Scala analysis: johnson_ratwell
a rational well-temperament with five 24/19's
Generated by Scala: https://www.huygens-fokker.org/scala/
SHOW
0: 1/1 0.000000 unison, perfect prime 1: 19/18 93.603014 undevicesimal semitone 2: 103/92 195.526285 3: 32/27 294.134997 Pythagorean minor third 4: 361/288 391.116031 5: 4/3 498.044999 perfect fourth 6: 38/27 591.648014 7: 208/139 697.798375 8: 19/12 795.558015 undevicesimal minor sixth 9: 129/77 893.328858 10: 16/9 996.089998 Pythagorean minor seventh 11: 152/81 1089.693013 12: 2/1 1200.000000 octave
SHOW/INTERVAL
0: 81/76 110.3070 1: 19/18 93.6030 undevicesimal semitone 2: 927/874 101.9233 3: 2944/2781 98.6087 4: 1083/1024 96.9810 5: 384/361 106.9290 6: 19/18 93.6030 undevicesimal semitone 7: 2808/2641 106.1504 8: 2641/2496 97.7596 9: 1548/1463 97.7708 10: 1232/1161 102.7611 11: 19/18 93.6030 undevicesimal semitone 12: 81/76 110.3070
SHOW INTERVALS
Interval class, Number of incidences, Size: 1: 3 19/18 93.603 cents undevicesimal semitone 1: 1 1083/1024 96.981 cents 1: 1 2641/2496 97.760 cents 1: 1 1548/1463 97.771 cents 1: 1 2944/2781 98.609 cents 1: 1 927/874 101.923 cents 1: 1 1232/1161 102.761 cents 1: 1 2808/2641 106.150 cents 1: 1 384/361 106.929 cents 1: 1 81/76 110.307 cents 2: 1 103/92 195.526 cents 2: 1 17931/16016 195.530 cents 2: 1 8303/7416 195.590 cents 2: 1 11704/10449 196.364 cents 2: 1 156/139 199.753 cents 2: 3 64/57 200.532 cents 2: 4 9/8 203.910 cents major whole tone 3: 2 32/27 294.135 cents Pythagorean minor third 3: 4 19/16 297.513 cents 19th harmonic 3: 1 139/117 298.292 cents 3: 1 3483/2926 301.681 cents 3: 1 368/309 302.519 cents 3: 1 8343/6992 305.833 cents 3: 1 154/129 306.671 cents 3: 1 59904/50179 306.682 cents 4: 1 361/288 391.116 cents 4: 1 2641/2106 391.895 cents 4: 1 387/308 395.284 cents 4: 1 3496/2781 396.122 cents 4: 1 927/736 399.436 cents 4: 1 1463/1161 400.274 cents 4: 1 351/278 403.663 cents 4: 5 24/19 404.442 cents smaller undevicesimal major third 5: 6 4/3 498.045 cents perfect fourth 5: 2 171/128 501.423 cents 5: 1 7931/5934 502.197 cents 5: 1 139/104 502.202 cents 5: 1 37152/27797 502.213 cents 5: 1 19136/14317 502.272 cents 6: 2 38/27 591.648 cents 6: 1 361/256 595.026 cents two (19th harmonic) 6: 1 2641/1872 595.805 cents 6: 1 3483/2464 599.194 cents 6: 1 618/437 599.968 cents 6: 1 437/309 600.032 cents 6: 1 4928/3483 600.806 cents 6: 1 3744/2641 604.195 cents 6: 1 512/361 604.974 cents 6: 2 27/19 608.352 cents 7: 1 14317/9568 697.728 cents 7: 1 27797/18576 697.787 cents 7: 1 208/139 697.798 cents 7: 1 11868/7931 697.803 cents 7: 2 256/171 698.577 cents 7: 6 3/2 701.955 cents perfect fifth 8: 5 19/12 795.558 cents undevicesimal minor sixth 