1,178 Royalty-Free Audio Tracks for "Diminished Intervals"

midi files of musical intervalsmidi files containing pitch bend data7-limit tuning and intervalsben johnston's notationmicrotonal intervalssuperparticular intervalsminor thirds5-limit tuning and intervalspythagorean tuning and intervalsneutral intervals
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Do eolio
Italiano: Scala di do eolio.
Author: .mau. at Italian Wikipedia
midi files of musical intervals
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Do lidio
Italiano: Scala di do lidio.
Author: .mau. at Italian Wikipedia
midi files of musical intervals
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Minor 2
interval minor 2nd melodic
Author: Cranraspberry
midi files of musical intervals
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Minor 3
interval minor 3rd melodic
Author: Cranraspberry
midi files of musical intervals
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Minor 7
interval minor 7th melodic
Author: Cranraspberry
midi files of musical intervals
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Do locrio
Italiano: Scala di do locrio.
Author: .mau. at Italian Wikipedia
midi files of musical intervals
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Perfect 4
interval perfect 4th melodic
Author: Cranraspberry
midi files of musical intervals
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Major 7
interval major 7th melodic
Author: Cranraspberry
midi files of musical intervals
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Major 2
minor 2nd interval melodic
Author: Cranraspberry
midi files of musical intervals
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Octatonic ic7
I created this file myself to illustrate the concept of interval class.
Author: No machine-readable author provided. Psfitzgibbon~commonswiki assumed (based on copyright claims).
midi files of musical intervals
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Perfect 5
interval perfect 5th melodic
Author: Cranraspberry
midi files of musical intervals
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Major 6
interval major 6rd melodic
Author: Cranraspberry
midi files of musical intervals
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Do mixolidio
Italiano: Scala di do mixolidio.
Author: .mau. at Italian Wikipedia
midi files of musical intervals
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00:11
Tritonus auwaerts abwaerts
Tritonus f'h' aufwärts zusammen abwärts Akkord Frequenzen Frequenzverhältnis in Cent f' ,h' 352 495 45/35 590,2237 Tonbezeichnung nach https://de.wikipedia.org/wiki/Eulersches_Tonnetz
Author: Joachim Mohr
audio files of musical intervals
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Pythagorean diminished third
Pythagorean diminished third on C. 65536 : 59049 180.45 cents.
Author: Burninthruthesky
midi files containing pitch bend datapythagorean tuning and intervals
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Octave equivalent silver ratio on C
*Silver ratio (δS) on C. Just: 1+√2:2 = 325.86 cents. MIDI pitch bend: 35,72
Author: Hyacinth
midi files containing pitch bend datamidi files of musical intervalsmicrotonal intervals
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Compound minor third on C
Compound minor third on C (Augmented ninth), MIDI
Author: Hyacinth at en.wikipedia
midi files of musical intervalsaudio accompanying an imagecompound intervalsminor thirds
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First Feigenbaum constant on C
*First Feigenbaum constant on C = δ. 4.66920 = 2667.81 cents. MIDI pitch bend: 89,53
Author: Hyacinth
midi files containing pitch bend datamidi files of musical intervalsmicrotonal intervals
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Octave equivalent second Feigenbaum constant on C
*Octave equivalent second Feigenbaum constant on C. α/2 = 2.50291 : 2 = 388.33 cents. MIDI pitch bend: 33,60
Author: Hyacinth
midi files containing pitch bend datamidi files of musical intervalsmicrotonal intervals
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Tridecimal five-quarter tone on C
*Tridecimal 5/4 tone on C = D♯. Just: 15:13 = 247.74 cents. Limit: 13-limit.
Author: Hyacinth
midi files containing pitch bend data13-limit tuning and intervalsneutral intervals
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Thirteen quarter tones on C
*Thirteen quarter tones (minor fifth) on C = G. Equal-tempered: 213/24:1 = 650 cents. MIDI pitch bend: 0,80 Preceded by:File:Eleven quarter tones on C.mid
Author: Created by Hyacinth (talk) in Sibelius 5. A P5 with midi pitch bend on ~128,47 for 650 cents.
midi files containing pitch bend data24 equal temperament intervalsminor intervalsfifth
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Octave equivalent first Feigenbaum constant on C
*Octave equivalent first Feigenbaum constant on C = δ. δ/4 = 4.66920 = 267.81 cents. MIDI pitch bend: 89,53
Author: Hyacinth
midi files containing pitch bend datamidi files of musical intervalsmicrotonal intervals
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Second Feigenbaum constant on C
*Second Feigenbaum constant on C. α/1 = 2.50291 = 1588.33 cents. MIDI pitch bend: 33,60
Author: Hyacinth
midi files containing pitch bend datamidi files of musical intervalsmicrotonal intervals
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Septimal supermajor seventh on C
*Septimal supermajor seventh on C = C. Just: 35 : 18 = 1151.23 cents. Limit: 7-limit. MIDI pitch bend: 50,80 on M7
Author: Hyacinth
midi files containing pitch bend datamidi files of musical intervals7-limit tuning and intervalsseventh
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Neutral third on C
*Neutral third on C = E. Equal-tempered: 27/24:1 = 350 cents. MIDI pitch bend: 0,80 Preceded by:File:Five quarter tones on C.mid
Author: Created by Hyacinth (talk) using Sibelius 5 with midi pitch bend on 0,80 for 350 cents rather than 300.
