8ed16/15: Difference between revisions

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Line 7: Line 7:
|-
|-
! rowspan="2" | degree
! rowspan="2" | degree
! colspan="7" | cents value
! colspan="9" | cents value
! rowspan="2" | corresponding <br>JI intervals
! rowspan="2" | corresponding <br>JI intervals
|-
|-
Line 17: Line 17:
! | 75ED11/6
! | 75ED11/6
!50EDF
!50EDF
![[171ed4|171ED4]]
![[85edo|85EDO]]
|-
|-
| | 0
| | 0
Line 25: Line 27:
| | 0.000
| | 0.000
| | 0.000
| | 0.000
|0.000
|0.000
|0.000
|0.000
| | '''exact [[1/1]]'''
| | '''exact [[1/1]]'''
Line 36: Line 40:
| | 13.9915
| | 13.9915
|14.039
|14.039
|
|14.118
| | [[126/125]]
| | [[126/125]]
|-
|-
Line 46: Line 52:
| | 27.983
| | 27.983
|28.078
|28.078
|
|28.235
| | [[64/63]]
| | [[64/63]]
|-
|-
Line 56: Line 64:
| | 41.975
| | 41.975
|42.117
|42.117
|
|42.353
| | [[128/125]], 169/165, 165/161
| | [[128/125]], 169/165, 165/161
|-
|-
Line 66: Line 76:
| | 55.966
| | 55.966
|56.156
|56.156
|
|56.471
| | 95/92
| | 95/92
|-
|-
Line 76: Line 88:
| | 69.958
| | 69.958
|70.1955
|70.1955
|
|70.588
| | 51/49, [[25/24]]
| | 51/49, [[25/24]]
|-
|-
Line 86: Line 100:
| | 83.949
| | 83.949
|84.235
|84.235
|
|84.706
| | 85/81, [[21/20]]
| | 85/81, [[21/20]]
|-
|-
Line 96: Line 112:
| | 97.941
| | 97.941
|98.274
|98.274
|
|98.8235
| | 55/52, 128/121, 91/86
| | 55/52, 128/121, 91/86
|-
|-
Line 106: Line 124:
| | 111.932
| | 111.932
|112.313
|112.313
|
|112.941
| | [[16/15]]
| | [[16/15]]
|-
|-
Line 116: Line 136:
| | 125.924
| | 125.924
|126.352
|126.352
|
|127.059
| | [[14/13]]
| | [[14/13]]
|-
|-
Line 126: Line 148:
| | 139.915
| | 139.915
|140.391
|140.391
|
|141.1765
| | [[13/12]]
| | [[13/12]]
|-
|-
Line 136: Line 160:
| | 153.907
| | 153.907
|154.43
|154.43
|
|155.294
| | 59/54, 47/43, [[35/32]]
| | 59/54, 47/43, [[35/32]]
|-
|-
Line 146: Line 172:
| | 167.898
| | 167.898
|168.469
|168.469
|
|169.412
| | 76/69, 65/59
| | 76/69, 65/59
|-
|-
Line 156: Line 184:
| | 181.890
| | 181.890
|182.508
|182.508
|
|183.529
| | [[10/9]]
| | [[10/9]]
|-
|-
Line 166: Line 196:
| | 195.881
| | 195.881
|196.547
|196.547
|
|197.647
| | [[28/25]]
| | [[28/25]]
|-
|-
Line 176: Line 208:
| | 209.873
| | 209.873
|210.5865
|210.5865
|
|211.765
| | 44/39, 35/31
| | 44/39, 35/31
|-
|-
Line 186: Line 220:
| | 223.864
| | 223.864
|224.626
|224.626
|
|225.882
| | 33/29
| | 33/29
|-
|-
Line 196: Line 232:
| | 237.856
| | 237.856
|238.665
|238.665
|
|240
| | 39/34<br>(pseudo-[[8/7]])
| | 39/34<br>(pseudo-[[8/7]])
|-
|-
Line 206: Line 244:
| | 251.847
| | 251.847
|252.704
|252.704
|
|254.118
| | 37/32, [[22/19]]
| | 37/32, [[22/19]]
|-
|-
Line 216: Line 256:
| | 265.839
| | 265.839
|266.743
|266.743
|
|268.235
| | [[7/6]]
| | [[7/6]]
|-
|-
Line 226: Line 268:
| | 279.830
| | 279.830
|280.78
|280.78
|
|282.353
| | 27/23, 47/40, [[20/17]]
| | 27/23, 47/40, [[20/17]]
|-
|-
Line 236: Line 280:
| | 293.822
| | 293.822
|294.821
|294.821
|
|296.353
| | 45/38, 77/65, [[32/27]]
| | 45/38, 77/65, [[32/27]]
|-
|-
Line 245: Line 291:
| | 307.669
| | 307.669
| | 307.813
| | 307.813
|308.86.