8: 1 556/351 796.337 cents 8: 1 2322/1463 799.726 cents 8: 1 1472/927 800.564 cents 8: 1 2781/1748 803.878 cents 8: 1 616/387 804.716 cents 8: 1 4212/2641 808.105 cents 8: 1 576/361 808.884 cents two (smaller undevicesimal major third) 9: 1 50179/29952 893.318 cents 9: 1 129/77 893.329 cents 9: 1 13984/8343 894.167 cents 9: 1 309/184 897.481 cents 9: 1 5852/3483 898.319 cents 9: 1 234/139 901.708 cents 9: 4 32/19 902.487 cents 19th subharmonic 9: 2 27/16 905.865 cents Pythagorean major sixth 10: 4 16/9 996.090 cents Pythagorean minor seventh 10: 3 57/32 999.468 cents undevicesimal minor seventh 10: 1 139/78 1000.247 cents 10: 1 10449/5852 1003.636 cents 10: 1 14832/8303 1004.410 cents 10: 1 32032/17931 1004.470 cents 10: 1 184/103 1004.474 cents 11: 1 152/81 1089.693 cents 11: 1 361/192 1093.071 cents 11: 1 2641/1404 1093.850 cents 11: 1 1161/616 1097.239 cents 11: 1 1748/927 1098.077 cents 11: 1 2781/1472 1101.391 cents 11: 1 1463/774 1102.229 cents 11: 1 4992/2641 1102.240 cents 11: 1 2048/1083 1103.019 cents 11: 3 36/19 1106.397 cents smaller undevicesimal major seventh Highest number of different intervals for one interval class: 10 Average number of different intervals per interval class: 8.00000 = 8
SHOW/LINE/CENTS INTERVALS
1 2 3 4 5 6 7 8 9 10 11 12 0.0 : 93.6 195.5 294.1 391.1 498.0 591.6 697.8 795.6 893.3 996.1 1089.7 1200.0 93.6 : 101.9 200.5 297.5 404.4 498.0 604.2 702.0 799.7 902.5 996.1 1106.4 1200.0 195.5 : 98.6 195.6 302.5 396.1 502.3 600.0 697.8 800.6 894.2 1004.5 1098.1 1200.0 294.1 : 97.0 203.9 297.5 403.7 501.4 599.2 702.0 795.6 905.9 999.5 1101.4 1200.0 391.1 : 106.9 200.5 306.7 404.4 502.2 605.0 698.6 808.9 902.5 1004.4 1103.0 1200.0 498.0 : 93.6 199.8 297.5 395.3 498.0 591.6 702.0 795.6 897.5 996.1 1093.1 1200.0 591.6 : 106.2 203.9 301.7 404.4 498.0 608.4 702.0 803.9 902.5 999.5 1106.4 1200.0 697.8 : 97.8 195.5 298.3 391.9 502.2 595.8 697.7 796.3 893.3 1000.2 1093.8 1200.0 795.6 : 97.8 200.5 294.1 404.4 498.0 600.0 698.6 795.6 902.5 996.1 1102.2 1200.0 893.3 : 102.8 196.4 306.7 400.3 502.2 600.8 697.8 804.7 898.3 1004.5 1102.2 1200.0 996.1 : 93.6 203.9 297.5 399.4 498.0 595.0 702.0 795.6 901.7 999.5 1097.2 1200.0 1089.7: 110.3 203.9 305.8 404.4 501.4 608.4 702.0 808.1 905.9 1003.6 1106.4 1200.0 1200.0
SHOW/SPAN INTERVALS
