Scala analysis: ForCarl1

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

SHOW
  0:          1/1               0.000000 unison, perfect prime
  1:         17/16            104.955410 17th harmonic
  2:          9/8             203.910002 major whole tone
  3:         19/16            297.513016 19th harmonic
  4:         81/64            407.820003 Pythagorean major third
  5:        171/128           501.423018
  6:         91/64            609.353568
  7:          3/2             701.955001 perfect fifth
  8:        203/128           798.403101
  9:         27/16            905.865003 Pythagorean major sixth
 10:         57/32            999.468017 undevicesimal minor seventh
 11:        243/128          1109.775004 Pythagorean major seventh
 12:          2/1            1200.000000 octave
SHOW/INTERVAL
  0:        256/243            90.2250 limma, Pythagorean minor second
  1:         17/16            104.9554 17th harmonic
  2:         18/17             98.9546 Arabic lute index finger
  3:         19/18             93.6030 undevicesimal semitone
  4:         81/76            110.3070 
  5:         19/18             93.6030 undevicesimal semitone
  6:        182/171           107.9306 
  7:         96/91             92.6014 
  8:        203/192            96.4481 
  9:        216/203           107.4619 
 10:         19/18             93.6030 undevicesimal semitone
 11:         81/76            110.3070 
 12:        256/243            90.2250 limma, Pythagorean minor second
SHOW INTERVALS
Interval class, Number of incidences, Size:
  1:   1 256/243             90.225 cents   limma, Pythagorean minor second
  1:   1 96/91               92.601 cents   
  1:   3 19/18               93.603 cents   undevicesimal semitone
  1:   1 203/192             96.448 cents   
  1:   1 18/17               98.955 cents   Arabic lute index finger
  1:   1 17/16               104.955 cents  17th harmonic
  1:   1 216/203             107.462 cents  
  1:   1 182/171             107.931 cents  
  1:   2 81/76               110.307 cents  
  2:   1 29/26               189.050 cents  
  2:   1 19/17               192.558 cents  quasi-meantone
  2:   1 272/243             195.180 cents  Persian whole tone
  2:   2 64/57               200.532 cents  
  2:   1 228/203             201.065 cents  
  2:   1 91/81               201.534 cents  
  2:   5 9/8                 203.910 cents  major whole tone
  3:   3 32/27               294.135 cents  Pythagorean minor third
  3:   1 108/91              296.511 cents  
  3:   1 203/171             296.980 cents  
  3:   3 19/16               297.513 cents  19th harmonic
  3:   1 81/68               302.865 cents  Persian wosta
  3:   1 68/57               305.487 cents  
  3:   1 243/203             311.372 cents  
  3:   1 91/76               311.841 cents  
  4:   1 304/243             387.738 cents  
  4:   1 114/91              390.114 cents  
  4:   1 203/162             390.583 cents  
  4:   1 171/136             396.468 cents  
  4:   1 34/27               399.090 cents  septendecimal major third
  4:   1 256/203             401.597 cents  
  4:   3 24/19               404.442 cents  smaller undevicesimal major third
  4:   1 91/72               405.444 cents  
  4:   2 81/64               407.820 cents  Pythagorean major third
  5:   7 4/3                 498.045 cents  perfect fourth
  5:   1 243/182             500.421 cents  
  5:   1 203/152             500.890 cents  
  5:   1 171/128             501.423 cents  
  5:   1 91/68               504.398 cents  
  5:   1 272/203             506.552 cents  
  6:   1 128/91              590.646 cents  
  6:   3 38/27               591.648 cents  
  6:   1 203/144             594.493 cents  
  6:   1 24/17               597.000 cents  1st septendecimal tritone
  6:   1 17/12               603.000 cents  2nd septendecimal tritone
  6:   1 288/203             605.507 cents  
  6:   3 27/19               608.352 cents  
  6:   1 91/64               609.354 cents  
  7:   1 203/136             693.448 cents  
  7:   1 136/91              695.602 cents  
  7:   1 256/171             698.577 cents  
  7:   1 304/203             699.110 cents  
