Scala analysis: Georgia_GVM205-M

GVM205-M (Voice), Georgia

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

SHOW
  0:          1/1               0.000000 unison, perfect prime
  1:        174.000 cents     174.000000
  2:        357.000 cents     357.000000
  3:        548.000 cents     548.000000
  4:        704.000 cents     704.000000
  5:        882.000 cents     882.000000
  6:       1065.000 cents    1065.000000
  7:       1201.000 cents    1201.000000
SHOW/INTERVAL
  0:        136.0000 cents    136.0000
  1:        174.0000 cents    174.0000
  2:        183.0000 cents    183.0000
  3:        191.0000 cents    191.0000
  4:        156.0000 cents    156.0000
  5:        178.0000 cents    178.0000
  6:        183.0000 cents    183.0000
  7:        136.0000 cents    136.0000
SHOW INTERVALS
Interval class, Number of incidences, Size:
  1:   1 136.00000 cents
  1:   1 156.00000 cents
  1:   1 174.00000 cents
  1:   1 178.00000 cents
  1:   2 183.00000 cents
  1:   1 191.00000 cents
  2:   1 310.00000 cents
  2:   1 319.00000 cents
  2:   1 334.00000 cents
  2:   1 347.00000 cents
  2:   1 357.00000 cents
  2:   1 361.00000 cents
  2:   1 374.00000 cents
  3:   2 493.00000 cents
  3:   1 497.00000 cents
  3:   1 517.00000 cents
  3:   1 525.00000 cents
  3:   1 530.00000 cents
  3:   1 548.00000 cents
  4:   1 653.00000 cents
  4:   1 671.00000 cents
  4:   1 676.00000 cents
  4:   1 684.00000 cents
  4:   1 704.00000 cents
  4:   2 708.00000 cents
  5:   1 827.00000 cents
  5:   1 840.00000 cents
  5:   1 844.00000 cents
  5:   1 854.00000 cents
  5:   1 867.00000 cents
  5:   1 882.00000 cents
  5:   1 891.00000 cents
  6:   1 1010.00000 cents
  6:   2 1018.00000 cents
  6:   1 1023.00000 cents
  6:   1 1027.00000 cents
  6:   1 1045.00000 cents
  6:   1 1065.00000 cents
Highest number of different intervals for one interval class: 7
Average number of different intervals per interval class: 6.33333 = 19/3
SHOW/LINE/CENTS INTERVALS
         1     2     3     4     5     6      7     
 0.0   : 174.0 357.0 548.0 704.0 882.0 1065.0 1201.0
 174.0 : 183.0 374.0 530.0 708.0 891.0 1027.0 1201.0
 357.0 : 191.0 347.0 525.0 708.0 844.0 1018.0 1201.0
 548.0 : 156.0 334.0 517.0 653.0 827.0 1010.0 1201.0
 704.0 : 178.0 361.0 497.0 671.0 854.0 1045.0 1201.0
 882.0 : 183.0 319.0 493.0 676.0 867.0 1023.0 1201.0
 1065.0: 136.0 310.0 493.0 684.0 840.0 1018.0 1201.0
 1201.0
SHOW/SPAN INTERVALS
Interval class, Interval span, Span size, Gap to prev. class:
  1:  136.0000  .. 191.0000 cents      55.00000 cents                     136.00000 cents
  2:  310.0000  .. 374.0000 cents      64.00000 cents                     119.00000 cents
  3:  493.0000  .. 548.0000 cents      55.00000 cents                     119.00000 cents
  4:  653.0000  .. 708.0000 cents      55.00000 cents                     105.00000 cents
  5:  827.0000  .. 891.0000 cents      64.00000 cents                     119.00000 cents
  6:  1010.0000 .. 1065.0000 cents     55.00000 cents                     119.00000 cents
SHOW DATA
Number of notes                     : 7
-- Interval properties --
Smallest interval                   : 136.00000 cents, class 1
Average step (divided formal octave): 171.5714 cents
Largest one step interval           : 191.00000 cents
Average / Smallest step             : 1.261555
Largest / Average step              : 1.113239
Largest / Smallest step             : 1.404412
Median interval of one step         : 178.00000 cents, amount: 1
Most common interval of one step    : 183.00000 cents, amount: 2
Least squares average step          : 175.39286 cents, oct.:  1227.75000 cents
Scale is strictly proper
Scale is a mode of a 1201-tone equal temperament with octave  1201.000 cents
  degrees: 174 357 548 704 882 1065 1201
Least number of segments generator  : 601 of 601.000 cents and inv.
  number of contiguous generator circle segments: 1
Shortest superset generator         : 858 of 858.000 cents and inv.