Interval class, Interval span, Span size, Gap to prev. class: 1: 93.6030 .. 110.3070 cents 729/722, 16.7040 cents 19/18, 93.6030 cents 2: 195.5263 .. 203.9100 cents 207/206, 8.3837 cents 1957/1863, 85.2193 cents 3: 294.1350 .. 306.6823 cents 50544/50179, 12.5473 cents 256/243, 90.2250 cents 4: 391.1160 .. 404.4420 cents 6912/6859, 13.3260 cents 18114619/17252352, 84.4337 cents 5: 498.0450 .. 502.2721 cents 14352/14317, 4.2271 cents 19/18, 93.6030 cents 6: 591.6480 .. 608.3520 cents 729/722, 16.7040 cents 272023/258336, 89.3759 cents 7: 697.7279 .. 701.9550 cents 14352/14317, 4.2271 cents 272023/258336, 89.3759 cents 8: 795.5580 .. 808.8840 cents 6912/6859, 13.3260 cents 19/18, 93.6030 cents 9: 893.3177 .. 905.8650 cents 50544/50179, 12.5473 cents 18114619/17252352, 84.4337 cents 10: 996.0900 .. 1004.4737 cents 207/206, 8.3837 cents 256/243, 90.2250 cents 11: 1089.6930 .. 1106.3970 cents 729/722, 16.7040 cents 1957/1863, 85.2193 cents
SHOW DATA
Number of notes : 12 -- Interval properties -- Smallest interval : 19/18, 93.6030 cents, class 1 Average step (divided formal octave): 100.0000 cents Largest one step interval : 81/76, 110.3070 cents Average / Smallest step : 1.068342 Largest / Average step : 1.103070 Largest / Smallest step : 1.178456 Median interval of one step : 98.18978 cents, amount: 0 Most common interval of one step : 19/18, 93.6030 cents, amount: 3 Least squares average step : 99.39719 cents, oct.: 1192.76628 cents Scale is strictly proper Step pattern alph. order: ABCDEAFGHIAJ Step pattern size order : AFEBIAHCDGAJ Scale is a Constant Structure, by a margin of 84.43369 cents Scale diversity : 1.087929 Rothenberg stability : 1.000000 = 1 Lumma stability : 0.894100 Rothenberg efficiency : 0.232419 redundancy: 0.767581 Efficiency x scale size : 2.789033 Number of different interval sizes : 88 = 8.00000 / class Number of one step interval sizes : 10 Highest interval variety : 10 Mean interval variety : 8.00000 = 8 Median interval variety : 6 Lowest interval variety : 6 Smallest interval difference : 412413/412412, 0.0042 cents Most common intervals : 4/3, 498.0450 cents & inv., amount: 6 Most common triad is 0.0 498.045 701.955 cents, amount: 4 Number of recognisable fifths : 12, average 700.0000 cents Scale is a well-temperament. It has 6 different sizes of fifth Scale has monotonic third-sizes over circle of fifths Best fifths form a closed circle Length of longest subharmonic part : 1 at degree 0 Formal octave complements present : 1 = 8.3333% Limited transpositions with margin 16.7040 cents: 2 3 4 5 7 8 9 10 Limited inverse transpositions with margin 16.7040 cents: 1 2 3 4 6 7 8 9 11 -- Rational properties -- Prime limit : 139 Odd number limit : 50179 (O: 50179 U: 50179) Highest odd numerator or denominator: 361 Scale harmonicity : 0.005427 Fundamental : 1/638070048, -29.2491 octaves, 0.0000 Hz. Guide tone : 1995388512, 30.8940 octaves, 522044647447.121 Hz. Exponens Consonantiae : 1.273198E+18, 60.14316 octaves Euler's gradus suavitatis : 389 Sum of Mann's harmonic distance : 928.5, average 