Below, for the reference of tuning enthusiasts, is a table of more than a thousand pitches within an octave. The table contains all pitches that meet any one of the following six criteria:
All ratios between whole numbers 64 and lower
The table is similar to, but much briefer than, that found in Alain Danielou's encyclopedic but long out-of-print Comparative Table of Musical Intervals.
Ratio: Cents Name (if any) 1/1 0.000 tonic 1732/1731 0.9998 superparticular cent approximation 32805/32768 1.954 schisma (3 to the 8th/2 to the 12th x 5/8) 129/128 13.473 129th harmonic 126/125 13.795 121/120 14.367 100/99 17.399 99/98 17.576 96/95 18.128 93/92 18.716 92/91 18.921 91/90 19.130 88/87 19.786 85/84 20.488 81/80 21.506 syntonic comma 78/77 22.339 77/76 22.631 76/75 22.931 531441/524288 23.460 Pythagorean comma (3 to the 12th/2 to the 19th) 74/73 23.555 superparticular Pythagorean comma approximation 70/69 24.910 69/68 25.274 66/65 26.432 65/64 26.841 65th harmonic 64/63 27.264 63/62 27.700 62/61 28.151 61/60 28.616 60/59 29.097 59/58 29.594 58/57 30.109 57/56 30.642 56/55 31.194 Ptolemy's enharmonic 55/54 31.767 54/53 32.360 53/52 32.977 52/51 33.617 51/50 34.283 50/49 34.976 49/48 35.697 48/47 36.448 95/93 36.836 47/46 37.232 93/91 37.637 46/45 38.051 inferior quarter-tone (Ptolemy) 45/44 38.906 44/43 39.800 131/128 40.108 131st harmonic 87/85 40.263 43/42 40.737 128/125 41.059 diminished second (16/15 x 24/25) 42/41 41.719 41/40 42.749 525/512 43.408 enharmonic diesis (Avicenna) 40/39 43.831 39/38 44.970 superior quarter-tone (Eratosthenes) 77/75 45.561 38/37 46.169 37/36 47.434 36/35 48.770 superior quarter-tone (Archytas) 250/243 49.166 35/34 50.184 E.T. 1/4-tone approximation 34/33 51.682 33/32 53.273 33rd harmonic 65/63 54.105 32/31 54.964 inferior quarter-tone (Didymus) 95/92 55.552 63/61 55.851 125/121 56.305 31/30 56.767 superior quarter-tone (Didymus) 61/59 57.713 91/88 58.036 30/29 58.692 59/57 59.704 88/85 60.049 29/28 60.751 57/55 61.836 28/27 62.961 inferior quarter-tone (Archytas) 55/53 64.127 27/26 65.337 80/77 66.170 133/128 66.339 133rd harmonic 53/51 66.594 26/25 67.900 1/3-tone (Avicenna) 51/49 69.259 126/121 70.100 25/24 70.672 minor 5-limit half-step 49/47 72.145 24/23 73.681 95/91 74.473 47/45 75.283 117/112 75.612 23/22 76.956 91/87 77.821 68/65 78.114 45/43 78.706 67/64 79.307 67th harmonic 22/21 80.537 hard 1/2-step (Ptolemy, Avicenna, Safiud) 65/62 81.806 43/41 82.455 64/61 83.115 85/81 83.449 21/20 84.467 septimal semitone 62/59 85.864 41/39 86.580 61/58 87.308 81/77 87.676 20/19 88.801 256/243 90.225 Pythagorean half-step 59/56 90.346 39/37 91.139 58/55 91.946 135/128 92.179 limma ascendant 96/91 92.601 19/18 93.603 56/53 95.321 93/88 95.673 37/35 96.204 92/87 96.742 55/52 97.104 128/121 97.364 18/17 98.955 E.T. half-step approximation 2 