996 Royalty-Free Audio Tracks for "Data Bending"

Primary triad in C in just intonation. Created by Hyacinth (talk) 11:17, 22 December 2011 (UTC) using Sibelius 5.

*(Lesser) undecimal neutral second on C = D↓ (Ben Johnston's notation). 12/11 = 150.64 cents.

*Septimal major third on C = E (Ben Johnston's notation). 9:7 = 435.08 cents. Limit: 7-limit.

*Septimal minor sixth on C = A♭ (Ben Johnston's notation). 14:9 = 764.92 cents. Limit: 7-limit.

*Pythagorean augmented seventh on C = B♯+++ (Ben Johnston's notation). 531441/262144 = 1223.46 cents. Limit: 3-limit.

Bohlen-Pierce chord: 0,1,2 (semitones), the most dissonant chord. Currently at 0, 169.75, and 310.88 cents. Title refers to number of semitones (unison=0).

*Octave, fourth, and just chromatic semitone/Compound just augmented fourth on C = F♯ (Ben Johnston's notation). 50:18 = 1768.72 cents.

*32 steps in 72 equal temperament on C. Equal-tempered: 232/72=16/36=8/18=4/9:1 = 533.33 cents. MIDI pitch bend: 85,74 Created in Sibelius with midi pitch bend on 75 for 534.375 cents rather than 533.344. New version a P4 on 85,74 for 533.3251953125 cents rather than 533.344.

*12 steps in 15 equal temperament on C = A♮ (Easley Blackwood's notation). Equal-tempered: 212/15=8/10=4/5:1 = 960 cents. MIDI pitch bend: 26,83 on M6 Created by Hyacinth (talk) using Sibelius 5 with midi pitch bend on ~154,50 on Bb

*28 steps in 72 equal temperament on C. Equal-tempered: 228/72=14/36=7/18:1 = 466.67 cents. MIDI pitch bend: 43,53

*Pythagorean diminished octave on C = C♭-- (Ben Johnston's notation). 4096:2187 = 1086.31 cents. Limit: 3-limit.

*Septimal major seventh on C. Just: 27/14 = 1137.04 cents. Equal-tempered: 211/12:1 = 1100 cents. Limit: 7-limit.

Major chord on C in 19 equal temperament. 0,6,11. All notes within 8 cents of just intonation (rather than 14 for 12 equal temperament).

*Undecimal neutral sixth on C = A↓ (Ben Johnston's notation). 18:11 = 852.59 cents. Limit: 11-limit.

*Undecimal major third on C = F↓+ (Ben Johnston's notation). 14:11 = 417.51 cents. Limit: 11-limit.

*Undecimal neutral third on C = E↑♭- (Ben Johnston's notation). 11:9 = 347.41 cents. Limit: 11-limit.

*Septimal third-tone on C = D♭- (Ben Johnston's notation). Just: 28:27 = 62.96 cents. Limit: 7-limit.

*Undecimal neutral seventh on C = B↑♭- (Ben Johnston's notation). 11:6 = 1049.36 cents. Limit: 11-limit.

*Lesser undecimal neutral seventh on C = B↓ (Ben Johnston's notation). 20:11 = 1035 cents. Limit: 11-limit.

*Septimal diatonic semitone/Major diatonic semitone on C = C♯ (Ben Johnston's notation). 15:14 = 119.44 cents. Limit: 7-limit.

*Septimal diatonic semitone/Major diatonic semitone on C = C♯ (Ben Johnston's notation). 15:14 = 119.44 cents. Limit: 7-limit.

*Undecimal minor sixth/Undecimal augmented fifth on C = G↑- (Ben Johnston's notation). 11:7 = 782.49 cents. Limit: 11-limit.

Giovanni Benedetti's 1563 example of a comma "pump" or drift by a syntonic comma (21.51 cents) during a progression. Common tones between chords are the same pitch, with the other notes tuned in pure intervals to the common tones.

A12 4 7 10 on C. Traditional notation: C B♭ E. MIDI pitch bend matches intervals. Other non-octave tunings investigated by Bohlen besides the Bohlen-Pierce scale include twelve steps in the tritave, named A12 by Enrique Moreno [1] and based on the 4:7:10 chord.

*Septimal minor third on C = E♭ (Ben Johnston's notation). 7:6 = 266.87 cents. Limit: 7-limit.

*Pythagorean diminished fourth on C = F♭-- (Ben Johnston's notation). 8192:6561 = 384.36 cents. Limit: 3-limit.

*Gamma scale neutral third on C. (3 : 2)10/20 : 1 = 351 cents. Created by Hyacinth (talk) 08:49, 25 November 2010 using Sibelius 5.

Chord from just Bohlen–Pierce scale: C-G-A Title refers to harmonics (fundamental=1:3:9:etc.)., tuned to harmonics 3, 5, and 7. "BP" above the clefs indicates Bohlen–Pierce notation.

Regular diatonic tuning 31-tone. A regular diatonic tuning is five "whole tones", T, and two half tones, S, arranged in any rotation of TTSTTTS.

Regular diatonic tuning 53-tone. A regular diatonic tuning is five "whole tones", T, and two half tones, S, arranged in any rotation of TTSTTTS.

*Major semitone/Minor diatonic semitone on C = C17♯ (Ben Johnston's notation). 17/16 = 104.96 cents. Limit: 17-limit. 17th harmonic.