77.37500 Mersenne's string divisions : too high to compute Sum of van Prooijen's expressibility: 17.58403, average 1.46534 Sum of Tenney's harmonic distance : 35.92021, average 2.99335 Vogel's harmonic complexity : 201.33333 Wille's k value : 399901540 Wilson's harmonic complexity : 392 Rectangular lattice diameter : 14 Triangular lattice diameter : 6 Lattice compactness : 334.11826, average 4.28357 Lattice compactness (without 2's) : 171.63340, average 2.20043 Number of different primes : 10 Prime exponents' range, average, count, tones@limit: 2: -5 .. 5 0.83333 30 1 3: -4 .. 1 -1.41667 19 3 7: -1 .. 0 -0.08333 1 11: -1 .. 0 -0.08333 1 13: 0 .. 1 0.08333 1 19: 0 .. 2 0.50000 6 5 23: -1 .. 0 -0.08333 1 43: 0 .. 1 0.08333 1 1 103: 0 .. 1 0.08333 1 1 139: -1 .. 0 -0.08333 1 1 Average exponent except 2's :-12 / 12 =-1.00000 Average absolute exponent except 2's: 32 / 12 = 2.66667 Scale is JI-epimorphic with val: <12 19 33 41 43 51 53 64 79 84| Scale is JI-epimorphic with val: <12 19 33 41 43 51 54 64 80 84| Scale is JI-epimorphic with val: <12 19 33 41 43 51 55 64 81 84| Scale is JI-epimorphic with val: <12 19 33 41 44 51 53 64 79 85| Scale is JI-epimorphic with val: <12 19 33 41 44 51 54 64 80 85| Scale is JI-epimorphic with val: <12 19 33 41 44 51 55 64 81 85| Scale is JI-epimorphic with val: <12 19 33 41 45 51 53 64 79 86| Scale is JI-epimorphic with val: <12 19 33 41 45 51 54 64 80 86| Scale is JI-epimorphic with val: <12 19 33 41 45 51 55 64 81 86| Scale is JI-epimorphic with val: <12 19 33 42 43 51 53 65 79 84| Scale is JI-epimorphic with val: <12 19 33 42 43 51 54 65 80 84| Scale is JI-epimorphic with val: <12 19 33 42 43 51 55 65 81 84| Scale is JI-epimorphic with val: <12 19 33 42 44 51 53 65 79 85| Scale is JI-epimorphic with val: <12 19 33 42 44 51 54 65 80 85| Scale is JI-epimorphic with val: <12 19 33 42 44 51 55 65 81 85| Scale is JI-epimorphic with val: <12 19 33 42 45 51 53 65 79 86| Scale is JI-epimorphic with val: <12 19 33 42 45 51 54 65 80 86| Scale is JI-epimorphic with val: <12 19 33 42 45 51 55 65 81 86| Scale is JI-epimorphic with val: <12 19 33 43 43 51 53 66 79 84| Scale is JI-epimorphic with val: <12 19 33 43 43 51 54 66 80 84| Scale is JI-epimorphic with val: <12 19 33 43 43 51 55 66 81 84| Scale is JI-epimorphic with val: <12 19 33 43 44 51 53 66 79 85| Scale is JI-epimorphic with val: <12 19 33 43 44 51 54 66 80 85| Scale is JI-epimorphic with val: <12 19 33 43 44 51 55 66 81 85| Scale is weakly epimorphic with val: <12 19 33 43 45 51 53 64 79 84| Scale is JI-epimorphic with val: <12 19 33 43 45 51 53 66 79 86| Scale is weakly epimorphic with val: <12 19 33 43 45 51 54 64 80 84| Scale is JI-epimorphic with