midi files containing pitch bend datamidi files of musical intervals24 equal temperament intervalsmusical intervals on c
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Sixty-seventh harmonic on C
*Sixty-seventh harmonic on C = ?. Just: 67/64 = 79.31 cents. Limit: 67-limit. MIDI pitch bend: 49,89 on PU
Author: Hyacinth
midi files containing pitch bend datamidi files of musical intervalsharmonic series (music)musical intervals
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Supermajor sixth on B7b
Supermajor sixth on B7b. Created by Hyacinth (talk) 20:20, 19 March 2011 (UTC) using Sibelius 5.
Author: Hyacinth at English Wikipedia
midi files containing pitch bend datamidi files of musical intervals7-limit tuning and intervalssixth
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Tritone on C
Tritone on C = F♯/G♭. Equal-tempered: 26/12:1 = 600 cents. MIDI pitch bend: 0,64 Midi created in Sibelius.
Author: Hyacinth
midi files of musical intervals72 equal temperament intervals12 equal temperamenttriton
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Septimal neutral seventh on C
*Septimal neutral seventh on C = BLb- (Ben Johnston's notation). 64:35 = 1044.86 cents. Limit: 7-limit. MIDI pitch bend: 45,78
Author: Created by Hyacinth (talk) 19:40, 15 December 2009 using Sibelius 5 with midi bend on Bb on ~51,78.
midi files containing pitch bend datamidi files of musical intervals7-limit tuning and intervalsseventh
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Minor tone on C
*Pythagorean minor tone on C = D- (Ben Johnston's notation). 10:9 = 182.40 cents. Limit: 5-limit. MIDI pitch bend: 47,58
Author: Hyacinth (talk) at English Wikipedia in Sibelius 5 with midi pitch bend on 47,58 for 182.397461 cents rather than 200.
midi files containing pitch bend datapythagorean tuning and intervals5-limit tuning and intervalsben johnston's notation
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Subminor third on G
Subminor third on G. 7:6 = 266.87 cents.
Author: Created by Hyacinth (talk) using Sibelius 5.
midi files containing pitch bend datamidi files of musical intervals7-limit tuning and intervalsminor thirds
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Wolf fourth on C
*Wolf fourth on C = F+ (Ben Johnston's notation). 27:20 = 519.55 cents. Limit: 5-limit.
Author: Created by Hyacinth (talk) in Sibelius. Midi pitch bend on 71 for 521.875 cents rather than 519.55. New version: A P4 with midi pitch bend on 33,70 for 519.5556640625 cents rather than 519.55.
midi files containing pitch bend datamidi files of musical intervals5-limit tuning and intervalsfourth
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Lesser undecimal neutral seventh on C
*Lesser undecimal neutral seventh on C = B↓ (Ben Johnston's notation). 20:11 = 1035 cents. Limit: 11-limit.
Author: Created by Hyacinth (talk) in Sibelius with midi pitch bend on 75 for 1034.375 cents rather than 1035. New version a m7 on 26,75 for 1035.009765625 cents rather than 1035.
midi files containing pitch bend datamidi files of musical intervals11-limit tuning and intervalsseventh
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Johnston U37 on C
*Johnston's 37-limit accidental on C = C. Just: 75:74 = 23.24 cents. Limit: 37-limit. MIDI pitch bend: 55,71
Author: Hyacinth
midi files containing pitch bend data37-limit tuning and intervalssuperparticular intervalsaccidental
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Compound just perfect fifth on C
Compound just perfect fifth on C. Also the 833 cents scale step 16 (2). 1901.96 cents. 3/1
Author: Hyacinth
pythagorean tuning and intervalsmidi files of musical intervals833 cents scaleperfect fifths
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Undecimal diesis on C
*Undecimal diesis on C. Just: 45:44 = 38.91 cents. Limit: 11-limit.
Author: Created by Hyacinth (talk) using Sibelius 5.
midi files containing pitch bend data11-limit tuning and intervalscommas (musical intervals)
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Ptolemy's enharmonic on C
*Ptolemy's enharmonic on C = D7b↓. 56:55 = 31.19 cents. Limit: 11-limit. MIDI pitch bend: 125,73
Author: Created by Hyacinth (talk) using Sibelius with midi pitch bend on ~12,73 on C.
midi files containing pitch bend data11-limit tuning and intervalssuperparticular intervalsenharmonic
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Semicomma on C
*Semicomma on C. 2109375:2097152 = 10.06 cents. Limit: 5-limit.