to the 1/12th 100.000 equal-tempered half-step 89/84 100.099 ET half-step approximation 53/50 100.877 35/33 101.867 52/49 102.876 < 69/65 103.388 86/81 103.698 17/16 104.955 overtone half-step, 17th harmonic 50/47 107.121 33/31 108.237 49/46 109.377 81/76 110.307 16/15 111.731 major 5-limit half-step 63/59 113.564 47/44 114.189 31/29 115.458 77/72 116.234 46/43 116.757 61/57 117.417 137/128 117.638 137th harmonic 91/85 118.084 15/14 119.443 Cowell just half-step 59/55 121.540 44/41 122.256 29/27 123.712 43/40 125.204 57/53 125.963 14/13 128.298 69/64 130.229 69th harmonic 55/51 130.721 41/38 131.549 68/63 132.220 95/88 132.509 27/25 133.238 alternate Renaissance half-step 121/112 133.810 40/37 134.970 53/49 135.853 92/85 137.005 13/12 138.573 3/4-tone (Avicenna) 64/59 140.828 51/47 141.404 38/35 142.373 139/128 142.729 139th harmonic 63/58 143.159 88/81 143.498 25/23 144.353 87/80 145.218 62/57 145.568 37/34 146.389 135/124 147.143 49/45 147.428 61/56 148.059 85/78 148.786 12/11 150.637 undecimal "median" 1/2-step 95/87 152.295 59/54 153.307 47/43 153.989 35/32 155.140 35th harmonic 93/85 155.721 58/53 156.073 23/21 157.493 57/52 158.940 34/31 159.920 800/729 160.897 45/41 161.161 56/51 161.915 11/10 165.004 76/69 167.284 141/128 167.462 141st harmonic 54/49 168.213 43/39 169.035 75/68 169.627 32/29 170.423 85/77 171.125 53/48 171.550 21/19 173.268 < 52/47 175.021 31/28 176.210 567/512 176.646 72/65 177.069 < 41/37 177.718 51/46 178.636 61/55 179.253 71/64 179.697 71st harmonic 10/9 182.404 minor whole-tone 69/62 185.194 59/53 185.667 49/44 186.334 39/35 187.343 29/26 189.050 77/69 189.915 125/112 190.115 48/43 190.437 143/128 191.846 143rd harmonic 19/17 192.558 85/76 193.756 160/143 194.468 47/42 194.726 28/25 196.198 121/108 196.771 65/58 197.264 37/33 198.071 46/41 199.212 55/49 199.980 2 to the 1/6th 200.000 equal-tempered whole-tone 64/57 200.532 91/81 201.534 9/8 203.910 major whole-tone, 9th harmonic 62/55 207.404 53/47 207.998 44/39 208.835 35/31 210.104 96/85 210.686 61/54 211.020 87/77 211.388 26/23 212.253 95/84 213.046 112/99 213.598 43/38 214.005 60/53 214.764 77/68 215.188 145/128 215.891 145th harmonic 17/15 216.687 59/52 218.644 42/37 219.437 92/81 220.454 25/22 221.309 58/51 222.667 91/80 223.040 256/225 223.463 33/29 223.696 41/36 225.152 729/640 225.416 49/43 226.134 57/50 226.841 65/57 227.373 73/64 227.789 73rd harmonic 8/7 231.174 septimal whole-tone 87/76 234.019 63/55 235.104 55/48 235.677 47/41 236.444 39/34 237.527 225/196 238.886 31/27 239.171 147/128 239.607 54/47 240.358 169/147 241.449 23/20 241.961 61/53 243.380 2187/1900 243.545 38/33 244.240 144/125 244.969 diminished third (6/5 x 24/25) 53/46 245.230 121/105 245.541 15/13 247.741 52/45 250.304 37/32 251.344 37th harmonic 59/51 252.261 81/70 252.680 125/108 253.076 22/19 253.805 