Scala analysis: zest24_Suz-i_Dilara_Abup

Zest-24 Suz-i Dilara similar to tuning in Ozan Yarman's 79MOS

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

SHOW
  0:          1/1               0.000000 unison, perfect prime
  1:        217.969 cents     217.968760
  2:        421.875 cents     421.875000
  3:        492.187 cents     492.187500
  4:        708.984 cents     708.984380
  5:        925.781 cents     925.781250
  6:       1117.969 cents    1117.968750
  7:          2/1            1200.000000 octave
SHOW/INTERVAL
  0:         82.0313 cents     82.0313
  1:        217.9688 cents    217.9688
  2:        203.9062 cents    203.9062
  3:         70.3125 cents     70.3125
  4:        216.7969 cents    216.7969
  5:        216.7969 cents    216.7969
  6:        192.1875 cents    192.1875
  7:         82.0313 cents     82.0313
SHOW INTERVALS
Interval class, Number of incidences, Size:
  1:   1 70.31250 cents
  1:   1 82.03125 cents
  1:   1 192.18750 cents
  1:   1 203.90624 cents
  1:   2 216.79688 cents
  1:   1 217.96876 cents
  2:   2 274.21874 cents
  2:   1 287.10938 cents
  2:   1 300.00001 cents
  2:   1 408.98437 cents
  2:   1 421.87500 cents
  2:   1 433.59375 cents
  3:   2 491.01562 cents
  3:   2 492.18750 cents
  3:   2 503.90625 cents
  3:   1 625.78125 cents
  4:   1 574.21875 cents
  4:   2 696.09375 cents
  4:   2 707.81249 cents
  4:   2 708.98438 cents
  5:   1 766.40625 cents
  5:   1 778.12500 cents
  5:   1 791.01563 cents
  5:   1 899.99999 cents
  5:   1 912.89062 cents
  5:   2 925.78125 cents
  6:   1 982.03124 cents
  6:   2 983.20312 cents
  6:   1 996.09376 cents
  6:   1 1007.81250 cents
  6:   1 1117.96875 cents
  6:   1 1129.68750 cents
Highest number of different intervals for one interval class: 6
Average number of different intervals per interval class: 5.33333 = 16/3
SHOW/LINE/CENTS INTERVALS
         1     2     3     4     5     6      7     
 0.0   : 218.0 421.9 492.2 709.0 925.8 1118.0 1200.0
 218.0 : 203.9 274.2 491.0 707.8 900.0 982.0  1200.0
 421.9 : 70.3  287.1 503.9 696.1 778.1 996.1  1200.0
 492.2 : 216.8 433.6 625.8 707.8 925.8 1129.7 1200.0
 709.0 : 216.8 409.0 491.0 709.0 912.9 983.2  1200.0
 925.8 : 192.2 274.2 492.2 696.1 766.4 983.2  1200.0
 1118.0: 82.0  300.0 503.9 574.2 791.0 1007.8 1200.0
 1200.0
SHOW/SPAN INTERVALS
Interval class, Interval span, Span size, Gap to prev. class:
  1:  70.3125   .. 217.9688 cents      147.65626 cents                    70.31250 cents
  2:  274.2187  .. 433.5937 cents      159.37501 cents                    56.24998 cents
  3:  491.0156  .. 625.7812 cents      134.76563 cents                    57.42187 cents
  4:  574.2188  .. 708.9844 cents      134.76563 cents                   -51.56250 cents
  5:  766.4063  .. 925.7812 cents      159.37500 cents                    57.42187 cents
  6:  982.0312  .. 1129.6875 cents     147.65626 cents                    56.24999 cents
SHOW DATA
Number of notes                     : 7
-- Interval properties --
Smallest interval                   : 70.31250 cents, class 1
Average step (divided formal octave): 171.4286 cents
Largest one step interval           : 217.96876 cents
Average / Smallest step             : 2.438095
Largest / Average step              : 1.271484
Largest / Smallest step             : 3.100000
Median interval of one step         : 203.90624 cents, amount: 1
Most common interval of one step    : 216.79688 cents, amount: 2
Least squares average step          : 179.36384 cents, oct.:  1255.54688 cents
Scale is not proper
Scale is a mode of a 1024-tone equal temperament with octave  2/1
  degrees: 186 360 420 605 790 954 1024
Least number of segments generator  : 513 of 601.172 cents and inv.
  number of contiguous generator circle segments: 1
Shortest superset generator         : 685 of 802.734 cents and inv.