Author: Created by Hyacinth (talk) using Sibelius 5 with midi pitch bend on 28,67 for 10.058594 cents rather than 0.
midi files containing pitch bend data5-limit tuning and intervalscommas (musical intervals)
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Orwell comma on C
*Orwell comma on C. 1728:1715 = 13.07 cents. Limit: 7-limit.
Author: Created by Hyacinth (talk) using Sibelius 5 with midi pitch bend on PU on ~23,68 for 13.061523 cents rather than 0.
midi files containing pitch bend data7-limit tuning and intervalscommas (musical intervals)
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Pi on C
*Pi on C. π = 3.14159 = 1981.79 (octave and 781.79 cents) cents. MIDI pitch bend: 79,59
Author: Hyacinth
midi files containing pitch bend datamidi files of musical intervalsmicrotonal intervalspi
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Wallis product (pi) on C
*Wallis product (pi/2) on C. π/2 = 781.79 cents. MIDI pitch bend: 22,90 on P5
Author: Hyacinth
midi files containing pitch bend datamidi files of musical intervalsmicrotonal intervalspi
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Major second on C
*Major second on C = D. Equal-tempered: 22/12:1 = 200 cents. MIDI pitch bend: 0,64
Author: Hyacinth at English Wikipedia
midi files of musical intervals72 equal temperament intervals12 equal temperamentmajor seconds
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Major seventh on C
*Major seventh on C = B. Equal-tempered: 211/12:1 = 1100 cents. MIDI pitch bend: 0,64
Author: Hyacinth at English Wikipedia
midi files of musical intervals72 equal temperament intervals12 equal temperamentmajor sevenths
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12167th harmonic on C
*12167th harmonic on C = E+. Equal-tempered: 24/12:1 = 684.82 cents. Limit: 23-limit. MIDI pitch bend: 18,91 on TT
Author: Hyacinth
midi files containing pitch bend datamidi files of musical intervalsdoubly augmented intervalsaudio files of harmonics
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Septimal minor third on C
*Septimal minor third on C = E♭ (Ben Johnston's notation). 7:6 = 266.87 cents. Limit: 7-limit. MIDI pitch bend: 51,53
Author: Hyacinth (talk) at English Wikipedia in Sibelius 5 with midi pitch bend on 51,53 for 266.870117 cents rather than 300.
midi files containing pitch bend datamidi files of musical intervals7-limit tuning and intervalsben johnston's notation
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15625th harmonic on C
*15625th harmonic on C = A♯+. Just: 4/12 = 1117.88 cents. Limit: 5-limit. MIDI pitch bend: 92,69
Author: Hyacinth
midi files containing pitch bend datamidi files of musical intervals5-limit tuning and intervalsaudio files of harmonics
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Just minor third on C
*Just minor third on C = E♭ (Ben Johnston's notation). 6:5 = 315.64 cents. Limit: 5-limit. MIDI pitch bend: 1,69
Author: Created by Hyacinth (talk) in Sibelius. Midi pitch bend on 69 for 315.625 cents rather than 315.64. New version a m3 on 1,69 for 315.6494140625 cents rather than 315.64.
midi files containing pitch bend datamidi files of musical intervals5-limit tuning and intervalsben johnston's notation
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19-limit seventh tone on C
*19-limit seventh tone on C = C (Ben Johnston's notation). Just: 57/56 = 30.64 cents. Limit: 19-limit. MIDI pitch bend: 103,73
Author: Hyacinth
midi files containing pitch bend datamidi files of musical intervalssuperparticular intervalsben johnston's notation
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Octave and septimal minor third on C
*Septimal minor third on C = E♭ (Ben Johnston's notation). 7:6 = 266.87 cents. Limit: 7-limit.
Author: Created by Hyacinth (talk) 23:34, 13 December 2009 in Sibelius with quarter tone playback, midi pitch bend on 53 for 1465.625 cents rather than 1466.87. New version created in Sibelius with midi pitch bend on 51,85 for 1466.8701171875 cents rather than 1466.87 cents.
midi files containing pitch bend datamidi files of musical intervals7-limit tuning and intervalscompound intervals
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Septimal sixth-tone on C
*Septimal sixth-tone on C = BLL#-. 50:49 = 34.98 cents. Limit: 7-limit. MIDI pitch bend: 25,75
Author: Created by Hyacinth (talk) in Sibelius. A PU with midi pitch bend on 25,75 for 34.9853515625 cents rather than 34.98.
midi files containing pitch bend data7-limit tuning and intervalssuperparticular intervalssixth tones
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