|308.86
|
|310.588
| | 80/67, 43/36
| | 80/67, 43/36
|-
|-
Line 256: Line 304:
| | 321.805
| | 321.805
|322.899
|322.899
|
|324.706
| | 65/54<br>(pseudo-[[6/5]])
| | 65/54<br>(pseudo-[[6/5]])
|-
|-
Line 266: Line 316:
| | 335.796
| | 335.796
|336.938
|336.938
|
|338.8235
| | [[17/14]]
| | [[17/14]]
|-
|-
Line 276: Line 328:
| | 349.788
| | 349.788
|350.9775
|350.9775
|
|352.941
| | [[11/9]], 104/85, [[60/49]]
| | [[11/9]], 104/85, [[60/49]]
|-
|-
Line 286: Line 340:
| | 363.779
| | 363.779
|365.017
|365.017
|
|367.059
| | 37/30
| | 37/30
|-
|-
Line 296: Line 352:
| | 377.771
| | 377.771
|379.056
|379.056
|
|381.1765
| | 46/37, 97/78
| | 46/37, 97/78
|-
|-
Line 306: Line 364:
| | 391.762
| | 391.762
|393.095
|393.095
|
|395.294
| | 94/75, 89/71<br>(pseudo-[[5/4]])
| | 94/75, 89/71<br>(pseudo-[[5/4]])
|-
|-
Line 316: Line 376:
| | 405.754
| | 405.754
|407.134
|407.134
|
|409.412
| | [[24/19]], 91/72
| | [[24/19]], 91/72
|-
|-
Line 326: Line 388:
| | 419.745
| | 419.745
|421.173
|421.173
|
|423.529
| | [[14/11]], 65/51, [[51/40]]
| | [[14/11]], 65/51, [[51/40]]
|-
|-
Line 336: Line 400:
| | 433.737
| | 433.737
|435.212
|435.212
|
|437.647
| | 104/81, 113/88, 122/95, [[9/7]]
| | 104/81, 113/88, 122/95, [[9/7]]
|-
|-
Line 346: Line 412:
| | 447.728
| | 447.728
|449.251
|449.251
|
|451.765
| | [[22/17]]
| | [[22/17]]
|-
|-
Line 356: Line 424:
| | 461.720
| | 461.720
|463.29
|463.29
|
|465.882
| | [[17/13]]
| | [[17/13]]
|-
|-
Line 366: Line 436:
| | 475.711
| | 475.711
|477.329
|477.329
|
|480
| |  
| |  
|-
|-
Line 376: Line 448:
| | 489.703
| | 489.703
|491.3685
|491.3685
|
|494.118
| |  
| |  
|-
|-
Line 386: Line 460:
| | 503.694
| | 503.694
|505.408
|505.408
|
|508.235
| |  
| |  
|-
|-
Line 396: Line 472:
| | 517.686
| | 517.686
|519.448
|519.448
|
|522.353
| |  
| |  
|-
|-
Line 406: Line 484:
| | 531.677
| | 531.677
|533.486
|533.486
|
|536.471
| |  
| |  
|-
|-
Line 416: Line 496:
| | 545.669
| | 545.669
|547.525
|547.525
|
|550.558
| |  
| |  
|-
|-
Line 426: Line 508:
| | 559.660
| | 559.660
|561.564
|561.564
|
|564.706
| |  
| |  
|-
|-
Line 436: Line 520:
| | 573.652
| | 573.652
|575.603
|575.603
|
|578.8235
| |  
| |  
|-
|-
Line 446: Line 532:
| | 587.643
| | 587.643
|589.642
|589.642
|
|592.941
| | [[7/5]]
| | [[7/5]]
|-
|-
Line 456: Line 544:
| | 601.635
| | 601.635
|603.681
|603.681
|
|606.059
| | [[17/12]]
| | [[17/12]]
|-
|-
Line 466: Line 556:
| | 615.626
| | 615.626
|617.72
|617.72
|
|620.1765
| |  
| |  
|-
|-
Line 476: Line 568:
| | 629.618
| | 629.618
|631.7595
|631.7595
|
|635.294
| |  
| |  
|-
|-
Line 486: Line 580:
| | 643.609
| | 643.609
|645.799
|645.799
|
