4,775 Royalty-Free Audio Tracks for "Cs"

*1 step in 14 equal temperament on C. Equal-tempered: 21/14:1 = 85.71 cents. MIDI pitch bend: 54,59

*1 step in 22 equal temperament on C. Equal-tempered: 21/22:1 = 54.55 cents. MIDI pitch bend: 58,49

*13 steps in 31 equal temperament on C. Equal-tempered: 213/31:1 = 503.23 cents. MIDI pitch bend: 4,65

*16 steps in 19TET on C = B♭. Equal-tempered: 216/19:1 = 1010.53 cents. MIDI pitch bend: 47,67

7-tone equal tempered scale represented in traditional notation. + and - indicates approximate distance above and below notated pitch. Pitch bend matches intervals.

*1 step in 48 temperament (8th tone) on C. Equal-tempered: 21/48:1 = 25 cents. MIDI pitch bend: 0,72

*1 step in 26 equal temperament on C. Equal-tempered: 21/26:1 = 46.15 cents. MIDI pitch bend: 98,78

*1 step in 25 equal temperament on C. Equal-tempered: 21/25:1 = 48 cents. MIDI pitch bend: 46,79

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

*1 step in 29 equal temperament on C. Equal-tempered: 21/29:1 = 41.38 cents. MIDI pitch bend: 31,77

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

*29 steps in 36-et on C = ??. Equal-tempered: 229/36=58/72:1 = 966.67 cents. MIDI pitch bend: 42,53

Klaviersonate Nr. 21 C-Dur, op. 53 “Waldstein” - III. Rondo - Allegretto moderato - Prestissimo

C L I M A X by Soft and Furious

vi-IV-I-V chord progression in C. Created by Hyacinth (talk) 23:43, 25 March 2010 using Sibelius 5. vi-IV-I-V progression resolving to I.

Short violin monophonic phrase recorded with an iphone x and converted to 16bit and mono. Notes come as follow:b3, c#4, a3, f#4, d4, c#4, ?, a3, ?.

JS Bach - Well Tempered Clavier - Prelude and Fugue No.1 in C major (BWV 846) - Public domain music from musopen.com

*Classic augmented fourth on C = F♯. 25/18 = 568.72 cents. Limit: 5-limit. MIDI pitch bend: 127,85 on P4

viio6 as a substitute for V43 chord in Beethoven Piano Sonata in C major, Op. 2, No. 3, fourth movement.

*Pythagorean diminished sixth on C = A--- (Ben Johnston's notation). 262144:177147 = 678.49 cents. Limit: 3-limit.

*Eight-hundred-ninety-first harmonic on C = A↑+. Just: 891/512 = 959.14 cents. Limit: 11-limit. MIDI pitch bend: 118,50

*53-TET perfect fifth on C = G?. Equal-tempered: 231/53:1 = 701.89 cents. MIDI pitch bend: 77,64

*Just minor sixth on C = A♭. 8:5 = 813.69 cents. Limit: 5-limit. MIDI pitch bend: 49,68

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

*Eight-hundred-ninety-seventh harmonic on C = A+. Just: 897/512 = 970.76 cents. Limit: 23-limit. MIDI pitch bend: 82,54

*Three-hundred-nineteenth harmonic on C = E♭↑. Just: 319/256 = 380.90 cents. Limit: 29-limit. MIDI pitch bend: 113,57

*Eight-hundred-thirty-third harmonic on C = A+. Just: 833/512 = 842.61 cents. Limit: 17-limit. MIDI pitch bend: 81,77

*Six-hundred-ninth harmonic on C = E♭+. Just: 609/512 = 300.36 cents. Limit: 29-limit. MIDI pitch bend: 14,64

*Four-hundred-seventy-fifth harmonic on C = A. Just: 475/256 = 1070.14 cents. Limit: 19-limit. MIDI pitch bend: 56,54

*Six-hundred-fifteenth harmonic on C = D♯. Just: 615/512 = 317.33 cents. Limit: 41-limit. MIDI pitch bend: 69,69

*Eight-hundred-fifth harmonic on C = G♯+. Just: 805/512 = 783.41 cents. Limit: 23-limit. MIDI pitch bend: 88,58

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

*1025th harmonic on C = B♯. Just: 1025/1024 = 1.69 cents. Limit: 41-limit. MIDI pitch bend: 69,64

*Seven-hundred-thirteenth harmonic on C = E♯+. Just: 713/512 = 573.31 cents. Limit: 31-limit. MIDI pitch bend: 58,55

*Two-hundred-sixty-fifth harmonic on C = ?. Just: 265/256 = 59.82 cents. Limit: 53-limit. MIDI pitch bend: 18,51

*Two-hundred-fifty-third subharmonic on C = D↓♭-. Just: 256/253 = 20.41 cents. Limit: 23-limit. MIDI pitch bend: 67,70

*Four-hundred-fifth harmonic on C = G♯+. Just: 405/256 = 794.13 cents. Limit: 5-limit. MIDI pitch bend: 15,62

5 25 {\displaystyle {\sqrt[{25}]{5}}} = 5:11/25 = 111.45 cents. Interval used in Stockhausen's Studie II, a compound just major third (5/1) divided into 25 equal parts.

Franz Schubert - Fantasy in C major D.760 (op.15) "Wanderer" - IV. Allegro by Daniel Blanch

Sound created with fl studio, basic effects.

MCS Source: Midnight Casette System http://mcs.franknora.com/ - Frank Nora