  7:   1 364/243             699.579 cents  
  7:   7 3/2                 701.955 cents  perfect fifth
  8:   2 128/81              792.180 cents  Pythagorean minor sixth
  8:   1 144/91              794.556 cents  
  8:   3 19/12               795.558 cents  undevicesimal minor sixth
  8:   1 203/128             798.403 cents  
  8:   1 27/17               800.910 cents  septendecimal minor sixth
  8:   1 272/171             803.532 cents  
  8:   1 324/203             809.417 cents  
  8:   1 91/57               809.886 cents  
  8:   1 243/152             812.262 cents  
  9:   1 152/91              888.159 cents  
  9:   1 406/243             888.628 cents  
  9:   1 57/34               894.513 cents  
  9:   1 136/81              897.135 cents  
  9:   3 32/19               902.487 cents  19th subharmonic
  9:   1 342/203             903.020 cents  
  9:   1 91/54               903.489 cents  
  9:   3 27/16               905.865 cents  Pythagorean major sixth
 10:   5 16/9                996.090 cents  Pythagorean minor seventh
 10:   1 162/91              998.466 cents  
 10:   1 203/114             998.935 cents  
 10:   2 57/32               999.468 cents  undevicesimal minor seventh
 10:   1 243/136             1004.820 cents 
 10:   1 34/19               1007.442 cents quasi-mean seventh
 10:   1 52/29               1010.950 cents 
 11:   2 152/81              1089.693 cents 
 11:   1 171/91              1092.069 cents 
 11:   1 203/108             1092.538 cents 
 11:   1 32/17               1095.045 cents 17th subharmonic
 11:   1 17/9                1101.045 cents septendecimal major seventh
 11:   1 384/203             1103.552 cents 
 11:   3 36/19               1106.397 cents smaller undevicesimal major seventh
 11:   1 91/48               1107.399 cents 
 11:   1 243/128             1109.775 cents Pythagorean major seventh
Highest number of different intervals for one interval class: 9
Average number of different intervals per interval class: 7.81818 = 86/11
SHOW/LINE/CENTS INTERVALS
         1     2     3     4     5     6     7     8     9     10     11     12    
 0.0   : 105.0 203.9 297.5 407.8 501.4 609.4 702.0 798.4 905.9 999.5  1109.8 1200.0
 105.0 : 99.0  192.6 302.9 396.5 504.4 597.0 693.4 800.9 894.5 1004.8 1095.0 1200.0
 203.9 : 93.6  203.9 297.5 405.4 498.0 594.5 702.0 795.6 905.9 996.1  1101.0 1200.0
 297.5 : 110.3 203.9 311.8 404.4 500.9 608.4 702.0 812.3 902.5 1007.4 1106.4 1200.0
 407.8 : 93.6  201.5 294.1 390.6 498.0 591.6 702.0 792.2 897.1 996.1  1089.7 1200.0
 501.4 : 107.9 200.5 297.0 404.4 498.0 608.4 698.6 803.5 902.5 996.1  1106.4 1200.0
 609.4 : 92.6  189.0 296.5 390.1 500.4 590.6 695.6 794.6 888.2 998.5  1092.1 1200.0
 702.0 : 96.4  203.9 297.5 407.8 498.0 603.0 702.0 795.6 905.9 999.5  1107.4 1200.0
 798.4 : 107.5 201.1 311.4 401.6 506.6 605.5 699.1 809.4 903.0 1011.0 1103.6 1200.0
 905.9 : 93.6  203.9 294.1 399.1 498.0 591.6 702.0 795.6 903.5 996.1  1092.5 1200.0
 999.5 : 110.3 200.5 305.5 404.4 498.0 608.4 702.0 809.9 902.5 998.9  1106.4 1200.0
 1109.8: 90.2  195.2 294.1 387.7 498.0 591.6 699.6 792.2 888.6 996.1  1089.7 1200.0
 1200.0
SHOW/SPAN INTERVALS
Interval class, Interval span, Span size, Gap to prev. class:
  1:  90.2250   .. 110.3070 cents      19683/19456, 20.0820 cents         256/243, 90.2250 cents
  2:  189.0495  .. 203.9100 cents      117/116, 14.8605 cents             1102/1053, 78.7425 cents
  3:  294.1350  .. 311.8406 cents      2457/2432, 17.7056 cents           256/243, 90.2250 cents
  4:  387.7380  .. 407.8200 cents      19683/19456, 20.0820 cents         23104/22113, 75.8975 cents
  5:  498.0450  .. 506.5523 cents      204/203, 8.5073 cents              256/243, 90.2250 cents
  6:  590.6464  .. 609.3536 cents      8281/8192, 18.7071 cents           232/221, 84.0941 cents
  7:  693.4477  .. 701.9550 cents      204/203, 8.5073 cents              232/221, 84.0941 cents
  8:  792.1800  .. 812.2620 cents      19683/19456, 20.0820 cents         256/243, 90.2250 cents
  9:  888.1594  .. 905.8650 cents      2457/2432, 17.7056 cents           23104/22113, 75.8975 cents
 10:  996.0900  .. 1010.9505 cents     117/116, 14.8605 cents             256/243, 90.2250 cents