  generated superset size: 250 = 243 more = 3571.429%
Number of contiguous 1-step segments: 0
Step pattern alph. order: ABCDEBF
Step pattern size order : CEFBDEA
Scale is sum-free (all different intervals)
Scale is a Constant Structure, by a margin of 105.00000 cents
Scale diversity                     : 1.323635
Rothenberg stability                : 1.000000 = 1
Lumma stability                     : 0.710241
Rothenberg efficiency               : 0.312925   redundancy: 0.687075
Efficiency x scale size             : 2.190476
Number of different interval sizes  : 38 = 6.33333 / class
Number of one step interval sizes   : 6
Highest interval variety            : 7
Mean interval variety               : 6.33333 = 19/3
Median interval variety             : 6
Lowest interval variety             : 6
Smallest interval difference        : 4.00000 cents
Number of recognisable fifths       : 3, average 706.6667 cents
Number of recognisable fourths      : 3, average 494.3333 cents
Best fifths form a closed circle
Best major thirds form a closed circle
Best minor thirds form a closed circle
Formal octave complements present   : 1 = 14.2857%
2/1 octave complements present      : 0 = 0.0000%
Limited inverse transpositions with margin 55.0000 cents:
 3
-- Rational properties --
FIT/MODE
  7:  1 1 1 1 1 1 1  SP B ME I SD: 22.2578 c. M: 35.5714 c.  Lebeng
 15:  2 2 3 2 2 2 2  SP M ME S SD: 19.1110 c. M: 36.7333 c. 
 16:  2 3 2 2 3 2 2  SP M ME S SD: 19.9076 c. M: 28.4375 c.  Mavila-7, Antiaeolian
 17:  2 3 3 2 2 3 2  SP   D3 S SD: 19.2171 c. M: 34.2353 c. 
 19:  3 3 3 2 3 3 2  SP M ME S SD: 13.8999 c. M:-22.2632 c.  Nineteen-tone Lydian
 20:  3 3 3 3 3 3 2  SP M ME S SD: 11.8662 c. M:-18.7500 c.  Major quasi-equal Heptatonic
 26:  4 4 4 3 4 4 3  SP M ME S SD: 8.1245 c. M:-12.5385 c. 
 27:  4 4 4 4 4 4 3  SP M ME S SD: 7.0009 c. M: 14.2222 c.  Tetracot-7
 33:  5 5 5 4 5 5 4  SP M ME S SD: 7.9047 c. M: 12.5152 c. 
 34:  5 5 6 4 5 5 4  SP   T3   SD: 7.0849 c. M:-17.1765 c. 
 37:  5 6 6 5 5 6 4  SP        SD: 6.7921 c. M: 11.7027 c. 
 41:  6 6 7 5 6 6 5  SP   T3   SD: 5.6982 c. M: 10.4634 c. 
 44:  6 7 7 6 6 7 5  SP        SD: 5.5955 c. M: 10.2273 c. 
 46:  7 7 7 6 7 7 5  SP   T3   SD: 5.5103 c. M:-8.7609 c. 
 50:  7 8 8 6 8 7 6  SP        SD: 5.7513 c. M: 8.1200 c. 
 53:  8 8 8 7 8 8 6  SP   T3   SD: 3.9037 c. M:-7.2830 c. 
 61:  9 9 10 8 9 9 7  SP        SD: 3.1591 c. M:-4.7869 c. 
 68:  10 10 11 9 10 10 8  SP        SD: 2.8429 c. M: 5.2941 c. 
 87:  13 13 14 11 13 13 10  SP        SD: 2.8640 c. M:-5.4598 c. 
 90:  13 14 14 12 13 14 10  SP        SD: 2.0931 c. M:-3.3000 c. 
 97:  14 15 15 13 14 15 11  SP        SD: 1.9500 c. M: 3.2165 c. 
 124: 18 19 20 16 18 19 14  SP        SD: 2.0125 c. M:-4.0726 c. 
 125: 18 19 20 16 19 19 14  SP        SD: 1.5260 c. M: 2.6160 c. 
 131: 19 20 21 17 19 20 15  SP        SD: 1.4250 c. M:-2.0763 c. 
 151: 22 23 24 20 22 23 17  SP        SD: 1.6387 c. M:-3.8742 c. 
 158: 23 24 25 21 23 24 18  SP        SD: 1.2254 c. M:-2.9177 c. 
 188: 27 29 30 24 28 29 21  SP        SD: 1.1971 c. M:-1.8457 c. 
 193: 28 29 31 25 29 29 22  SP        SD: 1.1757 c. M: 2.3005 c. 
 195: 28 30 31 25 29 30 22  SP        SD: 1.0589 c. M: 1.8769 c. 