val: <12 19 33 43 45 51 54 66 80 86| Scale is weakly epimorphic with val: <12 19 33 43 45 51 55 64 81 84| Scale is JI-epimorphic with val: <12 19 33 43 45 51 55 66 81 86| Scale is JI-epimorphic with val: <12 19 34 41 43 51 53 65 79 84| Scale is JI-epimorphic with val: <12 19 34 41 43 51 54 65 80 84| Scale is JI-epimorphic with val: <12 19 34 41 43 51 55 65 81 84| Scale is JI-epimorphic with val: <12 19 34 41 44 51 53 65 79 85| Scale is JI-epimorphic with val: <12 19 34 41 44 51 54 65 80 85| Scale is JI-epimorphic with val: <12 19 34 41 44 51 55 65 81 85| Scale is JI-epimorphic with val: <12 19 34 41 45 51 53 65 79 86| Scale is JI-epimorphic with val: <12 19 34 41 45 51 54 65 80 86| Scale is JI-epimorphic with val: <12 19 34 41 45 51 55 65 81 86| Scale is JI-epimorphic with val: <12 19 34 42 43 51 53 66 79 84| Scale is JI-epimorphic with val: <12 19 34 42 43 51 54 66 80 84| Scale is JI-epimorphic with val: <12 19 34 42 43 51 55 66 81 84| Scale is JI-epimorphic with val: <12 19 34 42 44 51 53 66 79 85| Scale is JI-epimorphic with val: <12 19 34 42 44 51 54 66 80 85| Scale is JI-epimorphic with val: <12 19 34 42 44 51 55 66 81 85| Scale is weakly epimorphic with val: <12 19 34 42 45 51 53 64 79 84| Scale is JI-epimorphic with val: <12 19 34 42 45 51 53 66 79 86| Scale is weakly epimorphic with val: <12 19 34 42 45 51 54 64 80 84| Scale is JI-epimorphic with val: <12 19 34 42 45 51 54 66 80 86| Scale is weakly epimorphic with val: <12 19 34 42 45 51 55 64 81 84| Scale is JI-epimorphic with val: <12 19 34 42 45 51 55 66 81 86| Scale is weakly epimorphic with val: <12 19 34 43 45 51 53 65 79 84| Scale is weakly epimorphic with val: <12 19 34 43 45 51 54 65 80 84| Scale is weakly epimorphic with val: <12 19 34 43 45 51 55 65 81 84| Scale is JI-epimorphic with val: <12 19 35 41 43 51 53 66 79 84| Scale is JI-epimorphic with val: <12 19 35 41 43 51 54 66 80 84| Scale is JI-epimorphic with val: <12 19 35 41 43 51 55 66 81 84| Scale is JI-epimorphic with val: <12 19 35 41 44 51 53 66 79 85| Scale is JI-epimorphic with val: <12 19 35 41 44 51 54 66 80 85| Scale is JI-epimorphic with val: <12 19 35 41 44 51 55 66 81 85| Scale is weakly epimorphic with val: <12 19 35 41 45 51 53 64 79 84| Scale is JI-epimorphic with val: <12 19 35 41 45 51 53 66 79 86| Scale is weakly epimorphic with val: <12 19 35 41 45 51 54 64 80 84| Scale is JI-epimorphic with val: <12 19 35 41 45 51 54 66 80 86| Scale is weakly epimorphic with val: <12 19 35 41 45 51 55 64 81 84| Scale is JI-epimorphic with val: <12 19 35 41 45 51 55 66 81 86| Scale is weakly epimorphic with val: <12 19 35 42 45 51 53 65 79 84| Scale is weakly epimorphic with val: <12 19 35 42 45 51 54 65 80 84| Scale is weakly epimorphic with val: <12 19 35 42 45 51 55 65 81 84| Scale is weakly epimorphic with val: <12 19 35 43 45 51 53 66 79 84| Scale is weakly epimorphic with val: <12 19 35 43 45 51 54 66 80 84| Scale is weakly epimorphic with val: <12 19 35 43 45 51 55 66 81 84|
