Scala analysis: xenogj24

Neo-Gothic 3/17-flavor JI (keyboards 459:448 apart)

Generated by Scala: https://www.huygens-fokker.org/scala/

SHOW
  0:          1/1               0.000000 unison, perfect prime
  1:        459/448            41.994506
  2:       2187/2048          113.685006 apotome
  3:    1003833/917504        155.679512
  4:          9/8             203.910002 major whole tone
  5:       4131/3584          245.904507
  6:         32/27            294.134997 Pythagorean minor third
  7:         17/14            336.129503 supraminor third
  8:         81/64            407.820003 Pythagorean major third
  9:      37179/28672         449.814509
 10:          4/3             498.044999 perfect fourth
 11:        153/112           540.039505
 12:        729/512           611.730005 Pythagorean tritone
 13:     334611/229376        653.724511
 14:          3/2             701.955001 perfect fifth
 15:       1377/896           743.949506
 16:       6561/4096          815.640007 Pythagorean augmented fifth
 17:    3011499/1835008       857.634513
 18:         27/16            905.865003 Pythagorean major sixth
 19:      12393/7168          947.859508
 20:         16/9             996.089998 Pythagorean minor seventh
 21:         51/28           1038.084504
 22:        243/128          1109.775004 Pythagorean major seventh
 23:     111537/57344        1151.769510
 24:          2/1            1200.000000 octave
SHOW/INTERVAL
  0:     114688/111537         48.2305 
  1:        459/448            41.9945 
  2:        567/544            71.6905 
  3:        459/448            41.9945 
  4:     114688/111537         48.2305 
  5:        459/448            41.9945 
  6:     114688/111537         48.2305 
  7:        459/448            41.9945 
  8:        567/544            71.6905 
  9:        459/448            41.9945 
 10:     114688/111537         48.2305 
 11:        459/448            41.9945 
 12:        567/544            71.6905 
 13:        459/448            41.9945 
 14:     114688/111537         48.2305 
 15:        459/448            41.9945 
 16:        567/544            71.6905 
 17:        459/448            41.9945 
 18:     114688/111537         48.2305 
 19:        459/448            41.9945 
 20:     114688/111537         48.2305 
 21:        459/448            41.9945 
 22:        567/544            71.6905 
 23:        459/448            41.9945 
 24:     114688/111537         48.2305 
SHOW INTERVALS
Interval class, Number of incidences, Size:
  1:  12 459/448             41.995 cents   
  1:   7 114688/111537       48.230 cents   
  1:   5 567/544             71.691 cents   
  2:  14 256/243             90.225 cents   limma, Pythagorean minor second
  2:  10 2187/2048           113.685 cents  apotome
  3:   7 68/63               132.220 cents  supraminor second
  3:   2 29360128/27103491   138.455 cents  
  3:   5 1003833/917504      155.680 cents  
  3:  10 56/51               161.915 cents  
  4:   4 65536/59049         180.450 cents  Pythagorean diminished third
  4:  20 9/8                 203.910 cents  major whole tone
  5:   2 17408/15309         222.444 cents  
  5:  10 4131/3584           245.905 cents  
  5:   9 14336/12393         252.140 cents  
  5:   3 5103/4352           275.601 cents  
  6:  18 32/27               294.135 cents  Pythagorean minor third
  6:   6 19683/16384         317.595 cents  Pythagorean augmented second
  7:   9 17/14               336.130 cents  supraminor third
  7:   4 3670016/3011499     342.365 cents  
  7:   3 9034497/7340032     359.590 cents  
