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220 | Circle of Fifths - Guitar Lesson
Using the ChordMap to make music
June 15, 2023
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All the best songwriters use the circle of fifths to write good music. Great music, really. Because the circle of fifths guides them in the process of crafting cool chord progressions.

It’s like a map musicians have in their heads — of how chords are related. Which helps them navigate through harmonic space. And the result is magic … at least once you know how it works.

In this video, I explain using Paul Simon’s masterpiece, “Kodachrome” from 1973.

When I say the circle of fifths is like a map, I mean it literally. It’s a ChordMap that shows how all chords are connected in music. And the best songwriters understand this map — whether it’s a conscious knowledge, or simply intuitive. But all the greats get it. Because it’s how music really works.

These images accompany the video, for you to study at your own pace.

If you look at the chords of this song in order of appearance, they seem sort of random at first glance. Using traditional black-and-white diagrams chord diagrams, that is.

But with colors, different connections between chords begin to stand out. Like the fact that some chords are just variations of one another. So all of these harmonies are a little less overwhelming.

Using the circle of fifths adds even further insight — revealing that this song is made up of three progressions. And while one progression is in E Ionian (the Intro and Verse sections), two of the patterns are in A Ionian (the Chorus, Interlude, and Outro sections).

In other words, the song shifts back and forth between two neighboring keys in the circle of fifths. Which is what gives this song its interesting sound.

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345a | Theory Course LIVE - heads up

Hey! Join Sunday's stream for the first in the Theory Course LIVE series.

We'll be going through the course lessons page-by-page, playing the exercises, etc. -- with questions, answers, and sidebars along the way. It's a new and insightful look into music theory.

(The live stream link referenced in this video is actually in the NEXT post.)

00:00:58
341a | How Modes Change a Song (video)

Why do modes seem confusing? There are a couple of reasons:

1) Because they're often depicted using traditional notation. This is a problem because the linear structure of notation distorts the inherently cyclical nature of music. So the way modes are typically pictured is warped.

2) Because different song examples are commonly used to illustrate the sonic qualities of the respective modes. But that's like comparing apples to oranges, in a way. So the point of the comparison gets lost.

So this video demonstrates how the various modes alter the sound of a single song -- using the ChordMap to visualize the changes.

The accompanying chord diagrams are in the follow-up post (341b). Cheers.

00:06:54
332a | Wear Your Love Like Heaven (video)

This Donovan song feels like spring to me. Here's how to play it.
(Chord diagrams are attached to post 332b)

00:03:46
346 | Is notation theory?

TRUE OR FALSE: Growing up, you thought that "music theory" and "music notation" were essentially the same thing.

Has anyone ever tried using Grok 3 AI to explain how modes work? It does not do a good job at it all. Watch Mike's video because humans rock! Lol.

It would be super cool to do a breakdown with the circle of fifths of Radiohead’s - exit music (for a film). I can’t figure out which mode it is and which sections are using borrowed chords or if it’s using modal mixture.

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345b | Theory Course LIVE - Session 1

This is the first session of the music theory course - LIVE.

Time: Sunday, April 13 at 10:00 a.m. (UTC-6)

Link to join:

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342 | Live Stream - 6 April 2025

Hello -- join the live stream Sunday, April 6 @ 10:00 a.m. MDT (UTC-6).
We're talking about music theory, songwriting, and more.

Here's the link to join:

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338 | Sunday Stream - 30 March 2025

Hey, join the live stream Sunday, March 30 @ 10:00 a.m. MDT (UTC-6).
We're talking about the circles of thirds & fifths, the modal spectrum, and more -- see you there.

LINK TO JOIN:

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