51/44 255.592 80/69 256.084 196/169 256.596 consonant interval (Avicenna) 29/25 256.950 65/56 258.015 36/31 258.874 43/37 260.174 93/80 260.677 50/43 261.110 57/49 261.816 64/55 262.368 149/128 263.002 149th harmonic 7/6 266.871 septimal minor third 90/77 270.080 76/65 270.672 62/53 271.531 55/47 272.125 48/41 272.893 41/35 273.923 75/64 274.582 augmented second (9/8 x 25/24) 34/29 275.378 95/81 276.007 61/52 276.357 88/75 276.736 27/23 277.591 47/40 279.193 20/17 281.358 53/45 283.281 33/28 284.447 46/39 285.792 151/128 286.086 151st harmonic 59/50 286.544 85/72 287.359 13/11 289.210 58/49 291.925 45/38 292.711 77/65 293.302 32/27 294.135 Pythagorean minor third 51/43 295.393 19/16 297.513 overtone minor third, 19th harmonic 63/53 299.231 44/37 299.974 2 to the 1/4th 300.000 equal-tempered minor third 69/58 300.652 25/21 301.847 81/68 302.865 56/47 303.319 31/26 304.508 68/57 305.487 105/88 305.777 37/31 306.308 43/36 307.608 92/77 308.130 49/41 308.589 153/128 308.865 153rd harmonic 55/46 309.357 61/51 309.974 91/76 311.841 6/5 315.641 5-limit minor third 77/64 320.144 77th harmonic 65/54 320.976 59/49 321.520 53/44 322.187 47/39 323.024 41/34 324.107 76/63 324.777 35/29 325.562 64/53 326.495 93/77 326.847 29/24 327.622 52/43 329.010 75/62 329.547 98/81 329.832 121/100 330.008 23/19 330.761 155/128 331.349 155th harmonic 63/52 332.208 40/33 333.041 57/47 333.961 91/75 334.771 17/14 336.130 243/200 337.148 62/51 338.125 45/37 338.880 28/23 340.552 95/78 341.344 39/32 342.483 39th harmonic 128/105 342.905 8000/6561 343.301 50/41 343.565 61/50 344.257 11/9 347.408 undecimal "median" third 93/76 349.478 60/49 350.617 49/40 351.338 38/31 352.477 157/128 353.545 157th harmonic 92/75 353.692 27/22 354.547 43/35 356.378 59/48 357.217 16/13 359.472 85/69 361.040 69/56 361.403 53/43 361.987 37/30 363.075 95/77 363.683 58/47 364.071 79/64 364.537 79th harmonic 100/81 364.807 121/98 364.984 21/17 365.825 68/55 367.324 47/38 367.994 99/80 368.914 26/21 369.747 57/46 371.194 31/25 372.408 36/29 374.333 159/128 375.460 159th harmonic 41/33 375.789 87/70 376.393 46/37 376.930 51/41 377.848 56/45 378.602 61/49 379.233 81/65 380.979 96/77 381.811 8192/6561 384.360 Pythagorean "schismatic" third 5/4 386.314 5-limit major third, 5th harmonic 69/55 392.598 64/51 393.090 59/47 393.665 54/43 394.347 49/39 395.169 44/35 396.178 161/128 397.100 161st harmonic 39/31 397.447 34/27 399.090 2 to the 1/3rd 400.000 equal-tempered major third 63/50 400.108 121/96 400.681 29/23 401.303 53/42 402.724 125/99 403.713 24/19 404.442 91/72 405.444 512/405 405.866 43/34 406.562 62/49 407.384 81/64 407.820 Pythagorean major third 19/15 409.244 52/41 411.465 33/26 412.745 80/63 413.578 47/37 414.163 61/48 414.930 14/11 417.508 163/128 418.474 163rd harmonic 65/51 419.931 51/40 420.597 88/69 421.089 