|649.412
| |  
| |  
|-
|-
Line 496: Line 592:
| | 657.601
| | 657.601
|659.838
|659.838
|
|663.519
| |  
| |  
|-
|-
Line 506: Line 604:
| | 671.592
| | 671.592
|673.877
|673.877
|
|677.647
| |  
| |  
|-
|-
Line 516: Line 616:
| | 685.584
| | 685.584
|687.916
|687.916
|
|691.765
| |  
| |  
|-
|-
Line 526: Line 628:
| | 699.575
| | 699.575
|701.955
|701.955
|
|705.882
| | [[3/2]]
| | [[3/2]]
|-
|-
Line 536: Line 640:
| | 713.567
| | 713.567
|715.994
|715.994
|
|720
| |  
| |  
|-
|-
Line 546: Line 652:
| | 727.558
| | 727.558
|730.033
|730.033
|
|734.118
| |  
| |  
|-
|-
Line 556: Line 664:
| | 741.550
| | 741.550
|744.072
|744.072
|
|748.235
| |  
| |  
|-
|-
Line 566: Line 676:
| | 755.541
| | 755.541
|758.111
|758.111
|
|762.353
| |  
| |  
|-
|-
Line 576: Line 688:
| | 769.533
| | 769.533
|772.1505
|772.1505
|
|776.471
| |  
| |  
|-
|-
Line 586: Line 700:
| | 783.524
| | 783.524
|786.19
|786.19
|
|790.588
| |  
| |  
|-
|-
Line 596: Line 712:
| | 797.516
| | 797.516
|800.229
|800.229
|
|804.706
| |  
| |  
|-
|-
Line 606: Line 724:
| | 811.507
| | 811.507
|814.268
|814.268
|
|818.8235
| | [[8/5]]
| | [[8/5]]
|-
|-
Line 616: Line 736:
| | 825.499
| | 825.499
|828.307
|828.307
|
|832.941
| |  
| |  
|-
|-
Line 626: Line 748:
| | 839.490
| | 839.490
|842.346
|842.346
|
|847.059
| | [[13/8]]
| | [[13/8]]
|-
|-
Line 636: Line 760:
| | 853.482
| | 853.482
|856.385
|856.385
|
|861.1765
| |  
| |  
|-
|-
Line 646: Line 772:
| | 867.473
| | 867.473
|870.424
|870.424
|
|875.294
| |  
| |  
|-
|-
Line 656: Line 784:
| | 881.465
| | 881.465
|884.463
|884.463
|
|889.412
| | [[5/3]]
| | [[5/3]]
|-
|-
Line 666: Line 796:
| | 895.456
| | 895.456
|898.502
|898.502
|
|903.529
| |  
| |  
|-
|-
Line 676: Line 808:
| | 909.448
| | 909.448
|912.5415
|912.5415
|
|917.647
| |  
| |  
|-
|-
Line 686: Line 820:
| | 923.439
| | 923.439
|926.581
|926.581
|
|931.1765
| |  
| |  
|-
|-
Line 696: Line 832:
| | 937.431
| | 937.431
|940.692
|940.692
|
|945.882
| |  
| |  
|-
|-
Line 706: Line 844:
| | 951.422
| | 951.422
|954.659
|954.659
|
|960
| |  
| |  
|-
|-
Line 716: Line 856:
| | 965.414
| | 965.414
|968.698
|968.698
|
|974.118
| | [[7/4]]
| | [[7/4]]
|-
|-
Line 726: Line 868:
| | 979.405
| | 979.405
|982.737
|982.737
|
|988.235
| |  
| |  
|-
|-
Line 736: Line 880:
| | 993.397
| | 993.397
|996.776
|996.776
|
|1002.353
| | [[16/9]]
| | [[16/9]]
|-
|-
Line 746: Line 892:
| | 1007.388
| | 1007.388
|1010.815
|1010.815
|
|1016.471
| | [[25/14]]
| | [[25/14]]
|-
|-
Line 756: Line 904:
| | 1021.380
| | 1021.380
|1024.854
|1024.854
|
|1030.588
| | [[9/5]]
| | [[9/5]]
|-
|-
Line 766: Line 916:
| | 1035.371
