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MIDI Note Number Converter

Converts a MIDI note number to its note name and frequency, and back, across the full 0 to 127 range.

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0 to 127 — 60 is middle C, 69 is A4
Enter your figures and press Calculate.
In short MIDI note numbers are whole numbers from 0 to 127, one per semitone, and the two that matter are 60 for middle C and 69 for A4 at 440 hertz. Everything else follows from those: the frequency of note n is 440 × 2^((n − 69) ÷ 12), so note 0 is C−1 at about 8.18 Hz — below the range of human hearing — and note 127 is G9 at about 12,544 Hz, near the top of it. The 88 keys of a piano occupy notes 21 to 108. Two things trip people up. The first is octave numbering: this page uses the convention where middle C is C4, which is what MIDI itself and most notation software use, but some manufacturers label the same note C3 and a few call it C5. The note number never changes, only the name printed next to it, so when two pieces of software disagree about the octave the MIDI number is the thing to trust. The second is that MIDI notes are integers with no room between them. A pitch bend or a microtonal tuning cannot be expressed as a note number at all — it needs a separate pitch-bend message or a tuning table, which is why quarter-tone music has always sat awkwardly with MIDI.

How to use the MIDI Note Number Converter

  1. Enter the MIDI note number, or switch the direction.
  2. Read the note name and frequency.
  3. Change the tuning reference if you are not at 440.

About the MIDI Note Number Converter

MIDI note numbers converted to note names and frequencies across the full range.

What people use it for

  • Working out which note a MIDI number refers to.
  • Finding the MIDI number to send for a given note.
  • Checking octave numbering between two pieces of software.

Details

Range0 to 127, one per semitone
Middle CMIDI 60
A4MIDI 69, 440 Hz
PianoMIDI 21 to 108
No room betweenmicrotones need pitch bend, not a note number
PrivacyEverything runs in your browser. Nothing you enter is sent anywhere
Octave numbering follows the convention where middle C is C4, which is what the MIDI specification and most notation software use.

Where this tool stops

Every frequency here is equal temperament, which is what fixed-pitch instruments use and what tuners default to. Singers and string players bend away from it toward pure ratios, so a measured performance will not match these figures exactly — that difference is a feature of the music, not an error. Concert pitch is a convention rather than a constant: A4 = 440 Hz is the modern standard but orchestras use 442 or 443, and historically informed ensembles often use 415.

Frequently asked questions

What MIDI note is middle C?
60. And A4, the 440 Hz tuning reference, is 69.
Why does my software call MIDI 60 C3 instead of C4?
Because octave labelling is not standardised even though the note numbers are. MIDI 60 is middle C whatever it is called; Yamaha and some DAWs label it C3, most others C4. When two tools disagree, compare note numbers rather than names.
What is the range of MIDI notes?
0 to 127. Note 0 is about 8.18 Hz, below hearing, and note 127 is about 12.5 kHz. A piano covers 21 to 108.
Can MIDI express notes between the semitones?
Not with a note number — those are integers. Microtonal and bent pitches need a pitch-bend message or a tuning table, which is why quarter-tone music has always been awkward in MIDI.
Are there any usage caps on the MIDI Note Number Converter?
There is no cost and no cap. The MIDI Note Number Converter is not a demo of a paid product, so nothing is held back or watermarked.
Is the MIDI Note Number Converter safe to use with private information?
No. The MIDI Note Number Converter runs entirely in your browser using JavaScript. Because the work happens locally, the page also keeps working if your connection drops, and closing the tab is all it takes to discard everything.
When would I actually need the MIDI Note Number Converter?
Typical uses: working out which note a MIDI number refers to. Finding the MIDI number to send for a given note. Checking octave numbering between two pieces of software. It is built for exactly those cases rather than being a general-purpose tool with this bolted on.
Where does the MIDI Note Number Converter stop being reliable?
Every frequency here is equal temperament, which is what fixed-pitch instruments use and what tuners default to. Singers and string players bend away from it toward pure ratios, so a measured performance will not match these figures exactly — that difference is a feature of the music, not an error. Concert pitch is a convention rather than a constant: A4 = 440 Hz is the modern standard but orchestras use 442 or 443, and historically informed ensembles often use 415. Knowing where a tool stops being trustworthy matters more than the cases where it works.
What are the key numbers for the MIDI Note Number Converter?
Range is 0 to 127, one per semitone. Middle C is MIDI 60. A4 is MIDI 69, 440 Hz. These are printed on the page itself, so you do not have to take them on trust.
Is the number rounded?
The calculation runs in double precision and the result is shown to ten significant figures, so converting a value and converting it back returns the original. What is displayed is rounded for readability; what is copied is not.

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