La Monte Young's magic chord. Tuned from E = 1/1.Gann, Kyle (1997). "La Monte Young's The Well-Tuned Piano", La Monte Young Web Page.

*1 step in 17 equal temperament on C = D♭ (Easley Blackwood's notation). Equal-tempered: 21/17:1 = 70.59 cents. MIDI pitch bend: 75,54 17 tone equal temperament is the tempered scale derived by dividing the octave into 17 equal steps (equal frequency ratios). Each step represents a frequency ratio of 21/17, or 70.6 cents.

Difference tones between Yankee Doodle in F and a drone on C. F=8/5 (1/1), G=9/5 (9/8), A440=1/1 (5/4), C=6/5 (3/2). Difference tones.

Difference tones between Yankee Doodle in F and a drone on C. F=8/5 (1/1), G=9/5 (9/8), A440=1/1 (5/4), C=6/5 (3/2). Top line.

Difference tones between Yankee Doodle in F and a drone on C. F=8/5 (1/1), G=9/5 (9/8), A440=1/1 (5/4), C=6/5 (3/2). Bottom line.

Difference tones between Yankee Doodle in F and a drone on C. F=8/5 (1/1), G=9/5 (9/8), A440=1/1 (5/4), C=6/5 (3/2). Top and bottom line and difference tones.

Istrian mode as subharmonics 14 through 7 on C: D-, E↓, F, G↓, A♭, B♭-, C, D-' = D, E, F, G♭, A♭, B♭, C, D'.

Difference tones between Yankee Doodle in F and a drone on C. F=8/5 (1/1), G=9/5 (9/8), A440=1/1 (5/4), C=6/5 (3/2). Top and bottom line without difference tones.

Istrian mode as subharmonics 14 through 7 on C: D-, E↓, F, G↓, A♭, B♭-, C, D-' = D, E, F, G♭, A♭, B♭, C, D'.

5 7 9 chord on E, eight steps in the octave. Other non-octave tunings investigated by Bohlen besides the Bohlen-Pierce scale include eight steps in the octave, based on 5:7:9 and of which only the just version would be used. Traditional notation: E B♭ D.

Regular diatonic tuning 72-tone. A regular diatonic tuning is five "whole tones", T, and two half tones, S, arranged in any rotation of TTSTTTS. In 12-tone, T=200 cents and S=100 cents. In 72-tone, T=233.3 cents and S=16.6. This is that scale: C = 0 D = 233.3 E# = 466.6 F# = 483.3 G = 716.6 A = 950 B# = 1183.3 C = 1200

La Monte Young - Magic opening chord: E♭, E, F, A, B♭, C, D, E♭, E, F, G, A, B♭ = 2:3:7:9:21:63:567:189:567. The opening chord (left), E, F, A, B♭, D, E, G, and A, and the magic chord (right), E♭, B♭, C, E♭, F, B♭.

The range of a Jew's harp as string harmonics:“By using the cavity of the mouth as a resonator, each harmonic in succession can be isolated and reinforced, giving the instrument the compass shown. The lower harmonics of the series cannot be obtained, owing to the limited capacity of the resonating cavity. The black notes on the stave show the scale which may be produced by using two harps, one tuned a fourth above the other.” This file plays harmonics 4, 5, 6, 7, 8, 9, 10, 11, and 12.

Musical scale called "Ishartum" by Lou Harrison, often called the "Flamenco mode", in Pythagorean tuning on E, as follows: (by fifths) F-, C-, G-, D-, A, E, B (F♯+, C♯+, G♯+, and D♯+), or (in order) E (1/1), F- (256/243), G- (32/27), A (4/3), B (3/2), C- (128/81), D (16/9), E (2/1), with G♯+ being 81/64 and D#+ being 729/512. The final F- has an augmented sixth chord, B7b5/F (B D# F A), which resolves to a major chord that touches on the minor third.

*Thirty-third harmonic on C = C↑ (Ben Johnston's notation). 33/32 = 53.27 cents. Limit: 11-limit. MIDI pitch bend: 6,49 Other accidentals[edit] v • d • e #7 = 5·7 : 2·32 = 35 : 18 = -48.77 cents. vs. #L 11 = 3·11 : 25 = 33 : 32 = 53.27 cents. vs. U11 13 = 5·13 : 26 = 65 : 64 = 26.84 cents. vs. E1 17 = 3·17 : 2·52 = 51 : 50 = 34.28 cents. vs. L1 19 = 5·19 : 25·3 = 95 : 96 = -18.13 cents. vs. U19 23 = 2·23 : 32·5 = 46 : 45 = 38.05 cents. vs. U23 29 = 5·29 : 24·32 = 145 : 144 = 11.98 cents. vs. U29 31 = 31 : 2·3·5 = 31 : 30 = 56.77 cents. vs. 1E LE = 3·52 : 2·37 = 75 : 74 = 23.24 cents. vs. 37 41 = 41 : 23·5 = 41 : 40 = 42.75 cents. vs. U41 43 = 3·43 : 27 = 129 : 128 = 13.47 cents. vs. U43 47 = 24·3 : 47 = 48 : 47 = -36.45 cents. vs. U47 53 = 25·5 : 3·53 = 160 : 159 = -10.85 cents. vs. U53 #7, 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47, 53... #L, U11, E1, L1, U19, U23, U29, 1E, LE, U41, U43, U47, U53...