| | 1035.371
|1038.893
|1038.893
|
|1044.706
| |  
| |  
|-
|-
Line 776: Line 928:
| | 1049.363
| | 1049.363
|1052.9325
|1052.9325
|
|1058.8235
| | [[11/6]]
| | [[11/6]]
|-
|-
Line 785: Line 939:
| | 1062.857
| | 1062.857
| | 1063.354
| | 1063.354
|1033.972
|1063.972
|
|1072.941
| |  
| |  
|-
|-
Line 796: Line 952:
| | 1077.346
| | 1077.346
|1081.011
|1081.011
|
|1087.059
| | [[28/15]]
| | [[28/15]]
|-
|-
Line 806: Line 964:
| | 1091.337
| | 1091.337
|1095.05
|1095.05
|
|1101.1765
| | [[15/8]]
| | [[15/8]]
|-
|-
Line 816: Line 976:
| | 1105.329
| | 1105.329
|1109.089
|1109.089
|
|1115.294
| |  
| |  
|-
|-
Line 826: Line 988:
| | 1119.320
| | 1119.320
|1123.128
|1123.128
|
|1129.412
| |  
| |  
|-
|-
Line 836: Line 1,000:
| | 1133.312
| | 1133.312
|1137.167
|1137.167
|
|1143.529
| |  
| |  
|-
|-
Line 846: Line 1,012:
| | 1147.303
| | 1147.303
|1151.206
|1151.206
|
|1157.647
| |  
| |  
|-
|-
Line 856: Line 1,024:
| | 1161.295
| | 1161.295
|1165.245
|1165.245
|
|1171.765
| |  
| |  
|-
|-
Line 866: Line 1,036:
| | 1175.286
| | 1175.286
|1179.284
|1179.284
|
|1185.882
| |  
| |  
|-
|-
Line 876: Line 1,048:
| | 1189.278
| | 1189.278
|1193.3235
|1193.3235
|
|1200
| |  
| |  
|-
|-
Line 886: Line 1,060:
| | 1203.270
| | 1203.270
|1207.363
|1207.363
|
|1214.118
| | [[Octave|2/1]]
| | [[Octave|2/1]]
|-
|-
Line 896: Line 1,072:
|1217.261
|1217.261
|1221.402
|1221.402
|
|1228.235
|
|
|-
|-
Line 906: Line 1,084:
|1231.2525
|1231.2525
|1235.441
|1235.441
|
|1242.353
|
|
|-
|-
Line 916: Line 1,096:
|1245.244
|1245.244
|1249.48
|1249.48
|
|1256.471
|
|
|-
|-
Line 926: Line 1,108:
|1259.2355
|1259.2355
|1263.519
|1263.519
|
|1270.588
|
|
|-
|-
Line 936: Line 1,120:
|1273.227
|1273.227
|1277.558
|1277.558
|
|1284.706
|
|
|-
|-
Line 946: Line 1,132:
|1287.2185
|1287.2185
|1291.597
|1291.597
|
|1298.8235
|
|
|-
|-
Line 956: Line 1,144:
|1301.21
|1301.21
|1305.636
|1305.636
|
|1312.941
|
|
|-
|-
Line 966: Line 1,156:
|1315.202
|1315.202
|1319.675
|1319.675
|
|1327.059
|
|
|-
|-
Line 976: Line 1,168:
|1329.193
|1329.193
|1333.7145
|1333.7145
|
|1341.1765
|
|
|-
|-
Line 986: Line 1,180:
|1343.185
|1343.185
|1347.754
|1347.754
|
|1355.294
|
|
|-
|-
Line 996: Line 1,192:
|1357.176
|1357.176
|1361.793
|1361.793
|
|1369.412
|
|
|-
|-
Line 1,006: Line 1,204:
|1371.168
|1371.168
|1375.832
|1375.832
|
|1383.529
|
|
|-
|-
Line 1,016: Line 1,216:
|1385.159
|1385.159
|1389.871
|1389.871
|
|1397.647
|20/9
|20/9
|-
|-
Line 1,026: Line 1,228:
|1399.151
|1399.151
|1403.91
|1403.91
|
|1411.765
|9/4
|9/4
|}
|}

Revision as of 17:16, 11 March 2019