 11:  1089.6930 .. 1109.7750 cents     19683/19456, 20.0820 cents         1102/1053, 78.7425 cents
SHOW DATA
Number of notes                     : 12
-- Interval properties --
Smallest interval                   : 256/243, 90.2250 cents, class 1
Average step (divided formal octave): 100.0000 cents
Largest one step interval           : 81/76, 110.3070 cents
Average / Smallest step             : 1.108340
Largest / Average step              : 1.103070
Largest / Smallest step             : 1.222577
Median interval of one step         : 97.70135 cents, amount: 0
Most common interval of one step    : 19/18, 93.6030 cents, amount: 3
Least squares average step          : 100.39343 cents, oct.:  1204.72119 cents
Scale is strictly proper
Step pattern alph. order: ABCDCEFGHCDI
Step pattern size order : FECICHBDGCIA
Scale is a Constant Structure, by a margin of 75.89746 cents
Scale diversity                     : 1.126875
Rothenberg stability                : 1.000000 = 1
Lumma stability                     : 0.849015
Rothenberg efficiency               : 0.248169   redundancy: 0.751831
Efficiency x scale size             : 2.978030
Number of different interval sizes  : 86 = 7.81818 / class
Number of one step interval sizes   : 9
Highest interval variety            : 9
Mean interval variety               : 7.81818 = 86/11
Median interval variety             : 6
Lowest interval variety             : 6
Smallest interval difference        : 18473/18468, 0.4686 cents
Most common intervals               : 4/3, 498.0450 cents & inv., amount: 7
Most common triad is 0.0 498.045 701.955 cents, amount: 5
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 harmonic part     : 3 at degree 0
Length of longest subharmonic part  : 1 at degree 0
Formal octave complements present   : 1 = 8.3333%
Limited transpositions with margin 20.0820 cents:
 1 2 3 5 7 8 10
Limited inverse transpositions with margin 20.0820 cents:
 1 2 4 6 7 9 11
-- Rational properties --
Prime limit                         : 29
Odd number limit                    : 243 (O: 243 U: 243)
Highest odd numerator or denominator: 243
Scale harmonicity                   : 0.005812
Average absolute harmonicity        : 0.143858
Specific harmonicity                : 0.053534
Fundamental                         : 1/128, -7.0000 octaves, 2.0439 Hz.
Guide tone                          : 414264942,  28.6260 octaves, 108382299635.136 Hz.
Exponens Consonantiae               : 5.302591E+10, 35.62598 octaves
Euler's gradus suavitatis           : 99
Sum of Mann's harmonic distance     : 763.0, average 63.58333
Mersenne's string divisions         : too high to compute
Sum of van Prooijen's expressibility: 17.92143, average 1.49345
Sum of Tenney's harmonic distance   : 34.47808, average 2.87317
Vogel's harmonic complexity         : 17.91667
Wille's k value                     : 121
Wilson's harmonic complexity        : 100
Rectangular lattice diameter        : 10
Triangular lattice diameter         : 5
Lattice compactness                 : 328.61804, average 4.21305
Lattice compactness (without 2's)   : 181.29281, average 2.32427
Number of different primes          : 7
Prime exponents' range, average, count, tones@limit:
  2:  -7 .. 1        -4.41667   55    1
  3:   0 .. 5         1.50000   18    5
  7:   0 .. 1         0.16667   2
 13:   0 .. 1         0.08333   1     1
 17:   0 .. 1         0.08333   1     1
 19:   0 .. 1         0.25000   3     3
 29:   0 .. 1         0.08333   1     1
Average exponent except 2's         : 26 / 12 = 2.16667
Average absolute exponent except 2's: 26 / 12 = 2.16667
Scale is JI-epimorphic with val: <12 19 32 46 49 51 60|
Scale is JI-epimorphic with val: <12 19 33 45 49 51 59|
Scale is JI-epimorphic with val: <12 19 34 44 49 51 58| = patent
Scale is weakly epimorphic with val: <12 19 34 46 49 51 56|
Scale is JI-epimorphic with val: <12 19 35 43 49 51 57|
Scale is weakly epimorphic with val: <12 19 35 45 49 51 55|
Scale is JI-epimorphic with val: <12 19 36 42 49 51 56|
FIT/MODE
 12:  1 1 1 1 1 1 1 1 1 1 1 1  SP B ME I SD: 5.2702 c. M: 9.7750 c.  Twelve-tone Chromatic (1/11-comma)
 41:  4 3 3 4 3 4 3 3 4 3 4 3  SP M ME   SD: 5.0934 c. M:-12.1178 c. 