  generated superset size: 257 = 250 more = 3671.429%
Number of contiguous 1-step segments: 0
Step pattern alph. order: ABCDDEF
Step pattern size order : FDAEECB
Scale is sum-free (all different intervals)
Scale is a Constant Structure, by a margin of 51.56250 cents
Scale diversity                     : 1.449303
Lumma stability                     : 0.306641
Lumma impropriety factor            : 0.042969
Rothenberg efficiency               : 0.353741   redundancy: 0.646259
Efficiency x scale size             : 2.476190
Number of different interval sizes  : 32 = 5.33333 / class
Number of one step interval sizes   : 6
Highest interval variety            : 6
Mean interval variety               : 5.33333 = 16/3
Median interval variety             : 4
Lowest interval variety             : 4
Smallest interval difference        : 1.17188 cents
Number of recognisable fifths       : 6, average 704.2969 cents
Formal octave complements present   : 1 = 14.2857%
Limited inverse transpositions with margin 159.3750 cents:
 2
-- Rational properties --
Prime limit                         : 2 (not all pitches rational)
FIT/MODE
  7:  1 1 1 1 1 1 1  SP B ME I SD: 56.2428 c. M: 89.3973 c.  Lebeng
  8:  1 2 0 2 1 1 1   P   D3 S SD: 44.9718 c. M: 67.9688 c. 
  9:  2 1 1 1 2 1 1   P M ME S SD: 35.9021 c. M: 51.3021 c. 
 10:  2 2 0 2 2 1 1   P   D3 S SD: 31.0445 c. M:-58.1250 c. 
 12:  2 2 1 2 2 2 1   P M ME S SD: 16.6076 c. M: 25.7812 c.  G.Lydian, M.Ionian, M.Hypolydian, Major, Bilaval That, Mela Shankarabharanam, Raga Atana, Ghana Heptatonic, Peruvian Major, Matzore, Rast ascending: Greece, 4th plagal Byzantine, Ararai: Ethiopia, Makam Cargah, Ajam Ashiran, Dastgah-e Mahur, Dastgah-e Rast Panjgah, Xin: China, DS2, Heptatonia prima
 17:  3 3 1 3 3 3 1   N M DE S SD: 5.9962 c. M:-11.4430 c.  Seventeen-tone Major
 39:  7 7 2 7 7 6 3   N        SD: 5.3504 c. M: 10.2764 c. 
 44:  8 7 3 8 8 7 3   N        SD: 4.8901 c. M: 12.7841 c. 
 48:  9 8 3 8 9 8 3   N   T3   SD: 5.9882 c. M: 8.9844 c. 
 49:  9 8 3 9 9 8 3   N        SD: 4.4815 c. M:-8.5619 c. 
 54:  10 9 3 10 10 8 4   N        SD: 4.4349 c. M:-7.5521 c. 
 56:  10 10 3 10 10 9 4   N        SD: 3.6792 c. M:-6.6964 c. 
 61:  11 10 4 11 11 10 4   N        SD: 3.6368 c. M: 8.7602 c. 
 66:  12 11 4 12 12 10 5   N        SD: 3.7104 c. M: 8.8778 c. 
 71:  13 12 4 13 13 11 5   N        SD: 2.0351 c. M:-3.7962 c. 
 83:  15 14 5 15 15 13 6   N        SD: 2.1085 c. M: 4.7157 c. 
 88:  16 15 5 16 16 14 6   N        SD: 0.8183 c. M:-1.4915 c. 
 188: 34 32 11 34 34 30 13   N        SD: 0.6467 c. M: 0.9475 c. 
 276: 50 47 16 50 50 44 19   N        SD: 0.4843 c. M: 0.8832 c. 
 293: 53 50 17 53 53 47 20   N        SD: 0.4764 c. M: 0.9039 c. 
 381: 69 65 22 69 69 61 26   N        SD: 0.4364 c. M: 0.8489 c. 
 464: 84 79 27 84 84 74 32   N        SD: 0.5284 c. M: 0.8082 c. 
 469: 85 80 27 85 85 75 32   N        SD: 0.4582 c. M: 0.9295 c. 
 481: 87 82 28 87 87 77 33   N        SD: 0.5018 c. M: 0.9209 c. 
 486: 88 83 28 88 88 78 33   N        SD: 0.4954 c. M: 0.8295 c. 
 495: 90 84 29 89 90 79 34   N        SD: 0.4641 c. M: 1.1056 c. 
 512: 93 87 30 93 92 82 35   N        SD: 0.4429 c. M:-1.1719 c. 
