The Ravenspiral Guide
an informal guide to musical composition
containing all that is worth knowing about anything musical* formerly known as the Raven's Spiral Guide to Music Theory Version 0.6 (13 May 2007) Latest version kept at http://www.ravenspiral.com/ravenspiralguide.pdf
Table of Contents
Preface.................................................................................................................................................. 2 0.0 Basic notations................................................................................................................................. 5 1a.0 Scales: The New Menace.............................................................................................................. 8 1b.0. Key.............................................................................................................................................. 17 2.0 Intervals......................................................................................................................................... 18 3.0 Chords........................................................................................................................................... 21 4.0 Motion............................................................................................................................................ 40 5.0 Melody........................................................................................................................................... 51 6.0 Further tweak technique................................................................................................................. 56 7.0 Rhythm: beat and groove............................................................................................................... 61 8.0 Lyrics.............................................................................................................................................. 65 9.0 All structures great and small......................................................................................................... 72 B.0. Further reading and bibliography.................................................................................................. 78 C.0 The Brief Chord Dictionary............................................................................................................ 79 G.0 Glossary of terms.......................................................................................................................... 81 K.0 Two Chord Progression Appendix................................................................................................. 82 Z.0 The Final Word.............................................................................................................................. 91
This guide is a work in progress and is perpetually unfinished. Much like the art of music itself.
This work is licensed under the Creative Commons Attribution-NonCommercial-NoDerivs License. To view a copy of this license, visit http://creativecommons.org/licenses/by-nc-nd/2.0/au/ or send a letter to Creative Commons, 559 Nathan Abbott Way, Stanford, California 94305, USA. Text and images in this document are Copyright © 2002-2007 Simon Bennett. Some rights reserved.
* eventually, i.e. by the time v1.0 is done
With the abundance of free music software on the Internet, be it open source or just the sort you're not made to pay for, there ought to be a free guide to composing music in this day and age too. So congratulations, you've found one of them. Welcome to the Ravenspiral Guide, a freely available online resource for those who want to know a bit more about music theory. My name's Simon, and i wrote it. But why? Music theory puts some people off terribly; it's all charts and scales and practice and effort and a big load of arse which is mostly irrelevant to someone who wants to bang out a few tunes. Some people are openly hostile to symbols such as bVIma7-I and phrases such as dominant seventh sharp ninth. But the thing is that i'm a tune-banger myself and would rather actually write music than read about writing it. So my sympathies are very much in your corner if that's what you're like. I'm not going to try to lie to you and say that this guide doesn't have any charts or scales, but that's where the similarities between the Ravenspiral guide and Composing for the Modern Music Student end. First off, music theory might not even be that useful to you. If you've never been stuck for any length of time at any moment of writing music, good for you. Always known what notes come next? Happy with your tunes? Great. Go do what you do and all the best of luck to you; may you be the next Aphex Twin. This book probably won't teach you anything you need to know and may well ruin the things you've already picked up. Still reading? Then you know sometimes inspiration can be a fickle bitch. Sometimes it's hard to know where to go next when you're writing music. Sometimes you might find your songs drab or uninteresting and want to spice things up a little. Sometimes you might want to know what musical conventions you're unconsciously following in order to try something different. Sometimes you might want to know what your guitar player friend means when he talks about a seventh suspended fourth chord. Sometimes you might want your horizons broadened without having to reinvent the wheel. Sometimes you wonder why your tunes just don't sound as interesting as the next guy... These problems this book may be able to help you with. If you want to treat the information in the guide as a series of immutable rules, then go ahead and try. If you want to use the knowledge in here to find your way to more musically interesting places than you might be at the present moment, that's more in line with my intent. Basically, this book will aim to introduce you to a number of useful music theory concepts without boring the piss out of you or wasting your time. It’s been used as both an introductory primer and a refresher course for people like me who survived on a tiny wee smattering of music theory for ages without really having had a lot of cause to think about it. It's been reported by a few people giving feedback that in this one guide is enough theoretical knowledge to equate to anywhere up to a year of university-level music education, although it's only fair to warn you that i've picked my topics quite selectively to streamline things. Since starting this book in the heady year of 2002, i've found a few free online guides here and there. Some of them are well-meaning and horribly written; others are very informative but not wonderfully presented; the most promising ones start asking for money as you get to the good stuff. Most of them are for people who play guitars and thus feature a lot of chord diagrams and notes on staves without mapping stuff out on keyboards. Some of the information on them is good. Most of it is the same thing every other guide has. To get ahead of what i'm about to teach you, all of them seem to recommend following dominant seventh chords with the tonic, which is theoretically sound but hackneyed and cliche, and none of them recommend following subtonic seventh chords with the tonic, which is theoretically less sound but more interesting. (Once you've learnt what all this stuff means, come back and try it out for yourself.)