125/98 421.289 37/29 421.767 60/47 422.762 23/18 424.364 55/43 426.114 87/68 426.577 32/25 427.373 diminished fourth 41/32 429.062 41st harmonic 50/39 430.145 59/46 430.897 77/60 431.875 9/7 435.084 septimal major third 85/66 437.996 58/45 439.353 165/128 439.587 165th harmonic 49/38 440.139 40/31 441.278 31/24 443.081 1323/1024 443.517 84/65 443.940 53/41 444.442 128/99 444.772 22/17 446.363 57/44 448.150 162/125 448.879 35/27 449.275 83/64 450.047 83rd harmonic 48/37 450.611 61/47 451.378 100/77 452.484 13/10 454.214 125/96 456.986 augmented third (5/4 x 25/24) 56/43 457.308 43/33 458.245 30/23 459.994 167/128 460.445 167th harmonic 47/36 461.597 64/49 462.348 98/75 463.069 17/13 464.428 89/68 465.925 72/55 466.278 55/42 466.851 38/29 467.936 59/45 468.948 21/16 470.781 septimal fourth 46/35 473.135 25/19 475.114 320/243 476.539 54/41 476.803 29/22 478.259 675/512 478.492 91/69 479.124 62/47 479.529 95/72 479.917 33/25 480.646 169/128 481.055 169th harmonic 37/28 482.518 41/31 484.027 45/34 485.286 49/37 486.308 53/40 487.191 57/43 487.950 61/46 488.610 65/49 489.190 69/52 489.702 85/64 491.269 85th harmonic 93/70 491.851 4/3 498.045 perfect fourth 2 to the 5/12ths 500.000 equal-tempered perfect fourth 171/128 501.423 171st harmonic 91/68 504.398 87/65 504.691 75/56 505.757 63/47 507.229 59/44 507.854 55/41 508.569 51/38 509.397 47/35 510.367 43/32 511.518 43rd harmonic 121/90 512.412 39/29 512.905 35/26 514.612 66/49 515.621 31/23 516.761 58/43 518.059 85/63 518.533 27/20 519.551 50/37 521.283 173/128 521.554 173rd harmonic 23/17 523.319 88/65 524.477 65/48 524.886 42/31 525.745 61/45 526.661 19/14 528.687 110/81 529.812 53/39 531.022 87/64 531.532 87th harmonic 34/25 532.328 49/36 533.742 64/47 534.493 15/11 536.951 512/375 539.104 56/41 539.764 41/30 540.794 175/128 541.453 175th harmonic 93/68 542.035 26/19 543.015 63/46 544.462 37/27 545.479 85/62 546.234 48/35 546.815 1000/729 547.211 59/43 547.654 11/8 551.318 undecimal tritone, 11th harmonic 95/69 553.597 62/45 554.812 51/37 555.556 91/66 556.081 40/29 556.737 69/50 557.602 29/21 558.796 76/55 559.881 47/34 560.551 112/81 561.006 177/128 561.127 177th harmonic 18/13 563.382 61/44 565.567 43/31 566.482 68/49 567.304 25/18 568.717 augmented fourth (4/3 x 25/24) 57/41 570.406 89/64 570.880 89th harmonic 32/23 571.726 39/28 573.657 46/33 575.001 53/38 575.992 60/43 576.751 88/63 578.582 95/68 578.871 179/128 580.579 179th harmonic 7/5 582.512 septimal tritone 108/77 585.721 87/62 586.497 1024/729 588.270 low Pythagorean tritone 59/42 588.391 52/37 589.184 45/32 590.224 high 5-limit tritone 38/27 591.648 69/49 592.578 31/22 593.718 55/39 595.149 24/17 597.000 65/46 598.567 41/29 599.485 181/128 599.815 181st harmonic Square root of 2 600.000 equal-tempered tritone 99/70 600.088 58/41 600.515 92/65 601.433 17/12 