90 Royalty-Free Audio Tracks for "7 Limit Tuning And Intervals"

*Five-hundred-twenty-fifth harmonic on C = C♯+. Just: 525/512 = 43.41 cents. Limit: 7-limit. MIDI pitch bend: 114,77

*49th subharmonic on C = E- (Ben Johnston's notation). Just: 64:49 = 462.35 cents. Limit: 7-limit. MIDI pitch bend: 122,83 on a M3

*Forty-ninth harmonic on C = A♭+. Just: 49:32 = 737.65 cents. Equal-tempered: 28/12:1 = 800 cents. Limit: 7-limit. MIDI pitch bend: 6,76

*Twenty-first harmonic, harmonic seventh on G on C = F+ (Ben Johnston's notation). 21:16 = 470.78 cents. Limit: 7-limit. MIDI pitch bend: 83,54

7 steps in just A12 on middle C: 21/11 = C↓+ = 1119.46 cents.

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

First eight harmonics, vertically (just).

*Hundred-fifth harmonic on C = A+. Just: 105:64 = 857.10 cents. Equal-tempered: 29/12:1 = 900 cents. Limit: 7-limit. MIDI pitch bend: 34,82 on m6

*Septimal minor second on C = D♯- (Ben Johnston's notation). Just: 28/27 = 62.96 cents. Equal-tempered: 21/12:1 = 100 cents. Limit: 7-limit. MIDI pitch bend: 19,84 on PU

*Two-hundred-forty-fifth subharmonic on C = C-. Just: 256/245 = 76.03 cents. Limit: 7-limit. MIDI pitch bend: 42,88 on PU

*Three-hundred-forty-third harmonic on C = G♭+. Just: 343:256 = 506.48 cents. Limit: 7-limit. MIDI pitch bend: 9,66

*Five-hundred-sixty-seventh harmonic on C = D♭+. Just: 567/512 = 176.65 cents. Limit: 7-limit. MIDI pitch bend: 67,88 on m2

*Two-hundred-forty-fifth harmonic on C = C+. Just: 245/128 = 1123.97 cents. Limit: 7-limit. MIDI pitch bend: 85,39 on P8

Lambda mode diatonic scale in Bohlen-Pierce tuning (Just), in an instrument with only odd harmonics.

Septimal minor triad on C (C,E7b,G or 6:7:9)

*Thirty fifth harmonic on C = D. Just: 35/32 = 155.14 cents. Equal-tempered: 23/24:1 = 150 cents. Limit: 7-limit. MIDI pitch bend: 83,81 on m2

*Sixty-third harmonic on C = C+. Just: 63/32 = 1172.74 cents. Equal-tempered: 212/12:1 = 1200 cents. Limit: 7-limit. MIDI pitch bend: 35,87 on 1100

*Hundred-seventy-fifth harmonic on C = F♯+ (Ben Johnston's notation). Just: 175:128 = 541.45 cents. Limit: 7-limit. MIDI pitch bend: 33,45

Septimal major triad (14,18,21) on C (C,Eㄥ,G).

Septimal augmented sixth on C. A♭. 1003.8 cents.

*Hundred-eighty-ninth harmonic on C = G+ (Ben Johnston's notation). Just: 189:128 = 386.31 cents. Limit: 7-limit. MIDI pitch bend: 115,87 on TT

Triad in Just Bohlen-Pierce tuning (0 6 10 semitones). Title refers to harmonics (fundamental=1,3,9,etc.).

Second septimal minor third on C = D♯-. Just intonation: 25/21 = 301.85 cents.

*Octave and septimal chromatic semitone on C = D♭ (Ben Johnston's notation). Just: 21:10 = 1284.47 cents. Limit: 7-limit. Created by Hyacinth (talk) using Sibelius 5 with midi pitch bend on 4,91 for 1284.472656 cents rather than 1200.

Supermajor sixth on B7b. Created by Hyacinth (talk) 20:20, 19 March 2011 (UTC) using Sibelius 5.

*"Semitone" in the Bohlen-Pierce scale on C = Db to D or Bb to B. Just: 625/567 = 168.61 cents. Limit: 7-limit. MIDI pitch bend: 122,53 Title refers to number of semitones (unison=0).

Scale of harmonics on C for the Vietnamese Đàn bầu.

*Two secors on C. 18/52/19 = 233.43 cents.

Harmonic Chord 3:5:7:9. Traditional notation: G E B♭ D. Title refers to harmonics (fundamental=1:3:9:etc.).

13-limit just decatonic scale on C; 1/1, 12/11, 32/27, 9/7, 4/3, 132/91, 3/2, 18/11, 16/9, 176/91, and 2/1; followed by the tonic chord: C, E, G.

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.

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.

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'.

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'.

Secondary dominant with barbershop seventh chords. V/V - V - I in F major (G7-C7-F). Derived from [1]. In just intonation. Sevenths are harmonic sevenths, and the F in the first measure is 27.26 cents lower than the F in the third measure. Pitch bend matches intervals.

Mystic chord on C as the 7th, 10th, 13th, 9th, 12th, and 8th harmonics. 7 = B♭ = C = 0 cents = 1/1 = unison 8 = C = D- = 231.17 cents = 8/7 = septimal major second 9 = D = E = 435.08 cents = 9/7 = septimal major third 10 = E = F♯ = 617.49 cents = 10/7 = greater septimal tritone (11 = F↑ = G↑- = 782.49 cents = 11/7 = undecimal minor sixth) 12 = G = A = 933.13 cents = 12/7 = greater just minor seventh 13 = A♭ = B♭- = 1071.70 cents = 13/7 = ?

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♭.

Mystic chord on C as the 1, 11, 7, 5, 13, and 9th harmonics (harmonics 8 through 14, without 12). 1 = C = 0 cents = unison 11 = F↑ = 551.32 cents = eleventh harmonic 7 = B♭ = 968.83 cents = harmonic seventh 5 = E = 386.31 cents = just major third 13 = A♭ = 840.53 cents = thirteenth harmonic 9 = D = 203.91 cents = large just whole tone

*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...

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.