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If it's a toss-up between sounding interesting or sticking to received music theory, i'm definitely more a fan of interesting. That's the attitude which i aim to reflect in this book. Accordingly, throughout this guide i'll be suggesting that you either disobey or ignore me when i try to teach you about something that i'm not convinced is worth knowing about or sticking to. The tendency is very much for you to discover that sort of thing for yourself. I will also do my best to point out interesting things Over time, this book is going to cover principles like harmony, melody, rhythm and structure in varying amounts of detail. It's not intended as a be all and end all guide--much of the material isn’t explained with the amount of depth you’d get in a proper book you can buy from a good music store. But there's two things wrong with such a book which you'll know if you've ever seen one. More often than not, they require you to know how to read proper musical notation, which smacks to me somewhat of institutional snobbery no matter what excuses they make. Even more irritating is that the musical repertoire of the people who actually edit the books together is mainly restricted to fairly respectable kinds of music such as classical, jazz, funk, blues, pop, country and rock. There's this weird, pointy-nosed Anglo taint to them which bothers me. None of them write electronic dance music, which in my experience does have its own interesting musical conventions and has had them for several years. There's always a gap to be bridged. So the first big difference between this guide and the others is that you don’t have to be able to read music to understand what i'm talking about. Knowledge of which keys are which on your keyboard will be more than adequate to begin with. The second difference is that instead of rabbiting on about Beethoven or pointing out that you should try to use a diminished seventh chord when it contains the leading note of the next chord's root note, i'm going to take a less authoritarian tack and give you avenues to explore without insisting you explore them a particular way. As much as possible, i've tried things out for myself. If other books and websites say that chord progression X is good but i try it and think it sounds worn out, then bollocks to chord progression X. What you should have handy is a keyboard instrument of some sort like a piano or synthesiser, or at least something to make music on. If you know your guitar well enough, it certainly won't hurt to get strumming on that, but the examples are all keyboard-based, and given that my audience is primarily made up of people who use computers and that the most common explicitly musical interface to computers is the good old piano keyboard, this isn’t at all a random choice. Mainly it'll help you to imagine the notes as practically as possible without the need to go through an interface of musical notation first, and that's really the approach i'm after. If you haven't got a polyphonic keyboard of some sort handy and you're running Windows, you could do much worse than download a copy of the wonderful freeware program Nutchords. It seems to be very hard to find nowadays, so i'm keeping a copy permanently available for interested parties at http://www.ravenspiral.com/stuff/nc32v120.zip It will let you input chords on a piano keyboard and will tell you its best guess on what the chord is. If you play any sort of guitar or even ukelele, it will helpfully convert any keyboard chords to a fretting diagram and vice versa with full support for alternative tunings. Its editable configuration file will allow you to put new chords into the program and swap old ones out. And it's free, which i've already mentioned. Nutchords is hence another good reason to praise Finland for its legion of talented and generous programmers. Three cheers for Finland! (No, Padraig, not literally.) By the way, if anyone knows an equivalent Mac program (especially a freeware one) i'd be grateful to hear about it and happy to post it here. As for myself, i'm effectively self-trained when it comes to music (if you discount childhood piano and clarinet lessons that i didn't pay attention to) and have managed to stick this knowledge together from experience and various books and websites. The best and most remarkable have been assembled in the bibliography and further reading section. Professionally speaking i've released material on labels as far spread as Japan and Holland, most of which were more notable for their imaginative use of
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sonic texture and electronic wizardry than their musical genius. Come to think of it. i probably know more about production techniques than i do about music theory, but poring over the details of how to use sidechain compression to sound like Daft Punk isn't something i'm compelled to do. My taste in music is not important yet, but it mainly seems to consist of My Bloody Valentine, Ligeti, the Orb and whatever i happen to be up to at the time. I'm deliberating at the moment whether to put down the money to get Blonde Redhead's new album 23 – i'm just not sure about it yet... Finally, i must add that this is a constant work in progress and is perpetually incomplete. There's always more to add. Bits of the book will refer to things to be added in later versions. This is part of the Ravenspiral Guide experience. So, on with the info.