FIT/MODE
12: 1 1 1 1 1 1 1 1 1 1 1 1 SP B ME I SD: 6.0446 c. M:-10.3070 c. Twelve-tone Chromatic (1/11-comma) 53: 4 5 4 4 5 4 5 4 4 5 4 5 SP M ME SD: 4.7060 c. M: 10.3100 c. Schismic-12 54: 4 5 4 5 4 5 4 5 4 5 4 5 SP B ME SD: 6.0348 c. M: 9.1561 c. 55: 4 5 4 5 5 4 5 4 5 5 4 5 SP M ME SD: 5.2954 c. M: 10.4986 c. 62: 5 5 5 5 6 4 6 5 5 5 5 6 SP D3 SD: 5.1757 c. M: 11.0029 c. 65: 5 6 5 5 6 5 6 5 5 6 5 6 SP M ME SD: 3.4427 c. M:-7.5506 c. 73: 6 6 6 6 6 6 6 6 6 7 5 7 SP D3 SD: 4.6803 c. M: 7.3874 c. 74: 6 6 6 6 7 5 7 6 6 6 6 7 SP D3 SD: 3.7411 c. M: 7.8642 c. 75: 6 6 6 6 7 6 7 6 6 6 6 7 SP D3 SD: 4.0382 c. M: 7.1160 c. 77: 6 7 6 6 7 6 7 6 6 7 6 7 SP M ME SD: 2.8591 c. M:-7.0711 c. 78: 6 7 6 6 7 6 7 7 6 7 6 7 SP D3 SD: 4.3080 c. M: 7.0326 c. 79: 6 7 6 7 7 6 7 6 7 7 6 7 SP M ME SD: 3.7048 c. M:-6.4416 c. 85: 7 7 7 7 7 7 7 7 7 8 6 8 SP D3 SD: 4.0246 c. M:-6.2629 c. 86: 7 7 7 7 8 6 8 7 7 7 7 8 SP D3 SD: 2.8678 c. M: 5.6015 c. 89: 7 8 7 7 8 7 8 7 7 8 7 8 SP M ME SD: 2.6914 c. M:-6.7209 c. 90: 7 8 7 7 8 7 8 8 7 8 7 8 SP D3 SD: 3.6026 c. M: 4.9813 c. 91: 7 8 7 8 8 7 8 7 8 8 7 8 SP M ME SD: 3.5072 c. M:-6.1078 c. 95: 7 8 8 8 8 8 8 8 8 8 7 9 SP D3 SD: 3.4953 c. M: 6.0526 c. 98: 8 8 8 8 9 7 9 8 8 8 8 9 SP D3 SD: 2.4048 c. M:-4.3562 c. 101: 8 9 8 8 9 8 9 8 8 9 8 9 SP M ME SD: 2.7440 c. M:-6.4539 c. 110: 9 9 9 9 10 8 10 9 9 9 9 10 SP D3 SD: 2.2411 c. M:-4.5788 c. 119: 9 10 10 10 10 10 10 10 10 10 9 11 SP D3 SD: 2.6649 c. M:-4.1501 c. 122: 10 10 10 10 11 9 11 10 10 10 10 11 SP D3 SD: 2.2675 c. M:-4.7576 c. 128: 10 11 10 11 11 10 11 11 10 11 10 12 SP D3 SD: 2.2217 c. M: 4.0484 c. 130: 10 11 11 10 12 10 12 10 11 11 10 12 SP D3 SD: 1.8435 c. M:-3.7401 c. 140: 11 12 11 12 12 11 12 12 11 12 11 13 SP D3 SD: 1.9211 c. M: 3.5127 c. 142: 11 12 12 11 13 11 13 11 12 12 11 13 SP D3 SD: 1.6399 c. M:-3.6101 c. 154: 12 13 13 12 14 12 14 12 13 13 12 14 SP D3 SD: 1.6109 c. M:-3.5003 c. 159: 12 14 13 13 14 12 14 13 13 14 12 15 SP SD: 2.1991 c. M: 3.4588 c. 160: 12 14 13 13 14 13 14 13 13 14 12 15 SP SD: 1.7093 c. M: 3.6030 c. 163: 13 14 13 13 15 12 15 13 13 14 13 15 SP SD: 1.9127 c. M:-3.2467 c. 164: 13 14 13 13 15 13 14 14 13 14 13 15 SP SD: 1.6748 c. M: 3.3112 c. 166: 13 14 14 13 15 13 15 13 14 14 13 15 SP D3 SD: 1.6972 c. M:-3.4064 c. 168: 13 14 14 14 15 13 15 13 14 14 14 15 SP T3 SD: 2.0505 c. M: 3.2329 c. 171: 13 15 14 14 15 13 15 14 14 15 13 16 SP SD: 1.8180 c. M: 3.0615 c. 