 80ed2/1 3.04 80ed5/3 0.59 80ed3/2 0.24 80ed7/5 2.54 80ed4/3 0.83 80ed9/7 2.68 80ed5/4 1.10 80ed11/9 0.01 80ed6/5 0.71
81ed3/1 2.47 81ed2/1 5.66 81ed5/3 4.18 81ed3/2 3.66 81ed7/5 0.79 81ed4/3 2.48 81ed9/7 0.20 81ed5/4 1.17 81ed11/9 2.02 81ed6/5 1.34
82ed3/1 6.12 82ed2/1 0.48 82ed5/3 1.94 82ed3/2 1.09 82ed7/5 3.07 82ed4/3 0.37 82ed9/7 2.29 82ed5/4 1.33 82ed11/9 0.23 82ed6/5 0.51
83ed3/1 8.41 83ed2/1 6.48 83ed5/3 2.74 83ed3/2 2.72 83ed7/5 0.18 83ed4/3 2.85 83ed9/7 0.53 83ed5/4 0.88 83ed11/9 1.76 83ed6/5 1.48
84ed3/1 0.04 84ed2/1 1.96 84ed5/3 3.23 84ed3/2 1.91 84ed7/5 3.35 84ed4/3 0.06 84ed9/7 1.91 84ed5/4 1.56 84ed11/9 0.43 84ed6/5 0.33
85ed3/1 8.30 85ed2/1 3.93 85ed5/3 1.36 85ed3/2 1.83 85ed7/5 0.40 85ed4/3 2.66 85ed9/7 0.84 85ed5/4 0.61 85ed11/9 1.52 85ed6/5 1.61
86ed3/1 5.75 86ed2/1 4.28 86ed5/3 4.45 86ed3/2 2.69 86ed7/5 2.71 86ed4/3 0.47 86ed9/7 1.55 86ed5/4 1.77 86ed11/9 0.62 86ed6/5 0.16
87ed3/1 2.39 87ed2/1 1.49 87ed5/3 0.04 87ed3/2 0.97 87ed7/5 0.95 87ed4/3 2.19 87ed9/7 1.13 87ed5/4 0.35 87ed11/9 1.28 87ed6/5 1.74
88ed3/1 10.34 88ed2/1 6.50 88ed5/3 4.43 88ed3/2 3.43 88ed7/5 2.09 88ed4/3 0.87 88ed9/7 1.20 88ed5/4 1.97 88ed11/9 0.80 88ed6/5 0.01
89ed3/1 3.26 89ed2/1 0.83 89ed5/3 1.21 89ed3/2 0.16 89ed7/5 1.48 89ed4/3 1.74 89ed9/7 1.41 89ed5/4 0.10 89ed11/9 1.06 89ed6/5 1.68
90ed3/1 4.57 90ed2/1 4.71 90ed5/3 3.09 90ed3/2 3.66 90ed7/5 1.50 90ed4/3 1.25 90ed9/7 0.87 90ed5/4 2.12 90ed11/9 0.98 90ed6/5 0.17
91ed3/1 8.67 91ed2/1 3.05 91ed5/3 2.42 91ed3/2 0.62 91ed7/5 1.98 91ed4/3 1.31 91ed9/7 1.68 91ed5/4 0.14 91ed11/9 0.84 91ed6/5 1.49
92ed3/1 0.94 92ed2/1 2.39 92ed5/3 1.81 92ed3/2 2.81 92ed7/5 0.94 92ed4/3 1.61 92ed9/7 0.56 92ed5/4 1.84 92ed11/9 1.15 92ed6/5 0.32
93ed3/1 6.62 93ed2/1 5.18 93ed5/3 3.56 93ed3/2 1.37 93ed7/5 2.46 93ed4/3 0.90 93ed9/7 1.94 93ed5/4 0.37 93ed11/9 0.64 93ed6/5 1.30
94ed3/1 6.22 94ed2/1 0.17 94ed5/3 0.58 94ed3/2 2.00 94ed7/5 0.40 94ed4/3 1.95 94ed9/7 0.25 94ed5/4 1.58 94ed11/9 1.31 94ed6/5 0.47
95ed3/1 1.23 95ed2/1 5.41 95ed5/3 4.64 95ed3/2 2.09 95ed7/5 2.92 95ed4/3 0.50 95ed9/7 2.18 95ed5/4 0.59 95ed11/9 0.44 95ed6/5 1.12
96ed3/1 8.53 96ed2/1 1.96 96ed5/3 0.59 96ed3/2 1.22 96ed7/5 0.11 96ed4/3 2.28 96ed9/7 0.04 96ed5/4 1.32 96ed11/9 1.46 96ed6/5 0.61
97ed3/1 3.93 97ed2/1 3.20 97ed5/3 3.40 97ed3/2 2.77 97ed7/5 2.64 97ed4/3 0.12 97ed9/7 2.07 97ed5/4 0.80 97ed11/9 0.25 97ed6/5 0.95
98ed3/1 3.28 98ed2/1 4.00 98ed5/3 1.72 98ed3/2 0.48 98ed7/5 0.61 98ed4/3 2.48 98ed9/7 0.31 98ed5/4 1.07 98ed11/9 1.61 98ed6/5 0.74
99ed3/1 8.88 99ed2/1 1.08 99ed5/3 2.20 99ed3/2 3.43 99ed7/5 2.09 99ed4/3 0.24 99ed9/7 1.75 99ed5/4 1.00 99ed11/9 0.07 99ed6/5 0.79
100ed3/1 1.77 100ed2/1 5.96 100ed5/3 2.80 100ed3/2 0.24 100ed7/5 1.08 100ed4/3 2.07 100ed9/7 0.58 100ed5/4 0.84 100ed11/9 1.72 100ed6/5 0.87
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