  7:   8 21/17               365.825 cents  submajor third
  8:   8 8192/6561           384.360 cents  Pythagorean diminished fourth
  8:  16 81/64               407.820 cents  Pythagorean major third
  9:   4 2176/1701           426.354 cents  
  9:   8 37179/28672         449.815 cents  
  9:  11 1792/1377           456.050 cents  
  9:   1 45927/34816         479.511 cents  
 10:  22 4/3                 498.045 cents  perfect fourth
 10:   2 177147/131072       521.505 cents  Pythagorean augmented third
 11:  11 153/112             540.040 cents  
 11:   6 458752/334611       546.275 cents  
 11:   1 81310473/58720256   563.500 cents  
 11:   6 189/136             569.735 cents  
 12:  12 1024/729            588.270 cents  Pythagorean diminished fifth
 12:  12 729/512             611.730 cents  Pythagorean tritone
 13:   6 272/189             630.265 cents  
 13:   1 117440512/81310473  636.500 cents  
 13:   6 334611/229376       653.725 cents  
 13:  11 224/153             659.960 cents  
 14:   2 262144/177147       678.495 cents  Pythagorean diminished sixth
 14:  22 3/2                 701.955 cents  perfect fifth
 15:   1 69632/45927         720.489 cents  
 15:  11 1377/896            743.950 cents  
 15:   8 57344/37179         750.185 cents  
 15:   4 1701/1088           773.646 cents  
 16:  16 128/81              792.180 cents  Pythagorean minor sixth
 16:   8 6561/4096           815.640 cents  Pythagorean augmented fifth
 17:   8 34/21               834.175 cents  supraminor sixth
 17:   3 14680064/9034497    840.410 cents  
 17:   4 3011499/1835008     857.635 cents  
 17:   9 28/17               863.870 cents  submajor sixth
 18:   6 32768/19683         882.405 cents  Pythagorean diminished seventh
 18:  18 27/16               905.865 cents  Pythagorean major sixth
 19:   3 8704/5103           924.399 cents  
 19:   9 12393/7168          947.860 cents  
 19:  10 7168/4131           954.095 cents  
 19:   2 15309/8704          977.556 cents  
 20:  20 16/9                996.090 cents  Pythagorean minor seventh
 20:   4 59049/32768         1019.550 cents Pythagorean augmented sixth
 21:  10 51/28               1038.085 cents 
 21:   5 1835008/1003833     1044.320 cents 
 21:   2 27103491/14680064   1061.545 cents 
 21:   7 63/34               1067.780 cents submajor seventh
 22:  10 4096/2187           1086.315 cents Pythagorean diminished octave
 22:  14 243/128             1109.775 cents Pythagorean major seventh
 23:   5 1088/567            1128.309 cents 
 23:   7 111537/57344        1151.770 cents 
 23:  12 896/459             1158.005 cents 
Highest number of different intervals for one interval class: 4
Average number of different intervals per interval class: 2.95652 = 68/23
SHOW/LINE/CENTS INTERVALS
         1    2     3     4     5     6     7     8     9     10    11    12    13    14    15    16    17    18    19    20    
 21     22     23     24    
 0.0   : 42.0 113.7 155.7 203.9 245.9 294.1 336.1 407.8 449.8 498.0 540.0 611.7 653.7 702.0 743.9 815.6 857.6 905.9 947.9 996.1 
 1038.1 1109.8 1151.8 1200.0
 42.0  : 71.7 113.7 161.9 203.9 252.1 294.1 365.8 407.8 456.1 498.0 569.7 611.7 660.0 702.0 773.6 815.6 863.9 905.9 954.1 996.1 
 1067.8 1109.8 1158.0 1200.0
 113.7 : 42.0 90.2  132.2 180.4 222.4 294.1 336.1 384.4 426.4 498.0 540.0 588.3 630.3 702.0 743.9 792.2 834.2 882.4 924.4 996.1 
 1038.1 1086.3 1128.3 1200.0
 155.7 : 48.2 90.2  138.5 180.4 252.1 294.1 342.4 384.4 456.1 498.0 546.3 588.3 660.0 702.0 750.2 792.2 840.4 882.4 954.1 996.1 
 1044.3 1086.3 1158.0 1200.0
