261.63 Hz — Nearest Note: C4
261.63 Hz is closest to C4 in equal temperament at A=440 Hz. The deviation is +0.03 cents (sharp of the nearest equal-tempered pitch).
261.63 Hz is the equal temperament frequency of C4 at A=440 Hz. It is derived from the formula f = 440 × 2^((MIDI − 69) / 12), where the MIDI number uniquely identifies each pitch.
Multi-Temperament Context for C4
The table below shows how C4 is tuned in all 16 temperaments at A=440 Hz, and how far 261.63 Hz falls from each.
| Temperament | Hz (A=440) | vs Equal Temp (cents) | Distance from 261.63 Hz (cents) |
|---|---|---|---|
| Equal Temperament | 261.626 Hz | 0.00 | +0.03 |
| Pythagorean | 260.740 Hz | -5.87 | +5.90 |
| Just Intonation (Major) | 261.626 Hz | 0.00 | +0.03 |
| Just Intonation (Minor) | 261.626 Hz | 0.00 | +0.03 |
| Quarter-Comma Meantone | 263.181 Hz | +10.26 | -10.23 |
| Third-Comma Meantone | 263.703 Hz | +13.69 | -13.66 |
| Sixth-Comma Meantone | 262.663 Hz | +6.85 | -6.82 |
| Werckmeister III | 263.404 Hz | +11.73 | -11.70 |
| Werckmeister IV | 262.810 Hz | +7.82 | -7.79 |
| Werckmeister V | 262.514 Hz | +5.87 | -5.84 |
| Kirnberger III | 263.181 Hz | +10.26 | -10.23 |
| Vallotti | 262.514 Hz | +5.87 | -5.84 |
| Young (1799) | 262.810 Hz | +7.82 | -7.79 |
| Bach/Lehman | 262.514 Hz | +5.87 | -5.84 |
| Neidhardt | 262.217 Hz | +3.91 | -3.88 |
| Kellner (Bach) | 263.047 Hz | +9.38 | -9.35 |
Positive cents = 261.63 Hz is sharp of the temperament pitch. Negative = flat. The "Distance from 261.63 Hz" column answers: in which temperament does 261.63 Hz come closest to C4?
Chromatic Neighbors
The notes immediately below and above C4 on the chromatic scale (in equal temperament at A=440 Hz):
See full frequency data for C4.
Adjacent Frequencies in This Index
Other commonly-searched frequencies near 261.63 Hz:
Instruments That Play C4
C4 (261.626 Hz) falls within the comfortable playing range of 55 instruments.
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