 53:  5 4 4 5 4 5 4 4 5 4 5 4  SP M ME   SD: 3.4054 c. M:-8.2521 c. 
 65:  6 5 5 6 5 6 5 5 6 5 6 5  SP M ME   SD: 2.6442 c. M:-5.8138 c. 
 77:  7 6 6 7 6 7 6 6 7 6 7 6  SP M ME   SD: 2.4124 c. M:-4.1355 c. 
 89:  8 7 7 8 7 8 7 7 8 7 8 7  SP M ME   SD: 2.4480 c. M: 4.1570 c. 
 118: 10 10 9 11 9 11 9 9 11 9 11 9  SP   D3 S SD: 2.3543 c. M: 5.1828 c. 
 130: 11 11 10 12 10 12 10 10 12 10 12 10  SP   D3 S SD: 2.2689 c. M: 4.5569 c. 
 132: 12 10 11 12 10 12 10 11 12 10 12 10  SP   T3   SD: 2.2326 c. M:-4.1355 c. 
 134: 12 11 10 13 10 12 10 11 12 11 12 10  SP        SD: 2.2397 c. M:-4.1203 c. 
 137: 12 11 11 13 10 13 10 11 12 11 13 10  SP        SD: 2.3188 c. M:-3.8588 c. 
 138: 12 11 11 13 11 12 11 11 12 11 13 10  SP        SD: 2.0497 c. M: 3.9100 c. 
 142: 12 12 11 13 11 13 11 11 13 11 13 11  SP   D3 S SD: 2.2800 c. M: 4.0369 c. 
 144: 13 11 12 13 11 13 11 12 13 11 13 11  SP   T3   SD: 2.0623 c. M: 3.9100 c. 
 146: 13 12 11 14 11 13 11 12 13 12 13 11  SP        SD: 1.9580 c. M: 3.3249 c. 
 150: 13 12 12 14 12 13 12 12 13 12 14 11  SP        SD: 1.8806 c. M: 3.9100 c. 
 158: 14 13 12 15 12 14 12 13 14 13 14 12  SP        SD: 1.8055 c. M: 3.2208 c. 
 159: 14 13 12 15 12 15 12 13 14 12 15 12  SP        SD: 1.7960 c. M: 3.3098 c. 
 161: 14 13 13 15 12 15 12 13 15 12 15 12  SP        SD: 1.7194 c. M:-3.4518 c. 
 167: 15 13 13 16 13 15 13 13 15 13 15 13  SP        SD: 1.9970 c. M: 3.1882 c. 
 168: 15 14 13 15 13 15 13 14 15 13 15 13  SP   D3   SD: 1.9150 c. M:-3.2329 c. 
 171: 15 14 13 16 13 16 13 14 15 13 16 13  SP        SD: 1.6557 c. M: 3.1774 c. 
 173: 15 14 14 16 13 16 13 14 16 13 16 13  SP        SD: 1.4944 c. M:-2.8055 c. 
 185: 16 15 15 17 14 17 14 15 17 14 17 14  SP        SD: 1.3785 c. M: 2.8289 c. 
 197: 17 16 16 18 15 18 15 16 18 15 18 15  SP        SD: 1.3549 c. M: 2.8948 c. 
 201: 18 16 16 18 16 18 16 16 18 15 19 15  SP        SD: 1.5720 c. M:-2.5226 c. 
 203: 18 16 16 19 16 18 16 16 18 16 19 15  SP        SD: 1.3786 c. M: 2.9248 c. 
 204: 18 17 16 18 16 19 15 17 18 16 19 15  SP        SD: 1.6619 c. M:-2.4870 c. 