 203.9 : 42.0 90.2  132.2 203.9 245.9 294.1 336.1 407.8 449.8 498.0 540.0 611.7 653.7 702.0 743.9 792.2 834.2 905.9 947.9 996.1 
 1038.1 1109.8 1151.8 1200.0
 245.9 : 48.2 90.2  161.9 203.9 252.1 294.1 365.8 407.8 456.1 498.0 569.7 611.7 660.0 702.0 750.2 792.2 863.9 905.9 954.1 996.1 
 1067.8 1109.8 1158.0 1200.0
 294.1 : 42.0 113.7 155.7 203.9 245.9 317.6 359.6 407.8 449.8 521.5 563.5 611.7 653.7 702.0 743.9 815.6 857.6 905.9 947.9 1019.6
 1061.5 1109.8 1151.8 1200.0
 336.1 : 71.7 113.7 161.9 203.9 275.6 317.6 365.8 407.8 479.5 521.5 569.7 611.7 660.0 702.0 773.6 815.6 863.9 905.9 977.6 1019.6
 1067.8 1109.8 1158.0 1200.0
 407.8 : 42.0 90.2  132.2 203.9 245.9 294.1 336.1 407.8 449.8 498.0 540.0 588.3 630.3 702.0 743.9 792.2 834.2 905.9 947.9 996.1 
 1038.1 1086.3 1128.3 1200.0
 449.8 : 48.2 90.2  161.9 203.9 252.1 294.1 365.8 407.8 456.1 498.0 546.3 588.3 660.0 702.0 750.2 792.2 863.9 905.9 954.1 996.1 
 1044.3 1086.3 1158.0 1200.0
 498.0 : 42.0 113.7 155.7 203.9 245.9 317.6 359.6 407.8 449.8 498.0 540.0 611.7 653.7 702.0 743.9 815.6 857.6 905.9 947.9 996.1 
 1038.1 1109.8 1151.8 1200.0
 540.0 : 71.7 113.7 161.9 203.9 275.6 317.6 365.8 407.8 456.1 498.0 569.7 611.7 660.0 702.0 773.6 815.6 863.9 905.9 954.1 996.1 
 1067.8 1109.8 1158.0 1200.0
 611.7 : 42.0 90.2  132.2 203.9 245.9 294.1 336.1 384.4 426.4 498.0 540.0 588.3 630.3 702.0 743.9 792.2 834.2 882.4 924.4 996.1 
 1038.1 1086.3 1128.3 1200.0
 653.7 : 48.2 90.2  161.9 203.9 252.1 294.1 342.4 384.4 456.1 498.0 546.3 588.3 660.0 702.0 750.2 792.2 840.4 882.4 954.1 996.1 
 1044.3 1086.3 1158.0 1200.0
 702.0 : 42.0 113.7 155.7 203.9 245.9 294.1 336.1 407.8 449.8 498.0 540.0 611.7 653.7 702.0 743.9 792.2 834.2 905.9 947.9 996.1 
 1038.1 1109.8 1151.8 1200.0
 743.9 : 71.7 113.7 161.9 203.9 252.1 294.1 365.8 407.8 456.1 498.0 569.7 611.7 660.0 702.0 750.2 792.2 863.9 905.9 954.1 996.1 
 1067.8 1109.8 1158.0 1200.0
 815.6 : 42.0 90.2  132.2 180.4 222.4 294.1 336.1 384.4 426.4 498.0 540.0 588.3 630.3 678.5 720.5 792.2 834.2 882.4 924.4 996.1 
 1038.1 1086.3 1128.3 1200.0
 857.6 : 48.2 90.2  138.5 180.4 252.1 294.1 342.4 384.4 456.1 498.0 546.3 588.3 636.5 678.5 750.2 792.2 840.4 882.4 954.1 996.1 
 1044.3 1086.3 1158.0 1200.0
 905.9 : 42.0 90.2  132.2 203.9 245.9 294.1 336.1 407.8 449.8 498.0 540.0 588.3 630.3 702.0 743.9 792.2 834.2 905.9 947.9 996.1 
 1038.1 1109.8 1151.8 1200.0
 947.9 : 48.2 90.2  161.9 203.9 252.1 294.1 365.8 407.8 456.1 498.0 546.3 588.3 660.0 702.0 750.2 792.2 863.9 905.9 954.1 996.1 
 1067.8 1109.8 1158.0 1200.0
 996.1 : 42.0 113.7 155.7 203.9 245.9 317.6 359.6 407.8 449.8 498.0 540.0 611.7 653.7 702.0 743.9 815.6 857.6 905.9 947.9 1019.6
 1061.5 1109.8 1151.8 1200.0
 1038.1: 71.7 113.7 161.9 203.9 275.6 317.6 365.8 407.8 456.1 498.0 569.7 611.7 660.0 702.0 773.6 815.6 863.9 905.9 977.6 1019.6
 1067.8 1109.8 1158.0 1200.0
 1109.8: 42.0 90.2  132.2 203.9 245.9 294.1 336.1 384.4 426.4 498.0 540.0 588.3 630.3 702.0 743.9 792.2 834.2 905.9 947.9 996.1 
 1038.1 1086.3 1128.3 1200.0
 1151.8: 48.2 90.2  161.9 203.9 252.1 294.1 342.4 384.4 456.1 498.0 546.3 588.3 660.0 702.0 750.2 792.2 863.9 905.9 954.1 996.1 
 1044.3 1086.3 1158.0 1200.0
 1200.0
SHOW/SPAN INTERVALS
Interval class, Interval span, Span size, Gap to prev. class:
  1:  41.9945   .. 71.6905 cents       294/289, 29.6960 cents             459/448, 41.9945 cents
  2:  90.2250   .. 113.6850 cents      531441/524288, 23.4600 cents       139264/137781, 18.5345 cents
  3:  132.2195  .. 161.9155 cents      294/289, 29.6960 cents             139264/137781, 18.5345 cents