Delta scale is the equal division of the classic diatonic semitone (16/15) into eight parts of 13.9664 cents each, corresponding to 85.9204 edo. It is inconsistent to the 5-limit and higher limit, as 3/2, 5/4, and 6/5 fall on the 50th, 28th, and 23rd steps in the best direct mapping, respectively.

Lookalikes: 86edo, 136ed3, 50edf

Intervals

degree cents value corresponding
JI intervals
72ED25/14 86EDO 8ED16/15 222ED6 136ED3 75ED11/6 50EDF 171ED4 85EDO
0 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 exact 1/1
1 13.942 13.9535 13.966 13.973 13.985 13.9915 14.039 14.118 126/125
2 27.883 27.907 27.933 27.946 27.970 27.983 28.078 28.235 64/63
3 41.825 41.8605 41.899 41.918 41.955 41.975 42.117 42.353 128/125, 169/165, 165/161
4 55.767 55.814 55.866 55.891 55.940 55.966 56.156 56.471 95/92
5 69.708 69.767 69.832 69.864 69.925 69.958 70.1955 70.588 51/49, 25/24
6 83.650 83.721 83.798 83.837 83.910 83.949 84.235 84.706 85/81, 21/20
7 97.592 97.674 97.765 97.809 97.895 97.941 98.274 98.8235 55/52, 128/121, 91/86
8 111.534 111.628 111.731 111.782 111.880 111.932 112.313 112.941 16/15
9 125.475 125.581 125.698 125.755 125.865 125.924 126.352 127.059 14/13
10 139.417 139.535 139.664 139.728 139.850 139.915 140.391 141.1765 13/12
11 153.359 153.488 153.631 153.700 153.835 153.907 154.43 155.294 59/54, 47/43, 35/32
12 167.3 167.442 167.597 167.673 167.820 167.898 168.469 169.412 76/69, 65/59
13 181.242 181.395 181.563 181.646 181.805 181.890 182.508 183.529 10/9
14 195.184 195.349 195.530 195.619 195.789 195.881 196.547 197.647 28/25
15 209.125 209.302 209.496 209.592 209.774 209.873 210.5865 211.765 44/39, 35/31
16 223.067 223.256 223.463 223.564 223.759 223.864 224.626 225.882 33/29
17 237.009 237.209 237.429 237.537 237.744 237.856 238.665 240 39/34
(pseudo-8/7)
18 250.950 251.163 251.395 251.510 251.729 251.847 252.704 254.118 37/32, 22/19
19 264.892 265.116 265.362 265.483 265.714 265.839 266.743 268.235 7/6
20 278.834 279.070 279.328 279.455 279.699 279.830 280.78 282.353 27/23, 47/40, 20/17
21 292.775 293.023 293.295 293.428 293.684 293.822 294.821 296.353 45/38, 77/65, 32/27
22 306.717 306.977 307.261 307.401 307.669 307.813 308.86 310.588 80/67, 43/36
23 320.659 320.930 321.227 321.374 321.654 321.805 322.899 324.706 65/54
(pseudo-6/5)
24 334.601 334.884 335.194 335.346 335.639 335.796 336.938 338.8235 17/14
25 348.542 348.837 349.160 349.319 349.624 349.788 350.9775 352.941 11/9, 104/85, 60/49
26 362.484 362.791 363.127 363.292 363.609 363.779 365.017 367.059 37/30
27 376.426 376.744 377.093 377.265 377.594 377.771 379.056 381.1765 46/37, 97/78
28 390.367 390.698 391.059 391.238 391.579 391.762 393.095 395.294 94/75, 89/71
(pseudo-5/4)