603.000 78/55 604.851 61/43 605.367 44/31 606.282 125/88 607.623 27/19 608.352 91/64 609.354 91st harmonic 64/45 609.776 low 5-limit tritone 37/26 610.816 729/512 611.730 high Pythagorean tritone 47/33 612.234 57/40 613.154 77/54 614.279 10/7 617.488 septimal tritone 183/128 618.840 183rd harmonic 93/65 620.149 63/44 621.418 53/37 622.161 43/30 623.249 33/23 624.999 56/39 626.343 23/16 628.274 23rd harmonic 59/41 630.109 95/66 630.554 36/25 631.283 diminished fifth (3/2 x 24/25) 121/84 631.855 49/34 632.696 62/43 633.518 13/9 636.618 185/128 637.658 185th harmonic 81/56 638.994 55/38 640.119 42/29 641.204 29/20 643.263 45/31 645.188 61/42 646.104 93/64 646.991 93rd harmonic 16/11 648.682 51/35 651.771 729/500 652.789 35/24 653.185 54/37 654.521 92/63 655.538 187/128 656.273 187th harmonic 19/13 656.985 60/41 659.206 41/28 660.236 375/256 660.896 63/43 661.218 85/58 661.692 22/15 663.049 91/62 664.318 47/32 665.507 47th harmonic 72/49 666.258 25/17 667.672 53/36 669.595 81/55 670.188 28/19 671.313 59/40 672.858 31/21 674.255 189/128 674.691 96/65 675.114 65/44 675.523 34/23 676.681 37/25 678.717 40/27 680.449 dissonant "wolf" 5-limit fifth 43/29 681.941 46/31 683.239 95/64 683.827 95th harmonic 49/33 684.379 52/35 685.388 55/37 686.288 58/39 687.095 61/41 687.822 125/84 688.160 64/43 688.482 76/51 690.603 85/57 691.801 191/128 692.915 191st harmonic 112/75 694.243 121/81 694.816 2 to the 7/12ths 700.000 equal-tempered perfect fifth 3/2 701.955 perfect fifth, 3rd harmonic 193/128 710.948 193rd harmonic 95/63 711.091 68/45 714.732 62/41 715.973 121/80 716.322 59/39 716.689 56/37 717.482 53/35 718.365 50/33 719.354 97/64 719.895 97th harmonic 47/31 720.471 91/60 721.085 1024/675 721.508 44/29 721.741 85/56 722.443 41/27 723.197 243/160 723.461 38/25 724.886 35/23 726.865 195/128 728.796 195th harmonic 32/21 729.219 61/40 730.571 29/19 732.064 84/55 733.149 55/36 733.722 26/17 735.572 75/49 736.931 49/32 737.652 49th harmonic 95/62 738.791 87/55 739.901 23/15 740.006 43/28 742.692 192/125 743.014 diminished sixth (8/5 x 24/25) 63/41 743.674 20/13 745.786 197/128 746.462 197th harmonic 77/50 747.516 57/37 748.124 37/24 749.389 54/35 750.725 125/81 751.121 17/11 753.637 99/64 755.228 99th harmonic 65/42 756.060 48/31 756.919 31/20 758.722 76/49 759.861 45/29 760.674 59/38 761.659 87/56 762.706 199/128 763.950 199th harmonic 14/9 764.916 septimal minor sixth 120/77 768.125 53/34 768.549 39/25 769.855 64/41 770.938 25/16 772.627 augmented fifth 61/39 774.402 36/23 775.636 47/30 777.238 58/37 778.233 69/44 778.911 91/58 779.776 201/128 781.262 201st harmonic 11/7 782.492 undecimal minor sixth 85/54 785.404 63/40 786.422 52/33 787.255 41/26 788.535 101/64 789.854 101st harmonic 30/19 790.756 128/81 792.180 Pythagorean minor sixth 49/31 792.616 405/256 794.134 19/12 795.558 