  4:  180.4500  .. 203.9100 cents      531441/524288, 23.4600 cents       139264/137781, 18.5345 cents
  5:  222.4445  .. 275.6005 cents      78121827/75759616, 53.1560 cents   139264/137781, 18.5345 cents
  6:  294.1350  .. 317.5950 cents      531441/524288, 23.4600 cents       139264/137781, 18.5345 cents
  7:  336.1295  .. 365.8255 cents      294/289, 29.6960 cents             139264/137781, 18.5345 cents
  8:  384.3600  .. 407.8200 cents      531441/524288, 23.4600 cents       139264/137781, 18.5345 cents
  9:  426.3545  .. 479.5105 cents      78121827/75759616, 53.1560 cents   139264/137781, 18.5345 cents
 10:  498.0450  .. 521.5050 cents      531441/524288, 23.4600 cents       139264/137781, 18.5345 cents
 11:  540.0395  .. 569.7355 cents      294/289, 29.6960 cents             139264/137781, 18.5345 cents
 12:  588.2700  .. 611.7300 cents      531441/524288, 23.4600 cents       139264/137781, 18.5345 cents
 13:  630.2645  .. 659.9605 cents      294/289, 29.6960 cents             139264/137781, 18.5345 cents
 14:  678.4950  .. 701.9550 cents      531441/524288, 23.4600 cents       139264/137781, 18.5345 cents
 15:  720.4895  .. 773.6455 cents      78121827/75759616, 53.1560 cents   139264/137781, 18.5345 cents
 16:  792.1800  .. 815.6400 cents      531441/524288, 23.4600 cents       139264/137781, 18.5345 cents
 17:  834.1745  .. 863.8705 cents      294/289, 29.6960 cents             139264/137781, 18.5345 cents
 18:  882.4050  .. 905.8650 cents      531441/524288, 23.4600 cents       139264/137781, 18.5345 cents
 19:  924.3995  .. 977.5555 cents      78121827/75759616, 53.1560 cents   139264/137781, 18.5345 cents
 20:  996.0900  .. 1019.5500 cents     531441/524288, 23.4600 cents       139264/137781, 18.5345 cents
 21:  1038.0845 .. 1067.7805 cents     294/289, 29.6960 cents             139264/137781, 18.5345 cents
 22:  1086.3150 .. 1109.7750 cents     531441/524288, 23.4600 cents       139264/137781, 18.5345 cents
 23:  1128.3095 .. 1158.0055 cents     294/289, 29.6960 cents             139264/137781, 18.5345 cents
SHOW DATA
Number of notes                     : 24
-- Interval properties --
Smallest interval                   : 459/448, 41.9945 cents, class 1
Average step (divided formal octave): 50.0000 cents
Largest one step interval           : 567/544, 71.6905 cents
Average / Smallest step             : 1.190632
Largest / Average step              : 1.433810
Largest / Smallest step             : 1.707140
Median interval of one step         : 45.11250 cents, amount: 0
Most common interval of one step    : 459/448, 41.9945 cents, amount: 12
Least squares average step          : 50.06716 cents, oct.:  1201.61192 cents
Scale is strictly proper
Step pattern alph. order: ABACACABACABACABACACABAC
Step pattern size order : SLSMSMSLSMSLSMSLSMSMSLSM
Scale is a Constant Structure, by a margin of 18.53450 cents
Scale diversity                     : 1.273935
Rothenberg stability                : 1.000000 = 1
Lumma stability                     : 0.409790
Number of different interval sizes  : 68 = 2.95652 / class
Number of one step interval sizes   : 3
Highest interval variety            : 4
Mean interval variety               : 2.95652 = 68/23
Median interval variety             : 2
Lowest interval variety             : 2
Smallest interval difference        : 51380224/51195483, 6.2360 cents
Most common intervals               : 4/3, 498.0450 cents & inv., amount: 22
Most common triad is 0.0 498.045 701.955 cents, amount: 20
Number of recognisable fifths       : 22, average 701.9550 cents
Scale contains two identical disjunct "tetrachords" of 11 notes