172: 13 15 14 14 15 14 15 14 14 15 13 16 SP SD: 1.3980 c. M: 2.9053 c. 176: 14 15 14 14 16 14 15 15 14 15 14 16 SP SD: 1.5782 c. M: 2.4797 c. 178: 14 15 15 14 16 14 16 14 15 15 14 16 SP D3 SD: 1.8440 c. M:-3.3252 c. 179: 14 15 15 14 16 14 16 15 14 16 14 16 SP SD: 1.8069 c. M:-3.0444 c. 181: 14 15 15 15 16 14 16 15 15 15 14 17 SP SD: 1.6916 c. M: 3.2611 c. 183: 14 16 15 15 16 14 16 15 15 16 14 17 SP SD: 1.5606 c. M: 2.7164 c. 184: 14 16 15 15 16 15 16 15 15 16 14 17 SP SD: 1.2317 c. M: 2.3928 c. 188: 15 16 15 15 17 15 16 16 15 16 15 17 SP SD: 1.5902 c. M:-2.3461 c. 193: 15 16 16 16 17 15 17 16 16 16 15 18 SP SD: 1.4008 c. M: 2.7802 c. 196: 15 17 16 16 17 16 17 16 16 17 15 18 SP SD: 1.2012 c. M:-2.2295 c. 208: 16 18 17 17 18 17 18 17 17 18 16 19 SP SD: 1.2721 c. M:-2.5828 c. 217: 17 18 18 18 19 17 19 18 18 18 17 20 SP SD: 1.1598 c. M:-2.5237 c. 219: 17 19 18 17 20 17 19 18 18 19 17 20 SP SD: 1.2108 c. M: 2.0749 c. 229: 18 19 19 19 20 18 20 19 18 20 18 21 SP SD: 1.1447 c. M: 2.4992 c. 231: 18 20 19 18 21 18 20 19 19 20 18 21 SP SD: 1.1933 c. M:-1.9689 c. 234: 18 20 19 19 21 18 21 19 19 20 18 22 SP SD: 1.3157 c. M: 2.5135 c. 239: 19 20 20 19 21 19 21 19 20 20 19 22 SP SD: 1.2469 c. M: 2.2526 c. 241: 19 20 20 20 21 19 21 20 19 21 19 22 SP SD: 1.1298 c. M:-2.2450 c. 246: 19 21 20 20 22 19 22 20 20 21 19 23 SP SD: 0.9683 c. M: 1.8881 c. 258: 20 22 21 21 23 20 23 21 21 22 20 24 SP SD: 0.6624 c. M: 1.3209 c. 270: 21 23 22 22 24 21 24 22 22 23 21 25 SP SD: 0.4091 c. M: 0.8041 c. 282: 22 24 23 23 25 22 25 23 23 24 22 26 SP SD: 0.2682 c. M: 0.5180 c. 783: 61 67 64 63 70 61 69 64 64 67 61 72 SP SD: 0.2633 c. M:-0.6423 c. 795: 62 68 65 64 71 62 70 65 65 68 62 73 SP SD: 0.2690 c. M:-0.7001 c. 836: 65 71 69 67 75 65 74 68 68 72 65 77 SP SD: 0.3171 c. M: 0.6854 c. 848: 66 72 70 68 76 66 75 69 69 73 66 78 SP SD: 0.2512 c. M: 0.5500 c. 858: 67 73 70 70 76 67 76 70 70 73 67 79 SP SD: 0.2685 c. M:-0.4924 c. 860: 67 73 71 69 77 67 76 70 70 74 67 79 SP SD: 0.2048 c. M: 0.4184 c. 872: 68 74 72 70 78 68 77 71 71 75 68 80 SP SD: 0.1890 c. M:-0.3604 c. 1065: 83 90 88 86 95 83 94 87 87 91 83 98 SP SD: 0.2159 c. M: 0.5967 c. 1077: 84 91 89 87 96 84 95 88 88 92 84 99 SP SD: 0.1951 c. M: 0.5402 c. 1118: 87 95 92 90 100 87 99 91 91 96 87 103 SP SD: 0.2096 c. M: 0.4184 c. 1130: 88 96 93 91 101 88 100 92 92 97 88 104 SP SD: 0.1501 c. M: 0.3196 c. 1142: 89 97 94 92 102 89 101 93 93 98 89 105 SP SD: 0.1005 c. M: 0.2229 c. 1154: 90 98 95 93 103 90 102 94 94 99 90 106 SP SD: 0.0780 c. M:-0.1458 c. 1424: 111 121 117 115 127 111 126 116 116 122 111 131 SP SD: 0.0578 c. M: 0.1048 c. 1436: 112 122 118 116 128 112 127 117 117 123 112 132 SP SD: 0.0152 c. M: 0.0297 c.