 212: 31 32 34 27 32 32 24  SP        SD: 1.2152 c. M:-1.7547 c. 
 215: 31 33 34 28 32 33 24  SP        SD: 0.8779 c. M:-1.9349 c. 
 222: 32 34 35 29 33 34 25  SP        SD: 0.7970 c. M: 1.5991 c. 
 249: 36 38 40 32 37 38 28  SP        SD: 0.8415 c. M:-1.8554 c. 
 256: 37 39 41 33 38 39 29  SP        SD: 0.4254 c. M:-0.8945 c. 
 283: 41 43 45 37 42 43 32  SP        SD: 0.4380 c. M:-0.7138 c. 
 346: 50 53 55 45 51 53 39  SP        SD: 0.4736 c. M:-0.6329 c. 
 353: 51 54 56 46 52 54 40  SP        SD: 0.3943 c. M: 0.8130 c. 
 478: 69 73 76 62 71 73 54  SP        SD: 0.3519 c. M: 0.6339 c. 
 539: 78 82 86 70 80 82 61  SP        SD: 0.2538 c. M: 0.4879 c. 
 565: 82 86 90 73 84 86 64  SP        SD: 0.2595 c. M:-0.4212 c. 
 636: 92 97 101 83 94 97 72  SP        SD: 0.2305 c. M: 0.3742 c. 
 655: 95 100 104 85 97 100 74  SP        SD: 0.2694 c. M:-0.5496 c. 
 662: 96 101 105 86 98 101 75  SP        SD: 0.2066 c. M:-0.3973 c. 
 848: 123 129 135 110 126 129 96  SP        SD: 0.1641 c. M:-0.3384 c. 
 855: 124 130 136 111 127 130 97  SP        SD: 0.1916 c. M: 0.2561 c. 
 892: 129 136 142 116 132 136 101  SP        SD: 0.1597 c. M: 0.3128 c. 
 918: 133 140 146 119 136 140 104  SP        SD: 0.1350 c. M: 0.2200 c. 
 945: 137 144 150 123 140 144 107  SP        SD: 0.1152 c. M: 0.2423 c. 
 1194: 173 182 190 155 177 182 135  SP        SD: 0.1305 c. M:-0.2085 c. 
 1201: 174 183 191 156 178 183 136  SP        SD: 0.0000 c. M: 0.0000 c. 
FIT/HARMONIC
 1 x x x x x x 2  S SD: 1.0000 cents
 2 x x x 3 x x 4  S SD: 1.1382 cents
 3 x x 4 x 5 x 6  S SD: 16.6736 cents
 4 x 5 x 6:7 x 8  S SD: 22.9173 cents
 5 x 6:7 x 8:9:10  S SD: 19.8157 cents
 6 x 7:8:9:10:11:12  S SD: 17.3798 cents
 8:9:10:11:12:13:15:16    SD: 9.0706 cents
 16:18:20:22:24:27:30:32  S SD: 7.6679 cents
 18:20:22:25:27:30:33:36    SD: 4.1579 cents
 26:29:32:36:39:43:48:52    SD: 3.5236 cents
 27:30:33:37:41:45:50:54    SD: 3.3417 cents
 30:33:37:41:45:50:56:60    SD: 2.9365 cents
 38:42:47:52:57:63:70:76    SD: 2.2666 cents
 40:44:49:55:60:67:74:80    SD: 2.2589 cents
 48:53:59:66:72:80:89:96    SD: 0.9391 cents
 86:95:106:118:129:143:159:172    SD: 0.8683 cents
 104:115:128:143:156:173:192:208    SD: 0.8574 cents
 105:116:129:144:158:175:194:210    SD: 0.7470 cents
 113:125:139:155:170:188:209:226    SD: 0.5449 cents
 140:155:172:192:210:233:259:280    SD: 0.4922 cents
 161:178:198:221:242:268:298:322    SD: 0.3405 cents
 245:271:301:336:368:408:453:490    SD: 0.3198 cents
 253:280:311:347:380:421:468:506    SD: 0.3135 cents
 293:324:360:402:440:488:542:586    SD: 0.2413 cents
 301:333:370:413:452:501:557:602    SD: 0.2173 cents
 446:493:548:612:670:742:825:893    SD: 0.2171 cents
 454:502:558:623:682:756:840:909    SD: 0.1941 cents
 494:546:607:678:742:822:914:989    SD: 0.1802 cents
 540:597:664:741:811:899:999:1081    SD: 0.1704 cents
 558:617:686:766:838:929:1032:1117    SD: 0.1630 cents
 586:648:720:804:880:975:1084:1173    SD: 0.1466 cents