Scale contains a complete diamond   : 1 3 9 27
Formal octave complements present   : 7 = 29.1667%
Limited inverse transpositions      :
 23
Inversional symmetry on intervals   :
 11-12 23-24
-- Rational properties --
Prime limit                         : 17
Odd number limit                    : 81310473 (O: 81310473 U: 81310473)
Highest odd numerator or denominator: 3011499
Scale harmonicity                   : 0.009927
Average absolute harmonicity        : 0.095153
Specific harmonicity                : 0.051430
Fundamental                         : 1/49545216, -25.5622 octaves, 0.0000 Hz.
Guide tone                          : 96367968,  26.5221 octaves, 25212324104.909 Hz.
Exponens Consonantiae               : 4.774572E+15, 52.08429 octaves
Euler's gradus suavitatis           : 74
Sum of Mann's harmonic distance     : 3807101.0, average 158629.20833
Mersenne's string divisions         : too high to compute
Sum of van Prooijen's expressibility: 66.29448, average 2.76227
Sum of Tenney's harmonic distance   : 130.32003, average 5.43000
Vogel's harmonic complexity         : 44.54167
Wille's k value                     : 40655236
Wilson's harmonic complexity        : 66
Rectangular lattice diameter        : 16
Triangular lattice diameter         : 15
Lattice compactness                 : 2661.23411, average 8.87078
Lattice compactness (without 2's)   : 1408.78042, average 4.69593
Number of different primes          : 4
Prime exponents' range, average, count, tones@limit:
  2:  -18 .. 5       -6.45833   179   1
  3:  -3 .. 11        4.00000   108   11
  7:  -1 .. 0        -0.50000   12
 17:   0 .. 1         0.50000   12    12
Average exponent except 2's         : 96 / 24 = 4.00000
Average absolute exponent except 2's: 132 / 24 = 5.50000
Scale is weakly epimorphic with val: <24 35 68 95|
Scale is weakly epimorphic with val: <24 35 69 96|
Scale is weakly epimorphic with val: <24 35 70 97|
Scale is JI-epimorphic with val: <24 38 64 95|
Scale is weakly epimorphic with val: <24 38 64 97|
Scale is weakly epimorphic with val: <24 38 64 99|
Scale is weakly epimorphic with val: <24 38 64 101|
Scale is JI-epimorphic with val: <24 38 65 96|
Scale is weakly epimorphic with val: <24 38 65 98|
Scale is weakly epimorphic with val: <24 38 65 100|
Scale is weakly epimorphic with val: <24 38 66 95|
Scale is JI-epimorphic with val: <24 38 66 97|
Scale is weakly epimorphic with val: <24 38 66 99|
Scale is weakly epimorphic with val: <24 38 66 101|
Scale is weakly epimorphic with val: <24 38 67 96|
Scale is JI-epimorphic with val: <24 38 67 98| = patent
Scale is weakly epimorphic with val: <24 38 67 100|
Scale is weakly epimorphic with val: <24 38 68 95|
Scale is weakly epimorphic with val: <24 38 68 97|
Scale is JI-epimorphic with val: <24 38 68 99|
Scale is weakly epimorphic with val: <24 38 68 101|
Scale is weakly epimorphic with val: <24 38 69 96|
Scale is weakly epimorphic with val: <24 38 69 98|
Scale is JI-epimorphic with val: <24 38 69 100|
Scale is weakly epimorphic with val: <24 38 70 95|
Scale is weakly epimorphic with val: <24 38 70 97|
Scale is weakly epimorphic with val: <24 38 70 99|
Scale is JI-epimorphic with val: <24 38 70 101|
Scale is weakly epimorphic with val: <24 41 64 97|
Scale is weakly epimorphic with val: <24 41 65 98|
Scale is weakly epimorphic with val: <24 41 66 99|
Scale is weakly epimorphic with val: <24 41 67 100|
Scale is weakly epimorphic with val: <24 41 68 101|
FIT/MODE
 24:  1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1  SP B ME I SD: 7.8962 c. M: 15.6400 c. 
