1,478 Royalty-Free Audio Tracks for "Midi Music"

D chord in drop D tuning.

Shuffle pattern with staggered thirds played on piano.

Slendro vs whole tone scale on C

Minor major sixth chord on C.

Major triad on F in first inversion

In a triadic context chords with omitted thirds may be considered "indeterminate" triads.

Anfang des zweiten Satzes aus Beethovens Opus 109

6/8 clave, third form (rumba clave)

Chorale prelude BWV 686 Auf tiefer Noth schrei' ich zu dir from Clavier-Übung III, encoded in lilypond and converted into a midi file

Uns ist ein Kind geboren, BWV 142 - 1 Concerto

Just augmented sixth in just C scale: A♭ and F♯. 225:128 = 976.54 cents.

*Chromatic diesis on C. Just: 27:26 = 65.34 cents. Limit: 13-limit. MIDI pitch bend: 116,52

*11 steps in 17 equal temperament on C = A♭ (Easley Blackwood's notation). Equal-tempered: 211/17:1 = 776.47 cents. MIDI pitch bend: 60,56

*1 step in 15 equal temperament on C = C↑ (Easley Blackwood's notation). Equal-tempered: 21/15:1 = 80 cents. MIDI pitch bend: 76,57

*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

*19 steps in 21-et on C = B♭↑ (Easley Blackwood's notation). Equal-tempered: 219/21:1 = 1085.71 cents. MIDI pitch bend: 54,59

*Hundred-nineteenth harmonic on C = B. Just: 119/64 = 1073.78 cents. Equal-tempered: 211/12:1 = 1100 cents. Limit: 17-limit. MIDI pitch bend: 78,87

*11 steps in 16-et on C = G♯ (Easley Blackwood's notation). Equal-tempered: 211/16:1 = 825 cents. MIDI pitch bend: 76,57

*Seventy-seventh harmonic on C = E↑♭ (Ben Johnston's notation). Just: 77/64 = 320.14 cents. Limit: 11-limit. MIDI pitch bend: 57,70

*13 steps in 17 equal temperament on C = A♮ (Easley Blackwood's notation). Equal-tempered: 213/17:1 = 917.65 cents. MIDI pitch bend: 83,69

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

Opening of Mozart's piano sonata K545. Created by Hyacinth (talk) 01:48, 31 October 2011 (UTC) using Sibelius.

Agnus Dei from Missa in Festis Apostolorum, instrumental midi version

B♭ natural minor scale ascending and descending.

Bagatelles, Opus 33, no.4 by Ludwig van Beethoven, 2:51 minutes

Bagatelles, Opus 33, no.1 by Ludwig van Beethoven, 2:47 minutes

Schubert - op.9 D.365, mm.17-24. Modulation using German sixth in new key, enharmonic to dominant seventh in old key.

*Tridecimal minor third on C = E↓♭. Just: 13:11 = 289.21 cents. Limit: 13-limit.

*Tridecimal major third on C. Just: 13:10 = 454.21 cents. Limit: 13-limit.

First Publication Alberts Music Sydney Australia with separate violin & cornet parts (ommitted) Fourth edition 1932 by another publisher Palings Sydney Australia with band parts Bert Rache (-1928) http://nla.gov.au/anbd.aut-an35655503 Dated Australia wide (5 July 1910). "Advertising". The West Australian XXVI, (7,572): 1. Retrieved on 3 May 2021.

Example of harmonic minor from the opening theme to Schumann's First Symphony (probably 1832/33 Zwickau, WoO 29).

E-flat harmonic minor scale ascending and descending.

Invention No. 15, BWV 786, by Johann Sebastian Bach

Invention No. 6, BWV 777, by Johann Sebastian Bach

Ausschnitt aus Joseph Haydns Klaviersonate Hob. XVI/Nr. 8

Invention No. 10, BWV 781, by Johann Sebastian Bach

Variation 3 des dritten Satzes aus Beethovens Klaviersonate Opus 109

Vivace aus Beethovens op. 79 und Reduktion nach Alfred Rosenberg

First part of Flute-Sonata Nr. 1 in D-Major

Excerpt from "Clair de Lune" of Claude Debussy's Suite bergamasque (1905) for solo piano.

Jacob Senleches: Ballade Fuions de ci.

Yo scale on D. Created by Hyacinth (talk) 11:53, 21 March 2010 using Sibelius 5.

Symphony No. 9, movement 1, Op. 125

Invention No. 7, BWV 778, by Johann Sebastian Bach

A few bars (30,32, etc.) from Schuberts song "Der Lindenbaum"

Symphony No. 9, Movement 2, Op. 125

See the conqu’ring hero comes (from Joshua and Judas Maccabaeus) Tochter Zion, freue dich (Evang. Gesangbuch 13; Gotteslob (2013) 228)

Traditional Pythagorean tuning of the diatonic tetrachord. Created by Hyacinth (talk) using Sibelius 5. MIDI pitch bend appears to match intervals (0,64, 96,62, 64,61, and 80,64).