29 404.309 404.651 405.026 405.210 405.564 405.754 407.134 409.412 24/19, 91/72
30 418.251 418.605 418.992 419.183 419.549 419.745 421.173 423.529 14/11, 65/51, 51/40
31 432.192 432.558 432.959 433.156 433.534 433.737 435.212 437.647 104/81, 113/88, 122/95, 9/7
32 446.134 446.512 446.925 447.129 447.519 447.728 449.251 451.765 22/17
33 460.076 460.465 460.892 461.101 461.504 461.720 463.29 465.882 17/13
34 474.017 474.419 474.858 475.074 475.489 475.711 477.329 480
35 487.959 488.372 488.824 489.047 489.474 489.703 491.3685 494.118
36 501.901 502.326 502.791 503.020 503.459 503.694 505.408 508.235
37 515.842 516.279 516.757 516.993 517.444 517.686 519.448 522.353
38 529.784 530.233 530.724 530.965 531.429 531.677 533.486 536.471
39 543.726 544.186 544.690 544.938 545.414 545.669 547.525 550.558
40 557.668 558.140 558.656 558.911 559.399 559.660 561.564 564.706
41 571.609 572.093 572.623 572.884 573.383 573.652 575.603 578.8235
42 585.551 586.047 586.589 586.856 587.368 587.643 589.642 592.941 7/5
43 599.493 600.000 600.556 600.829 601.353 601.635 603.681 606.059 17/12
44 613.434 613.953 614.522 614.802 615.338 615.626 617.72 620.1765
45 627.376 627.907 628.488 628.775 629.323 629.618 631.7595 635.294
46 641.318 641.860 642.455 642.747 643.308 643.609 645.799 649.412
47 655.259 655.814 656.421 656.720 657.293 657.601 659.838 663.519
48 669.201 669.767 670.388 670.693 671.278 671.592 673.877 677.647
49 683.143 683.721 684.354 684.666 685.263 685.584 687.916 691.765
50 697.084 697.674 698.321 698.639 699.248 699.575 701.955 705.882 3/2
51 711.026 711.628 712.287 712.611 713.233 713.567 715.994 720
52 724.968 725.581 726.253 726.584 727.218 727.558 730.033 734.118
53 738.909 739.535 740.220 740.557 741.203 741.550 744.072 748.235
54 752.851 753.488 754.186 754.530 755.188 755.541 758.111 762.353
55 766.793 767.442 768.153 768.502 769.173 769.533 772.1505 776.471
56 780.735 781.395 782.119 782.475 783.158 783.524 786.19 790.588
57 794.676 795.349 796.085 796.448 797.143 797.516 800.229 804.706
58 808.618 809.302 810.052 810.421 811.128 811.507 814.268 818.8235 8/5
59 822.560 823.256 824.018 824.393 825.113 825.499 828.307 832.941
60 836.501 837.209 837.985 838.366 839.098 839.490 842.346 847.059 13/8
61 850.443 851.163 851.951 852.339 853.083 853.482 856.385 861.1765
62 864.385 865.116 865.917 866.312 867.068 867.473 870.424 875.294
63 878.326 879.070 879.884 880.285 881.053 881.465 884.463 889.412 5/3
64 892.268 893.023 893.850 894.257 895.038 895.456 898.502 903.529
65 906.210 906.977 907.817 908.230 909.023 909.448 912.5415 917.647
66 920.151 920.930 921.783 922.203 923.008 923.439 926.581 931.1765