 29:  1 2 1 1 1 1 1 2 1 1 1 2 1 1 1 2 1 1 1 1 1 2 1 1   P   D3   SD: 6.1969 c. M:-11.9462 c. 
 48:  2 3 1 2 2 2 1 3 2 2 2 2 2 2 2 3 1 2 2 2 2 2 2 2   N        SD: 7.1053 c. M:-11.9155 c. 
 49:  2 3 1 2 2 2 2 3 1 2 2 3 2 2 1 3 2 2 2 2 1 3 2 2   P        SD: 6.6734 c. M: 9.5131 c. 
 53:  2 3 2 2 2 2 2 3 2 2 2 3 2 2 2 3 2 2 2 2 2 3 2 2  SP   D3   SD: 2.2206 c. M:-3.4931 c. 
 118: 4 7 4 5 4 5 4 7 4 5 4 7 4 5 4 7 4 5 4 5 4 7 4 5  SP        SD: 1.7180 c. M: 3.3972 c. 
 147: 5 9 5 6 5 6 5 9 5 6 5 9 5 6 5 9 5 6 5 6 5 9 5 6  SP        SD: 0.7583 c. M: 1.4356 c. 
 200: 7 12 7 8 7 8 7 12 7 8 7 12 7 8 7 12 7 8 7 8 7 12 7 8  SP        SD: 0.1934 c. M:-0.3655 c. 
 571: 20 34 20 23 20 23 20 34 20 23 20 34 20 23 20 34 20 23 20 23 20 34 20 23  SP        SD: 0.1134 c. M: 0.2284 c. 
 771: 27 46 27 31 27 31 27 46 27 31 27 46 27 31 27 46 27 31 27 31 27 46 27 31  SP        SD: 0.0369 c. M: 0.0758 c. 
 971: 34 58 34 39 34 39 34 58 34 39 34 58 34 39 34 58 34 39 34 39 34 58 34 39  SP        SD: 0.0212 c. M:-0.0380 c. 
 1742: 61 104 61 70 61 70 61 104 61 70 61 104 61 70 61 104 61 70 61 70 61 104 61 70  SP        SD: 0.0179 c. M:-0.0358 c. 
