Twelve

Twelve notes. One ring.

Free music theory you can hear. Chords become shapes and keys become blocks, on the twelve notes of an octave.

C4 · 261.63 Hz ·

I play

Twelve keys up, the same note.

Count twelve keys up from C, black and white together, and you land on C again. Same name, twice the frequency. So the twelve notes close into a circle.

C4 261.63 Hz

Twelve equal steps.

Each step round the ring is one half-step. Every one multiplies the frequency by the same 1.0595, so twelve of them make exactly twice.

Tap any key on the ring to hear it.

A chord is a shape.

C, E and G make C major. Turn the triangle to any note and it stays a major chord. Flip it over and it turns minor: C and G stay, E drops to E♭.

From C to G is 7 half-steps. That distance is called a fifth.

Seven notes, almost evenly spread.

This is C major, the white keys. Its steps go 2, 2, 1, 2, 2, 2, 1. Each note now has a colour. Follow them round: they run smoothly, then break at E to F and at B to C, the two short steps.

Why these seven?

The lights go down.

The Half-Turn.

Same seven notes.

Six hold. Six turn half a turn.

Now each step round the ring is 7 half-steps. This is the circle of fifths.

One block. Slide it one notch.

In this order a key is seven neighbours in a row. Slide the block one notch and exactly one note changes.

C major

Every chord of the key sits inside the block.

On the turned ring a major chord is this shape and a minor chord is its mirror. Four of them make a loop: C, G, A minor, F.

Play something.

Play notes on the keys and the ring names the chord. If your browser supports it, a MIDI keyboard works too. Sing or hum one note and it lights the nearest one.

Play a few notes