Scala analysis: Lithuania_Skud_06d
Skud 6d (Skudutis), Lithuania
Generated by Scala: https://www.huygens-fokker.org/scala/
SHOW
0: 1/1 0.000000 unison, perfect prime 1: 240.000 cents 240.000000 2: 498.000 cents 498.000000 3: 666.000 cents 666.000000
SHOW/INTERVAL
0: 168.0000 cents 168.0000 1: 240.0000 cents 240.0000 2: 258.0000 cents 258.0000 3: 168.0000 cents 168.0000
SHOW INTERVALS
Interval class, Number of incidences, Size: 1: 1 168.00000 cents 1: 1 240.00000 cents 1: 1 258.00000 cents 2: 1 408.00000 cents 2: 1 426.00000 cents 2: 1 498.00000 cents Highest number of different intervals for one interval class: 3 Average number of different intervals per interval class: 3.00000 = 3
SHOW/LINE/CENTS INTERVALS
1 2 3 0.0 : 240.0 498.0 666.0 240.0: 258.0 426.0 666.0 498.0: 168.0 408.0 666.0 666.0
SHOW/SPAN INTERVALS
Interval class, Interval span, Span size, Gap to prev. class: 1: 168.0000 .. 258.0000 cents 90.00000 cents 168.00000 cents 2: 408.0000 .. 498.0000 cents 90.00000 cents 150.00000 cents
SHOW DATA
Number of notes : 3 -- Interval properties -- Smallest interval : 168.00000 cents, class 1 Average step (divided formal octave): 222.0000 cents Largest one step interval : 258.00000 cents Average / Smallest step : 1.321429 Largest / Average step : 1.162162 Largest / Smallest step : 1.535714 Median interval of one step : 240.00000 cents, amount: 1 Least squares average step : 231.00000 cents, oct.: 693.00000 cents Scale is strictly proper Scale has trivalence property Scale is a mode of a 111-tone equal temperament with octave 666.000 cents degrees: 40 83 111 Least number of segments generator : 56 of 336.000 cents and inv. number of contiguous generator circle segments: 1 Shortest superset generator : 97 of 582.000 cents and inv. generated superset size: 14 = 11 more = 466.667% Number of contiguous 1-step segments: 0 Step pattern alph. order: ABC Step pattern size order : MLS 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 1 0 0 0 0 0 0 0 0 0 0 0 1 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 ] Scale is sum-free (all different intervals) Scale is a Constant Structure, by a margin of 150.00000 cents Scale diversity : 1.579550 Rothenberg stability : 1.000000 = 1 Lumma stability : 0.729730 Rothenberg efficiency : 0.666667 redundancy: 0.333333 Efficiency x scale size : 2.000000 Number of different interval sizes : 6 = 3.00000 / class Number of one step interval sizes : 3 Highest interval variety : 3 Mean interval variety : 3.00000 = 3 Median interval variety : 3 Lowest interval variety : 3 Smallest interval difference : 18.00000 cents Number of recognisable fifths : 0 Number of recognisable fourths : 1, average 498.0000 cents Best major thirds form a closed circle Formal octave complements present : 1 = 33.3333% 2/1 octave complements present : 0 = 0.0000% Limited inverse transpositions with margin 90.0000 cents: 2 -- Rational properties --
FIT/MODE
3: 1 1 1 SP B ME I SD: 32.8634 c. M: 54.0000 c. 5: 2 2 1 SP M ME S SD: 25.2190 c. M:-34.8000 c. 8: 3 3 2 SP M ME S SD: 5.6954 c. M:-9.7500 c. 19: 7 7 5 SP M DE S SD: 5.2145 c. M: 7.2632 c. 20: 7 8 5 SP T3 SD: 4.0768 c. M: 6.9000 c. 27: 10 10 7 SP M DE S SD: 4.6983 c. M:-6.6667 c. 28: 10 11 7 SP T3 SD: 1.5102 c. M: 2.1429 c. 36: 13 14 9 SP T3 SD: 0.9129 c. M:-1.5000 c. 67: 24 26 17 SP T3 SD: 1.0039 c. M: 1.4328 c. 75: 27 29 19 SP T3 SD: 0.4382 c. M: 0.7200 c. 111: 40 43 28 SP T3 SD: 0.0000 c. M: 0.0000 c.
FIT/HARMONIC
1 x x 2 S SD: 534.0000 cents 2 x x 3 S SD: 35.9550 cents 3 x 4 x S SD: 0.0450 cents 4 x 5:6 S SD: 58.6656 cents 5:6 x 7 S SD: 56.3290 cents 6:7:8:9 H SD: 14.9622 cents 13:15:17:19 SD: 11.8710 cents 15:17:20:22 SD: 7.8331 cents 21:24:28:31 SD: 4.0282 cents 39:45:52:57 SD: 3.9608 cents 45:52:60:66 SD: 3.5727 cents 47:54:63:69 SD: 3.1080 cents 54:62:72:79 SD: 2.4583 cents 60:69:80:88 SD: 1.1810 cents 81:93:108:119 SD: 0.2772 cents 222:255:296:326 SD: 0.2766 cents 228:262:304:335 SD: 0.2197 cents 309:355:412:454 SD: 0.0927 cents 390:448:520:573 SD: 0.0303 cents