203/128 798.403 203rd harmonic 46/29 798.697 100/63 799.892 2 to the 2/3rds 800.000 equal-tempered minor sixth 27/17 800.910 62/39 802.553 35/22 803.822 78/49 804.831 43/27 805.653 51/32 806.910 51st harmonic 59/37 807.828 91/57 809.886 8/5 813.686 5-limit minor sixth 205/128 815.376 205th harmonic 6561/4096 815.640 Pythagorean "schismatic" sixth 93/58 817.413 77/48 818.189 61/38 819.372 53/33 820.232 45/28 821.398 37/23 823.070 103/64 823.801 103rd harmonic 29/18 825.667 50/31 827.592 121/75 828.053 92/57 828.806 21/13 830.253 207/128 832.184 207th harmonic 55/34 832.676 34/21 834.175 81/50 835.193 47/29 835.929 60/37 836.925 125/77 838.797 13/8 840.528 overtone sixth, 13th harmonic 57/35 844.328 44/27 845.453 31/19 847.523 80/49 848.662 209/128 848.831 209th harmonic 49/30 849.383 85/52 850.741 18/11 852.592 undecimal "median" sixth 95/58 854.250 59/36 855.262 41/25 856.435 105/64 857.095 105th harmonic 64/39 857.517 23/14 859.448 51/31 861.875 400/243 862.852 28/17 863.870 211/128 865.319 211th harmonic 61/37 865.541 33/20 866.959 38/23 869.239 81/49 870.168 43/26 870.990 91/55 871.722 48/29 872.378 53/32 873.505 53rd harmonic 58/35 874.438 63/38 875.223 128/77 879.856 213/128 881.652 213th harmonic 5/3 884.359 5-limit major sixth 107/64 889.760 107th harmonic tr> 92/55 890.643 87/52 891.005 62/37 893.692 57/34 894.513 52/31 895.492 47/28 896.681 215/128 897.314 215th harmonic 42/25 898.153 121/72 898.726 2 to the 3/4ths 900.000 equal-tempered major sixth 37/22 900.026 32/19 902.487 91/54 903.489 59/35 904.032 27/16 905.865 Pythagorean major sixth 76/45 907.289 49/29 908.075 22/13 910.790 61/36 912.975 217/128 913.861 217th harmonic 39/23 914.208 95/56 915.001 56/33 915.553 17/10 918.642 63/37 921.392 109/64 921.821 109th harmonic 46/27 922.409 75/44 923.264 29/17 924.622 128/75 925.418 diminished seventh (16/9 x 24/25) 41/24 927.107 53/31 928.469 65/38 929.328 219/128 929.744 219th harmonic 77/45 929.920 12/7 933.129 septimal major sixth 55/32 937.632 55th harmonic 43/25 938.890 31/18 941.126 441/256 941.562 50/29 943.050 69/40 943.916 221/128 945.483 221st harmonic 19/11 946.195 216/125 946.924 121/70 947.496 64/37 948.656 45/26 949.696 26/15 952.259 111/64 953.299 111th harmonic 85/49 953.617 59/34 954.216 125/72 955.031 augmented sixth (5/3 x 25/24) 33/19 955.760 40/23 958.039 87/50 958.905 47/27 959.642 54/31 960.829 223/128 961.080 223rd harmonic 61/35 961.745 68/39 962.473 96/55 964.323 110/63 964.896 7/4 968.826 septimal minor seventh, 7th harmonic 58/33 976.304 225/128 976.537 225th harmonic 51/29 977.333 95/54 977.962 44/25 978.691 37/21 980.563 30/17 983.313 113/64 984.215 113th harmonic 53/30 985.236 99/56 986.402 23/13 987.747 85/48 989.314 62/35 989.896 39/22 991.165 227/128 991.858 227th harmonic 55/31 992.596 87/49 993.880 16/9 996.090 