 529: 96 90 31 96 95 85 36   N        SD: 0.4343 c. M:-1.0345 c. 
 538: 98 91 32 97 97 86 37   N        SD: 0.4475 c. M:-0.7493 c. 
 543: 99 92 32 98 98 87 37   N        SD: 0.4445 c. M:-0.8158 c. 
 555: 101 94 33 100 100 89 38   N        SD: 0.3872 c. M:-0.7855 c. 
 560: 102 95 33 101 101 90 38   N        SD: 0.4378 c. M:-0.6696 c. 
 572: 104 97 34 103 103 92 39   N        SD: 0.4106 c. M:-0.8195 c. 
 600: 109 102 35 108 109 96 41   N        SD: 0.3909 c. M: 0.9844 c. 
 617: 112 105 36 112 111 99 42   N        SD: 0.3776 c. M:-0.9022 c. 
 626: 114 106 37 113 113 100 43   N        SD: 0.3379 c. M:-0.5616 c. 
 631: 115 107 37 114 114 101 43   N        SD: 0.3964 c. M:-0.7317 c. 
 643: 117 109 38 116 116 103 44   N        SD: 0.2586 c. M:-0.5030 c. 
 731: 133 124 43 132 132 117 50   N        SD: 0.1910 c. M:-0.3623 c. 
 748: 136 127 44 135 135 120 51   N        SD: 0.1787 c. M:-0.3259 c. 
 819: 149 139 48 148 148 131 56   N        SD: 0.1799 c. M:-0.3463 c. 
 831: 151 141 49 150 150 133 57   N        SD: 0.1724 c. M: 0.2792 c. 
 836: 152 142 49 151 151 134 57   N        SD: 0.1454 c. M:-0.2131 c. 
 919: 167 156 54 166 166 147 63   N        SD: 0.1103 c. M: 0.2321 c. 
 936: 170 159 55 169 169 150 64   N        SD: 0.0769 c. M: 0.1402 c. 
 1024: 186 174 60 185 185 164 70   N        SD: 0.0000 c. M: 0.0000 c. 
FIT/HARMONIC
 1 x x x x x x 2  S SD: 0.0000 cents
 2 x x x 3 x x 4  S SD: 3.5147 cents
 3 x x 4 x 5 x 6  S SD: 13.9449 cents
 4 x 5 x 6:7 x 8  S SD: 14.0687 cents
 5:6 x 7:8:9 x 10  S SD: 38.5180 cents
 6:7 x 8:9:10:11:12  S SD: 15.7213 cents
 7:8:9 x 11:12:13:14    SD: 14.8575 cents
 8:9:10:11:12:14:15:16  S SD: 12.5706 cents
 10:11:13 x 15:17:19:20    SD: 10.5373 cents
 13:15 x 17:20:22:25:26    SD: 9.7692 cents
 14:16:18:19:21:24:27:28    SD: 6.6212 cents
 18:20:23:24:27:31:34:36    SD: 6.1886 cents
 21:24:27:28:32:36:40:42  S SD: 4.1712 cents
 22:25:28:29:33:38:42:44    SD: 3.7596 cents
 30:34:38:40:45:51:57:60    SD: 2.6407 cents
 37:42:47:49:56:63:71:74    SD: 2.4557 cents
 43:49:55:57:65:73:82:86    SD: 2.1825 cents
 51:58:65:68:77:87:97:102    SD: 1.4596 cents
 61:69:78:81:92:104:116:122    SD: 1.2373 cents
 73:83:93:97:110:125:139:146    SD: 1.1456 cents
 83:94:106:110:125:142:158:166    SD: 1.0792 cents
 91:103:116:121:137:155:174:182    SD: 0.9987 cents
 95:108:121:126:143:162:181:190    SD: 0.9557 cents
 97:110:124:129:146:166:185:194    SD: 0.8204 cents
 112:127:143:149:169:191:214:224    SD: 0.7504 cents
 119:135:152:158:179:203:227:238    SD: 0.4911 cents
 164:186:209:218:247:280:313:328    SD: 0.3451 cents
 225:255:287:299:339:384:429:450    SD: 0.2464 cents
 283:321:361:376:426:483:540:566    SD: 0.1822 cents
 344:390:439:457:518:587:656:688    SD: 0.1728 cents
 417:473:532:554:628:712:795:834    SD: 0.1557 cents
 478:542:610:635:720:816:912:956    SD: 0.1250 cents
 508:576:648:675:765:867:969:1016    SD: 0.1141 cents
 529:600:675:703:797:903:1009:1058    SD: 0.0877 cents