 205: 18 17 16 19 16 18 16 17 18 16 19 15  SP        SD: 1.6648 c. M:-3.5481 c. 
 209: 18 17 17 19 16 19 16 17 19 16 19 16  SP        SD: 1.3986 c. M: 2.9531 c. 
 213: 19 17 17 19 17 19 17 17 19 16 20 16  SP        SD: 1.4896 c. M: 2.2849 c. 
 215: 19 18 16 20 17 19 17 17 19 17 20 16  SP        SD: 1.2368 c. M:-2.6016 c. 
 217: 19 18 17 20 17 19 17 17 20 17 20 16  SP        SD: 1.2513 c. M: 2.0897 c. 
 227: 20 19 17 21 18 20 18 18 20 18 21 17  SP        SD: 1.1643 c. M:-2.2574 c. 
 229: 20 19 18 21 18 20 18 18 21 18 21 17  SP        SD: 1.1086 c. M: 1.8966 c. 
 241: 21 20 19 22 19 21 19 19 22 19 22 18  SP        SD: 1.0429 c. M: 1.8847 c. 
 258: 23 21 20 24 20 23 20 21 23 20 24 19  SP        SD: 1.1297 c. M:-2.0213 c. 
 265: 23 22 21 24 21 24 20 21 24 21 24 20  SP        SD: 0.9904 c. M:-1.9672 c. 
 270: 24 22 21 25 21 24 21 22 24 21 25 20  SP        SD: 0.9405 c. M:-1.7113 c. 
 277: 24 23 22 25 22 25 21 22 25 22 25 21  SP        SD: 0.9494 c. M:-1.4768 c. 
 282: 25 23 22 26 22 25 22 23 25 22 26 21  SP        SD: 0.8086 c. M:-1.5969 c. 
 289: 25 24 23 26 23 26 22 23 26 23 26 22  SP        SD: 0.9629 c. M:-1.4489 c. 
 294: 26 24 23 27 23 26 23 24 26 23 27 22  SP        SD: 0.7415 c. M:-1.5969 c. 
 306: 27 25 24 28 24 27 24 25 27 24 28 23  SP        SD: 0.7383 c. M:-1.5969 c. 
 311: 27 26 24 29 24 28 24 25 28 24 29 23  SP        SD: 0.6957 c. M:-1.4790 c. 
 323: 28 27 25 30 25 29 25 26 29 25 30 24  SP        SD: 0.5468 c. M:-1.0609 c. 
 335: 29 28 26 31 26 30 26 27 30 26 31 25  SP        SD: 0.4583 c. M: 1.0748 c. 
 347: 30 29 27 32 27 31 27 28 31 27 32 26  SP        SD: 0.4460 c. M: 1.2090 c. 
 376: 33 31 29 35 29 34 29 30 34 29 35 28  SP        SD: 0.5009 c. M:-0.8633 c. 
 388: 34 32 30 36 30 35 30 31 35 30 36 29  SP        SD: 0.3718 c. M: 0.6058 c. 
 400: 35 33 31 37 31 36 31 32 36 31 37 30  SP        SD: 0.2975 c. M: 0.5130 c. 
 412: 36 34 32 38 32 37 32 33 37 32 38 31  SP        SD: 0.3022 c. M: 0.6157 c. 
 718: 63 59 56 66 56 65 55 58 64 56 66 54  SP        SD: 0.2590 c. M:-0.6743 c. 
 730: 64 60 57 67 57 66 56 59 65 57 67 55  SP        SD: 0.2332 c. M:-0.5094 c. 
 735: 64 61 57 68 57 66 57 59 66 57 68 55  SP        SD: 0.2916 c. M: 0.4656 c. 
 742: 65 61 58 68 58 67 57 60 66 58 68 56  SP        SD: 0.2388 c. M:-0.5187 c. 
 935: 82 77 73 86 73 84 72 75 84 73 86 70  SP        SD: 0.2599 c. M:-0.3952 c. 
 947: 83 78 74 87 74 85 73 76 85 74 87 71  SP        SD: 0.2117 c. M:-0.3721 c. 
 959: 84 79 75 88 75 86 74 77 86 75 88 72  SP        SD: 0.1786 c. M:-0.3497 c. 
 971: 85 80 76 89 76 87 75 78 87 76 89 73  SP        SD: 0.1676 c. M:-0.3278 c. 
