Scala analysis: horixens-03-in-the-zoon-1
Sevish: In the Zoon, Horixens
Generated by Scala: https://www.huygens-fokker.org/scala/
SHOW
0: 1/1 0.000000 unison, perfect prime 1: 104.348 cents 104.347826 2: 313.043 cents 313.043478 3: 417.391 cents 417.391304 4: 626.087 cents 626.086957 5: 782.609 cents 782.608696 6: 939.130 cents 939.130435 7: 1200.000 cents 1200.000000
SHOW/INTERVAL
0: 260.8696 cents 260.8696 1: 104.3478 cents 104.3478 2: 208.6957 cents 208.6957 3: 104.3478 cents 104.3478 4: 208.6957 cents 208.6957 5: 156.5217 cents 156.5217 6: 156.5217 cents 156.5217 7: 260.8696 cents 260.8696
SHOW INTERVALS
Interval class, Number of incidences, Size: 1: 2 104.34783 cents 1: 2 156.52174 cents 1: 2 208.69565 cents 1: 1 260.86957 cents 2: 4 313.04348 cents 2: 2 365.21739 cents 2: 1 417.39130 cents 3: 1 417.39130 cents 3: 1 469.56522 cents 3: 3 521.73913 cents 3: 2 573.91304 cents 4: 2 626.08696 cents 4: 3 678.26087 cents 4: 1 730.43478 cents 4: 1 782.60870 cents 5: 1 782.60870 cents 5: 2 834.78261 cents 5: 4 886.95652 cents 6: 1 939.13043 cents 6: 2 991.30435 cents 6: 2 1043.47826 cents 6: 2 1095.65217 cents Highest number of different intervals for one interval class: 4 Average number of different intervals per interval class: 3.66667 = 11/3
SHOW/LINE/CENTS INTERVALS
1 2 3 4 5 6 7 0.0 : 104.3 313.0 417.4 626.1 782.6 939.1 1200.0 104.3 : 208.7 313.0 521.7 678.3 834.8 1095.7 1200.0 313.0 : 104.3 313.0 469.6 626.1 887.0 991.3 1200.0 417.4 : 208.7 365.2 521.7 782.6 887.0 1095.7 1200.0 626.1 : 156.5 313.0 573.9 678.3 887.0 991.3 1200.0 782.6 : 156.5 417.4 521.7 730.4 834.8 1043.5 1200.0 939.1 : 260.9 365.2 573.9 678.3 887.0 1043.5 1200.0 1200.0
SHOW/SPAN INTERVALS
Interval class, Interval span, Span size, Gap to prev. class: 1: 104.3478 .. 260.8696 cents 156.52174 cents 104.34783 cents 2: 313.0435 .. 417.3913 cents 104.34783 cents 52.17391 cents 3: 417.3913 .. 573.9130 cents 156.52174 cents 1/1, 0.0000 cents 4: 626.0870 .. 782.6087 cents 156.52174 cents 52.17391 cents 5: 782.6087 .. 886.9565 cents 104.34783 cents 1/1, 0.0000 cents 6: 939.1304 .. 1095.6522 cents 156.52174 cents 52.17391 cents
SHOW DATA
Number of notes : 7 -- Interval properties -- Smallest interval : 104.34783 cents, class 1 Average step (divided formal octave): 171.4286 cents Largest one step interval : 260.86957 cents Average / Smallest step : 1.642857 Largest / Average step : 1.521739 Largest / Smallest step : 2.500000 Median interval of one step : 156.52174 cents, amount: 2 Least squares average step : 160.24845 cents, oct.: 1121.73913 cents Scale is proper Scale is a mode of a 23-tone equal temperament with octave 1200.000 cents degrees: 2 6 8 12 15 18 23 Least number of segments generator : 17 of 886.957 cents and inv. number of contiguous generator circle segments: 1 Shortest superset generator : 13 of 678.261 cents and inv. generated superset size: 14 = 7 more = 200.000% Number of contiguous 1-step segments: 0 Step pattern alph. order: ABABCCD Step pattern size order : ACACBBD Interval vector is [ 0 2 2 2 1 4 2 2 1 3 2 ] Scale is not a Constant Structure Scale diversity : 1.528925 Rothenberg stability : 0.904762 = 19/21 Lumma stability : 0.304348 Rothenberg efficiency : 0.463946 redundancy: 0.536054 Efficiency x scale size : 3.247619 Number of different interval sizes : 20 = 3.33333 / class Number of one step interval sizes : 4 Highest interval variety : 4 Mean interval variety : 3.66667 = 11/3 Median interval variety : 3.5 Lowest interval variety : 3 Smallest interval difference : 52.17391 cents Most common intervals : 313.04348 cents & inv., amount: 4 Most common triad is 0.0 313.043 886.957 cents, amount: 2 Number of recognisable fifths : 0 Best fifths form a closed circle Best minor thirds form a closed circle Formal octave complements present : 3 = 42.8571% -- Rational properties --
FIT/MODE
7: 0 1 1 1 1 1 2 N T3 SD: 96.4429 c. M: 141.6149 c. 8: 1 1 1 1 1 1 2 P M ME S SD: 30.6888 c. M:-45.6522 c. 9: 1 1 1 2 1 1 2 P M ME S SD: 27.4544 c. M: 46.3768 c. 11: 1 2 1 2 1 2 2 P M ME S SD: 22.6053 c. M:-42.6877 c. 12: 1 2 1 2 2 1 3 P D3 SD: 20.7215 c. M: 39.1304 c. Ultralocrian, Superlocrian Diminished, Mixolydian sharp 1 14: 1 3 1 2 2 2 3 P T3 SD: 17.6492 c. M:-29.8137 c. 15: 1 3 1 3 2 2 3 P D3 S SD: 16.3674 c. M: 24.3478 c. 19: 2 3 2 3 2 3 4 P T3 SD: 16.0789 c. M: 24.7140 c. 20: 2 3 2 3 3 3 4 P SD: 14.8555 c. M: 26.0870 c. 23: 2 4 2 4 3 3 5 P 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: 37.9340 cents 3 x x 4 x x 5:6 S SD: 32.4978 cents 4 x x 5:6 x 7:8 S SD: 21.7997 cents 5 x 6 x 7:8:9:10 S SD: 19.0034 cents 6 x 7:8:9 x 10:12 S SD: 26.3764 cents 7 x 8:9:10:11:12:14 S SD: 14.0689 cents 8:9 x 10:11:13:14:16 SD: 23.9822 cents 9:10:11 x 13:14:15:18 SD: 17.2381 cents 10:11:12:13:14:16:17:20 SD: 13.0354 cents 11:12:13:14:16:17:19:22 SD: 9.1591 cents 14:15:17:18:20:22:24:28 SD: 4.9153 cents 21:22:25:27:30:33:36:42 SD: 4.7709 cents 26:28:31:33:37:41:45:52 SD: 4.6247 cents 29:31:35:37:42:46:50:58 SD: 4.0457 cents 30:32:36:38:43:47:52:60 SD: 2.6221 cents 44:47:53:56:63:69:76:88 SD: 2.3292 cents 50:53:60:64:72:79:86:100 SD: 2.1758 cents 51:54:61:65:73:80:88:102 SD: 1.4997 cents 65:69:78:83:93:102:112:130 SD: 1.3653 cents 80:85:96:102:115:126:138:160 SD: 1.1030 cents 81:86:97:103:116:127:139:162 SD: 1.0688 cents 96:102:115:122:138:151:165:192 SD: 0.5704 cents 147:156:176:187:211:231:253:294 SD: 0.3305 cents 161:171:193:205:231:253:277:322 SD: 0.2346 cents 257:273:308:327:369:404:442:514 SD: 0.1214 cents 404:429:484:514:580:635:695:808 SD: 0.1064 cents 418:444:501:532:600:657:719:836 SD: 0.1015 cents 565:600:677:719:811:888:972:1130 SD: 0.0725 cents