67 934.093 934.884 935.750 936.176 936.993 937.431 940.692 945.882
68 948.035 948.837 949.716 950.148 950.978 951.422 954.659 960
69 961.976 962.791 963.682 964.121 964.962 965.414 968.698 974.118 7/4
70 975.918 976.744 977.649 978.094 978.947 979.405 982.737 988.235
71 989.860 990.698 991.615 992.067 992.932 993.397 996.776 1002.353 16/9
72 1003.802 1004.651 1005.582 1006.039 1006.917 1007.388 1010.815 1016.471 25/14
73 1017.743 1018.605 1019.548 1020.012 1020.902 1021.380 1024.854 1030.588 9/5
74 1031.685 1032.558 1033.514 1033.985 1034.887 1035.371 1038.893 1044.706
75 1045.627 1046.512 1047.481 1047.958 1048.872 1049.363 1052.9325 1058.8235 11/6
76 1059.568 1060.465 1061.447 1061.931 1062.857 1063.354 1063.972 1072.941
77 1073.510 1074.419 1075.414 1075.903 1076.842 1077.346 1081.011 1087.059 28/15
78 1087.452 1088.372 1089.380 1089.876 1090.827 1091.337 1095.05 1101.1765 15/8
79 1101.393 1102.326 1103.346 1103.849 1104.812 1105.329 1109.089 1115.294
80 1115.335 1116.279 1117.313 1117.822 1118.797 1119.320 1123.128 1129.412
81 1129.277 1130.233 1131.279 1131.794 1132.782 1133.312 1137.167 1143.529
82 1143.218 1144.186 1145.246 1145.767 1146.767 1147.303 1151.206 1157.647
83 1157.160 1158.140 1159.212 1159.740 1160.752 1161.295 1165.245 1171.765
84 1171.102 1172.093 1173.178 1173.713 1174.737 1175.286 1179.284 1185.882
85 1185.043 1186.047 1187.145 1187.685 1188.722 1189.278 1193.3235 1200
86 1198.985 1200.000 1201.111 1201.658 1202.707 1203.270 1207.363 1214.118 2/1
87 1212.927 1213.9535 1215.078 1215.631 1216.692 1217.261 1221.402 1228.235
88 1126.8685 1227.907 1229.044 1229.604 1230.677 1231.2525 1235.441 1242.353
89 1240.81 1241.8605 1243.0105 1243.577 1244.662 1245.244 1249.48 1256.471
90 1254.752 1255.814 1256.698 1257.549 1258.647 1259.2355 1263.519 1270.588
91 1268.694 1269.767 1270.943 1271.522 1272.632 1273.227 1277.558 1284.706
92 1282.635 1283.721 1284.91 1285.495 1286.617 1287.2185 1291.597 1298.8235
93 1296.577 1297.674 1298.876 1299.468 1300.602 1301.21 1305.636 1312.941
94 1310.519 1311.628 1312.426 1314.404 1314.5865 1315.202 1319.675 1327.059
95 1324.46 1325.581 1326.809 1327.413 1328.5715 1329.193 1333.7145 1341.1765
96 1338.402 1339.535 1340.775 1341.386 1342.5565 1343.185 1347.754 1355.294
97 1352.344 1353.488 1354.742 1355.358 1356.414 1357.176 1361.793 1369.412
98 1366.285 1367.442 1368.708 1369.3315 1370.526 1371.168 1375.832 1383.529
99 1380.227 1381.395 1382.675 1383.304 1384.511 1385.159 1389.871 1397.647 20/9
100 1394.169 1395.349 1396.641 1397.277 1398.496 1399.151 1403.91 1411.765 9/4

See also

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