 1065: 93 88 83 98 83 96 82 86 95 83 98 80  SP        SD: 0.1628 c. M:-0.4701 c. 
 1077: 94 89 84 99 84 97 83 87 96 84 99 81  SP        SD: 0.1577 c. M:-0.4827 c. 
 1118: 98 92 87 103 87 101 86 90 100 87 103 84  SP        SD: 0.1544 c. M:-0.3065 c. 
 1130: 99 93 88 104 88 102 87 91 101 88 104 85  SP        SD: 0.1299 c. M:-0.2040 c. 
 1142: 100 94 89 105 89 103 88 92 102 89 105 86  SP        SD: 0.1278 c. M: 0.1971 c. 
 1347: 118 111 105 124 105 121 104 108 121 105 124 101  SP        SD: 0.1366 c. M:-0.2473 c. 
 1359: 119 112 106 125 106 122 105 109 122 106 125 102  SP        SD: 0.1050 c. M: 0.1691 c. 
 1371: 120 113 107 126 107 123 106 110 123 107 126 103  SP        SD: 0.0888 c. M: 0.1632 c. 
 2077: 182 171 162 191 162 187 160 167 186 162 191 156  SP        SD: 0.0922 c. M:-0.1963 c. 
 2089: 183 172 163 192 163 188 161 168 187 163 192 157  SP        SD: 0.0704 c. M:-0.1667 c. 
 2101: 184 173 164 193 164 189 162 169 188 164 193 158  SP        SD: 0.0573 c. M:-0.1374 c. 
 2113: 185 174 165 194 165 190 163 170 189 165 194 159  SP        SD: 0.0587 c. M:-0.1085 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: 0.0000 cents
 3 x x x x 4 x x x 5 x x 6  S SD: 7.2567 cents
 4 x x x 5 x x 6 x x 7 x 8  S SD: 9.3590 cents
 5 x x 6 x x 7 x 8 x 9 x 10  S SD: 8.0282 cents
 6 x x 7 x 8 x 9 x 10:11 x 12  S SD: 10.4115 cents
 7 x 8 x 9 x 10 x 11:12 x 13:14  S SD: 9.0338 cents
 8 x 9 x 10:11 x 12:13 x 14:15:16  S SD: 9.7852 cents
 9 x 10:11 x 12:13 x 14:15:16:17:18  S SD: 8.1485 cents
 10 x 11:12:13 x 14:15:16:17:18:19:20  S SD: 7.3774 cents
 11:12 x 13:14:15:16 x 17:19:20:21:22    SD: 10.0225 cents
 12:13 x 14:15:16:17:18:19:20:21:23:24    SD: 5.9381 cents
 13:14:15 x 16:17:18:20:21:22:23:25:26    SD: 9.9092 cents
 14:15:16:17:18:19:20:21:22:24:25:27:28    SD: 6.3223 cents
 15:16:17:18:19:20:21:23:24:25:27:28:30    SD: 5.6507 cents
 16:17:18:19:20:21:23:24:25:27:29:30:32    SD: 5.1322 cents
 22:23:25:26:28:29:31:33:35:37:39:42:44    SD: 3.9588 cents
 26:28:29:31:33:35:37:39:41:44:46:49:52    SD: 3.1558 cents
 30:32:34:36:38:40:43:45:48:51:53:57:60    SD: 3.0570 cents
 31:33:35:37:39:41:44:47:49:52:55:59:62    SD: 2.7592 cents
 32:34:36:38:41:43:46:48:51:54:57:61:64    SD: 2.6797 cents
 33:35:37:39:42:44:47:50:52:56:59:63:66    SD: 2.4752 cents
 38:40:43:45:48:51:54:57:60:64:68:72:76    SD: 2.0528 cents
 42:45:47:50:53:56:60:63:67:71:75:80:84    SD: 2.0074 cents
 48:51:54:57:61:64:68:72:76:81:86:91:96    SD: 1.2303 cents
 78:83:88:93:99:104:111:117:124:132:139:148:156    SD: 1.0565 cents
 80:85:90:95:101:107:114:120:127:135:143:152:160    SD: 0.7386 cents
 112:119:126:133:142:150:159:168:178:189:200:213:224    SD: 0.7308 cents
 128:136:144:152:162:171:182:192:203:216:228:243:256    SD: 0.0000 cents