Pythagorean small min. seventh 57/32 999.468 57th harmonic 2 to the 5/6ths 1000.000 equal-tempered minor seventh 98/55 1000.020 41/23 1000.788 91/51 1002.443 25/14 1003.802 59/33 1005.899 229/128 1007.045 229th harmonic 34/19 1007.442 43/24 1009.563 52/29 1010.950 61/34 1011.929 88/49 1013.666 115/64 1014.588 115th harmonic 9/5 1017.596 5-limit large minor seventh 92/51 1021.364 231/128 1022.099 231st harmonic 65/36 1022.931 56/31 1023.790 47/26 1024.979 38/21 1026.732 29/16 1029.577 29th harmonic 49/27 1031.787 69/38 1032.716 20/11 1034.996 91/50 1036.726 233/128 1037.023 233rd harmonic 51/28 1038.085 729/400 1039.103 31/17 1040.080 42/23 1042.507 95/52 1043.299 53/29 1043.927 117/64 1044.438 117th harmonic 64/35 1044.860 4000/2187 1045.256 11/6 1049.363 undecimal "median" seventh 235/128 1051.820 235th harmonic 90/49 1052.572 57/31 1054.432 46/25 1055.647 81/44 1056.502 35/19 1057.627 59/32 1059.172 59th harmonic 24/13 1061.427 85/46 1062.995 61/33 1063.612 37/20 1065.030 237/128 1066.492 237th harmonic 50/27 1066.762 63/34 1067.780 13/7 1071.702 119/64 1073.781 119th harmonic 54/29 1076.288 95/51 1076.916 41/22 1077.744 28/15 1080.557 239/128 1081.040 239th harmonic 43/23 1083.243 58/31 1084.542 15/8 1088.269 5-limit major seventh, 15th harmonic 92/49 1090.623 62/33 1091.763 47/25 1092.879 32/17 1095.045 241/128 1095.467 241st harmonic 49/26 1097.124 66/35 1098.133 2 to the 11/12ths 1100.000 equal-tempered major seventh 17/9 1101.045 121/64 1102.636 121st harmonic 87/46 1103.258 53/28 1104.679 125/66 1105.668 36/19 1106.397 91/48 1107.399 256/135 1107.821 55/29 1108.054 243/128 1109.775 Pythagorean major seventh, 243rd harmonic 19/10 1111.199 59/31 1114.136 40/21 1115.533 61/32 1116.885 61st harmonic 21/11 1119.463 65/34 1121.886 44/23 1123.044 245/128 1123.966 245th harmonic 23/12 1126.319 48/25 1129.328 121/63 1129.900 123/64 1131.017 123rd harmonic 25/13 1132.100 77/40 1133.830 52/27 1134.663 27/14 1137.039 septimal major seventh 247/128 1138.041 247th harmonic 56/29 1139.249 85/44 1139.951 29/15 1141.308 60/31 1143.233 31/16 1145.036 31st harmonic 95/49 1146.175 64/33 1146.727 33/17 1148.318 68/35 1149.816 243/125 1150.834 35/18 1151.230 249/128 1152.002 249th harmonic 37/19 1153.831 76/39 1155.030 39/20 1156.169 41/21 1158.281 125/64 1158.941 augmented seventh (15/8 x 25/24) 43/22 1160.200 88/45 1161.094 45/23 1161.949 47/24 1163.552 96/49 1164.303 49/25 1165.024 251/128 1165.852 251st harmonic 51/26 1166.383 53/27 1167.640 108/55 1168.233 55/28 1168.806 57/29 1169.891 59/30 1170.903 61/31 1171.849 63/32 1172.736 63rd harmonic 65/33 1173.568 69/35 1175.090 160/81 1178.494 253/128 1179.592 253rd harmonic 87/44 1180.214 91/46 1181.079 95/48 1181.872 99/50 1182.601 125/63 1186.205 127/64 1186.422 127th harmonic 255/128 1193.224 255th harmonic 2/1 1200.000 octave