FIT/HARMONIC
1 x x x x x x x x x x x 2 S SD: 0.0000 cents 2 x x x x x x 3 x x x x 4 S SD: 2.0783 cents 3 x x x x 4 x x x 5 x x 6 S SD: 2.9900 cents 4 x x x 5 x x 6 x x 7 x 8 S SD: 6.9985 cents 5 x x 6 x x 7 x 8 x 9 x 10 S SD: 7.3134 cents 6 x x 7 x 8 x 9 x 10 x 11:12 S SD: 8.2791 cents 7 x 8 x 9 x 10 x 11:12 x 13:14 S SD: 11.0196 cents 8 x 9 x 10 x 11:12:13 x 14:15:16 S SD: 8.3897 cents 9 x 10 x 11:12:13 x 14:15:16:17:18 S SD: 8.0532 cents 10 x 11:12 x 13:14:15:16:17:18:19:20 S SD: 7.2873 cents 11 x 12:13:14:15 x 16:17:18:20:21:22 S SD: 11.1708 cents 12:13 x 14:15:16:17:18:19:20:21:23:24 SD: 6.4923 cents 13:14 x 15:16:17:18:19:21:22:23:24:26 SD: 9.2395 cents 14:15:16:17:18:19:20:21:22:23:25:26:28 SD: 7.8885 cents 15:16:17:18:19:20:21:22:24:25:27:28:30 SD: 5.1462 cents 16:17:18:19:20:21:23:24:25:27:28:30:32 SD: 5.1127 cents 17:18:19:20:21:23:24:25:27:28:30:32:34 SD: 4.9326 cents 22:23:25:26:28:29:31:33:35:37:39:41:44 SD: 4.0448 cents 24:25:27:28:30:32:34:36:38:40:43:45:48 SD: 3.5086 cents 27:29:30:32:34:36:38:40:43:45:48:51:54 SD: 3.4907 cents 31:33:35:37:39:41:44:46:49:52:55:58:62 SD: 2.9927 cents 32:34:36:38:40:43:45:48:51:54:57:60:64 SD: 2.2576 cents 36:38:40:43:45:48:51:54:57:60:64:68:72 SD: 2.2550 cents 39:41:44:46:49:52:55:58:62:65:69:73:78 SD: 2.1369 cents 48:51:54:57:60:64:68:72:76:80:85:90:96 S SD: 1.8786 cents 49:52:55:58:61:65:69:73:78:82:87:92:98 SD: 1.8358 cents 50:53:56:59:63:67:70:75:79:84:89:94:100 SD: 1.7049 cents 55:58:62:65:69:73:77:82:87:92:98:103:110 SD: 1.6548 cents 58:61:65:69:73:77:82:87:92:97:103:109:116 SD: 1.4410 cents 59:62:66:70:74:79:83:88:93:99:105:111:118 SD: 1.2987 cents 71:75:79:84:89:95:100:106:112:119:126:133:142 SD: 1.2917 cents 72:76:81:85:90:96:101:108:114:121:128:135:144 SD: 1.2367 cents 74:78:83:88:93:99:104:111:117:124:132:139:148 SD: 1.0910 cents 75:79:84:89:94:100:106:112:119:126:133:141:150 SD: 1.0189 cents 86:91:96:102:108:115:121:129:136:144:153:161:172 SD: 0.9223 cents 91:96:102:108:114:121:128:136:144:152:162:171:182 SD: 0.7421 cents 108:114:121:128:135:144:152:162:171:181:192:203:216 SD: 0.5914 cents 123:130:138:146:154:164:173:184:195:206:219:231:246 SD: 0.5595 cents 145:153:162:172:182:193:204:217:230:243:258:272:290 SD: 0.5477 cents 157:166:176:186:197:209:221:235:249:263:279:295:314 SD: 0.5208 cents 161:170:180:191:202:215:227:241:255:270:286:302:322 SD: 0.4894 cents 177:187:198:210:222:236:249:265:280:297:315:332:354 SD: 0.4088 cents 194:205:217:230:243:259:273:290:307:325:345:364:388 SD: 0.3469 cents 201:212:225:238:252:268:283:301:318:337:357:377:402 SD: 0.3088 cents 216:228:242:256:271:288:304:323:342:362:384:405:432 SD: 0.2349 cents 292:308:327:346:366:389:411:437:462:489:519:548:584 SD: 0.2104 cents 324:342:363:384:406:432:456:485:513:543:576:608:648 SD: 0.1335 cents 486:513:544:576:609:648:684:727:770:814:864:912:972 SD: 0.1242 cents 552:583:618:654:692:736:777:826:874:925:981:1036:1104 SD: 0.1181 cents 576:608:645:683:722:768:811:862:912:965:1024:1081:1152 SD: 0.0985 cents