Scala analysis: Congo_Horn
Horn (Horns), Congo
Generated by Scala: https://www.huygens-fokker.org/scala/
SHOW
0: 1/1 0.000000 unison, perfect prime 1: 213.000 cents 213.000000 2: 468.000 cents 468.000000
SHOW/INTERVAL
0: 255.0000 cents 255.0000 1: 213.0000 cents 213.0000 2: 255.0000 cents 255.0000
SHOW INTERVALS
Interval class, Number of incidences, Size: 1: 1 213.00000 cents 1: 1 255.00000 cents Highest number of different intervals for one interval class: 2 Average number of different intervals per interval class: 2.00000 = 2
SHOW/LINE/CENTS INTERVALS
1 2 0.0 : 213.0 468.0 213.0: 255.0 468.0 468.0
SHOW/SPAN INTERVALS
Interval class, Interval span, Span size, Gap to prev. class: 1: 213.0000 .. 255.0000 cents 42.00000 cents 213.00000 cents
SHOW DATA
Number of notes : 2 -- Interval properties -- Smallest interval : 213.00000 cents, class 1 Average step (divided formal octave): 234.0000 cents Largest one step interval : 255.00000 cents Average / Smallest step : 1.098592 Largest / Average step : 1.089744 Largest / Smallest step : 1.197183 Median interval of one step : 234.00000 cents, amount: 0 Least squares average step : 229.80000 cents, oct.: 459.60000 cents Scale is strictly proper Scale has Myhill's property chromas: 42.00000 cents and 171.00000 cents, ratio: 4.071429 generator: 1 of 213.00000 cents ET pair of linear temperament : 33&468 Scale is maximally even for L / S <= 2 Scale is distributional even Scale is a mode of a 156-tone equal temperament with octave 468.000 cents degrees: 71 156 generator: 71 Number of contiguous 1-step segments: 0 Step pattern alph. order: AB Step pattern size order : SL Interval vector is [ 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 ] Scale is a Constant Structure, by a margin of 213.00000 cents Scale diversity : 2.063826 Rothenberg stability : 1.000000 = 1 Lumma stability : 0.910256 Rothenberg efficiency : 1.000000 redundancy: 0.000000 Efficiency x scale size : 2.000000 Number of different interval sizes : 2 = 2.00000 / class Number of one step interval sizes : 2 Highest interval variety : 2 Mean interval variety : 2.00000 = 2 Median interval variety : 2 Lowest interval variety : 2 Smallest interval difference : 42.00000 cents Most common intervals : 213.00000 cents & inv., amount: 1 Number of recognisable fifths : 0 Number of recognisable fourths : 0 Best fifths form a closed circle Best minor thirds form a closed circle Steps are strictly increasing Formal octave complements present : 1 = 50.0000% 2/1 octave complements present : 0 = 0.0000% Limited inverse transpositions : 1 Inversional symmetry on intervals : 0-1 1-2 -- Rational properties --
FIT/MODE
2: 1 1 SP B ME I SD: 14.8492 c. M:-21.0000 c. 7: 3 4 SP M ME SD: 8.7883 c. M: 12.4286 c. 9: 4 5 SP M ME SD: 3.5355 c. M: 5.0000 c. 11: 5 6 SP M ME SD: 0.1928 c. M: 0.2727 c. 79: 36 43 SP M DE SD: 0.1880 c. M:-0.2658 c. 90: 41 49 SP M DE SD: 0.1414 c. M:-0.2000 c. 101: 46 55 SP M DE SD: 0.1050 c. M:-0.1485 c. 112: 51 61 SP M DE SD: 0.0758 c. M:-0.1071 c. 123: 56 67 SP M DE SD: 0.0517 c. M:-0.0732 c. 134: 61 73 SP M DE SD: 0.0317 c. M:-0.0448 c. 145: 66 79 SP M DE SD: 0.0146 c. M:-0.0207 c. 156: 71 85 SP M DE SD: 0.0000 c. M:-0.0000 c.
FIT/HARMONIC
1 x 2 S SD: 732.0000 cents 2 x 3 S SD: 233.9550 cents 3 x 4 S SD: 30.0450 cents 4 x 5 S SD: 81.6863 cents 5:6:7 H SD: 76.8900 cents 6:7:8 H SD: 30.8414 cents 7:8:9 H SD: 18.8000 cents 13:15:17 SD: 17.4621 cents 15:17:20 SD: 15.1352 cents 16:18:21 S SD: 4.7529 cents 23:26:30 SD: 4.0202 cents 38:43:50 SD: 3.5925 cents 39:44:51 SD: 2.7434 cents 45:51:59 SD: 1.9033 cents 61:69:80 SD: 0.7349 cents 84:95:110 SD: 0.5751 cents 145:164:190 SD: 0.0916 cents 451:510:591 SD: 0.0803 cents 596:674:781 SD: 0.0387 cents