FIT/HARMONIC
 1 .. 2  match: 1  H SD: 0.0000 cents
 2 .. 4  match: 2  H SD: 0.0000 cents
 3 .. 6  match: 3  H SD: 7.1688 cents
 4 .. 8  match: 4  H SD: 7.5088 cents
 5 .. 10  match: 5  H SD: 8.2390 cents
 6 .. 12  match: 6  H SD: 5.3472 cents
 7 .. 14  match: 7  H SD: 7.7103 cents
 8 .. 16  match: 8  H SD: 5.2804 cents
 9 .. 18  match: 9  H SD: 4.7928 cents
 10 .. 20  match: 10  H SD: 4.4369 cents
 11 .. 22  match: 11  H SD: 1.8272 cents
 12 .. 24  match: 12  H SD: 4.5470 cents
 13 .. 26  match: 13  H SD: 4.0510 cents
 14 .. 28  match: 14  H SD: 4.1372 cents
 15 .. 30  match: 15  H SD: 3.8951 cents
 16 .. 32  match: 16  H SD: 3.7110 cents
 17 .. 34  match: 17  H SD: 3.3109 cents
 18 .. 36  match: 18  H SD: 3.5456 cents
 19 .. 38  match: 19  H SD: 3.0461 cents
 20 .. 40  match: 19  S SD: 3.5672 cents
 21 .. 42  match: 19  S SD: 3.8017 cents
 22 .. 44  match: 21  S SD: 2.7161 cents
 23 .. 46  match: 20    SD: 3.0294 cents
 24 .. 48  match: 21    SD: 3.0919 cents
 25 .. 50  match: 19    SD: 3.4762 cents
 26 .. 52  match: 23    SD: 2.6595 cents
 27 .. 54  match: 22    SD: 2.6645 cents
 28 .. 56  match: 23    SD: 2.3350 cents
 29 .. 58  match: 23    SD: 2.8514 cents
 30 .. 60  match: 23    SD: 2.0392 cents
 32 .. 64  match: 23    SD: 1.9872 cents
 33 .. 66  match: 24    SD: 1.4992 cents
 36 .. 72  match: 23    SD: 2.2823 cents
 37 .. 74  match: 23    SD: 2.0233 cents
 38 .. 76  match: 24    SD: 1.7561 cents
 40 .. 80  match: 24    SD: 1.7271 cents
 41 .. 82  match: 24    SD: 1.4721 cents
 48 .. 96  match: 24    SD: 1.3729 cents
 50 .. 100  match: 24    SD: 1.3430 cents
 54 .. 108  match: 24    SD: 1.2380 cents
 60 .. 120  match: 24    SD: 1.2139 cents
 64 .. 128  match: 24    SD: 1.1321 cents
 70 .. 140  match: 24    SD: 1.0143 cents
 71 .. 142  match: 24    SD: 0.8775 cents
 74 .. 148  match: 24    SD: 0.8560 cents
 78 .. 156  match: 24    SD: 0.7994 cents
 85 .. 170  match: 24    SD: 0.7919 cents
 87 .. 174  match: 24    SD: 0.6833 cents
 104 .. 208  match: 24    SD: 0.6590 cents
 106 .. 212  match: 24    SD: 0.6214 cents
 112 .. 224  match: 24    SD: 0.6169 cents
 114 .. 228  match: 24    SD: 0.6127 cents
 117 .. 234  match: 24    SD: 0.5410 cents
 118 .. 236  match: 24    SD: 0.4259 cents
 150 .. 300  match: 24    SD: 0.4221 cents
 151 .. 302  match: 24    SD: 0.4018 cents
 158 .. 316  match: 24    SD: 0.3445 cents
 162 .. 324  match: 24    SD: 0.3407 cents
 192 .. 384  match: 24    SD: 0.3126 cents
 210 .. 420  match: 24    SD: 0.2916 cents
 222 .. 444  match: 24    SD: 0.2874 cents
 233 .. 466  match: 24    SD: 0.2699 cents
 234 .. 468  match: 24    SD: 0.2606 cents
 246 .. 492  match: 24    SD: 0.2603 cents
 248 .. 496  match: 24    SD: 0.2255 cents
 276 .. 552  match: 24    SD: 0.2015 cents
 320 .. 640  match: 24    SD: 0.1883 cents
 328 .. 656  match: 24    SD: 0.1842 cents
 354 .. 708  match: 24    SD: 0.1707 cents
 368 .. 736  match: 24    SD: 0.1557 cents
 384 .. 768  match: 24    SD: 0.1505 cents
 410 .. 820  match: 24    SD: 0.1494 cents
 414 .. 828  match: 24    SD: 0.1422 cents
 432 .. 864  match: 24    SD: 0.1288 cents
 458 .. 916  match: 24    SD: 0.1229 cents
 486 .. 972  match: 24    SD: 0.0986 cents
 576 .. 1152  match: 24    SD: 0.0922 cents