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0.0 Basic notations
As promised, i'm going to use non-standard notations for the music in this guide. They're non-standard because of necessity: you need to understand what i'm talking about, and i have no easy way to typeset standard notation besides. 0.1 Notations One sort of notation i’m going to use should be immediately familiar, the other perhaps not so. There will also be some jargon words involved, but i’ll explain them when we get to them. First off, notes: 0.1.1: Real notation
C# D# Db Eb
F# G# A# Gb Ab Bb
C D E F G A B C
Here’s a diagram of which notes are which—should you need it, of course. The black keys are in bold and white keys are in normal type. And no, i'm not sure why A's in the middle either. In one single octave from C to B there are 12 notes, and i've included the C at the top end to make up thirteen notes to annoy the superstitious. And now for (whole) tones and semitones. Between C and C# is the distance of one semitone, because C# is one note up from C. Between C and D there is a distance of one whole tone because C is two notes away from D (counting C# of course). Between E and F, however, there is the distance of a single semitone, not a whole tone since there's no black key between them. The same goes between B and C. From D# to F is the distance of one whole tone, because between D# and F is E. From D to F is three semitones. From C to E is four semitones. From C to G is seven semitones. From C to the C above is twelve semitones. Count them yourself if you don't trust me. In fact, i'll do it for you. Start at C and count upwards by semitones, then.. C# makes 1, D makes 2, D# makes 3, E makes four. F makes five, F# makes six, G makes seven. G# makes eight, A makes nine, A# makes ten, B makes eleven, C makes twelve. Voilà. Sharps and flats are the next port of call. C# is one semitone up from C. If you sharpen C, therefore, it becomes C# (pronounced C sharp). Db is one semitone down from D. If you flatten D, you end up with Db (pronounced D flat). So in music, to to sharpen something is to raise it by a semitone, and to flatten it is to lower it by a semitone. The usual sign for a flat is ♭ and the sharp is usually notated with ♯, and in their place i've used b and # respectively to save typesetting time. Sharps and flats are sometimes known as accidentals, which i find somewhat pejorative considering that when a note is neither sharpened nor flattened it is called a natural note. The musical symbol for a natural note is ♮, and it's used in common musical notation where a note should be played unaccidentalated where it's otherwise been established that it should be played either sharp or flat. Note its hidden potential to be a subliminal Schutzstaffel logo. I have no handy ASCII equivalent of the natural sign and shan't bother using it.
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Two notes are described as being enharmonic when they refer to the same pitch: C# and Db are enharmonic, as are F# and Gb. At least they are these days. They weren't before the time of Bach, which made lots of music sound rather out of tune when it was played in a different key. What determines the name you use for a note with more than one name has much to do with the key you’re using. Keys—not the keys on a keyboard, the other sort—are explained in part 1b. Now the above knowledge is pretty fundamental and i’ll be using it to teach you about other things like scales, so be sure you know what semitones and whole tones are before continuing. In fact, pay close attention when we start on the major scale or you'll be absolutely rooted by the time we get to chords. 0.1.2: Abstract notation This is adapted from music analysis and will be used exclusively for talking about chords and chord progression. I will not use it to talk about notes like other texts, because Roman numerals are quite pretentious enough. The best reason for a musician to know them, in all honesty, is so that you're better equipped to understand other far juicier material that goes into chord progressions. Anyway, here they are.
I II III IV V VI VII I'
In this guide, Roman numerals stand for the root (base) notes of chords in a particular key, except we’re not specifying which one. The above example uses C as its root note, represented by the Roman numeral I; I itself would stand for a C chord, V would stand for a G chord, bVII would stand for a Bb chord, and so on. If the relative root note were changed to F, then the abstract notes would map to the following real notes:
'V 'VI'VII I II III #IV V
Here you can see that the I is now assigned to F. Whereas with C as I, IV is assigned to F, with F as I, IV is assigned to Bb. C therefore shares the same relation with F that F shares with Bb, and you’ll learn to describe that relationship when we get to intervals. Abstract notation is thus particularly useful for talking about chords in sequence without tying things down to a particular series of notes. As long as you can translate a string of Roman numerals in the
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place of actual notes to the key of your choice, any discussion of chord progressions won’t seem as daunting. Other guides are going to tend to use it more than i do. Another convention you'll see other guides use involving Roman numerals which i think is rather pants is putting minor chords in lowercase. For instance, a progression spelt i - IV - V would translate to Cmi, F, G when played in the key of C. I prefer being less ambiguous and would spell such a progression Imi, IV, V. In this document, capitalised Roman numerals with optional chord descriptions like I, VImi and #Vsus4 will refer to chords by their root note, relative to whatever key you play them in. (Personally i test most progressions in C, being something of a simpleton.) VI in the above example is not representative of the note D but a chord formed using D as its root note. Intervals will be represented with common or garden numbers such as 1, 9 and 4 with sharpening or flattening put before them as required (#1, b4), and will be used for spelling chords. (Don't worry if you don't know what an interval is yet, because they get covered in chapter 2.) At one point i've started putting the spellings of specific chords underneath them, such as in the following example: F
Bb D F, C E G
Eb G Bb
Bb D F
Eb G Bb
Play the notes underneath the chord at the same time, and you'll be playing that particular chord. I call these furinotes; they're the notational equivalent of little miniature Japanese characters called furigana which are put above kanji characters (which might be pronounced any number of ways depending on context) to give learners an easy way of pronouncing them. But first, i'm going to write about scales.
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1a.0 Scales: The New Menace
Scales function as a series of notes to pick melodies from. The word scale comes from the Italian word scala, meaning ladder, and so musical scales have more in common semantically with scaling sheer rock faces than the scales of justice, or the scales on a fish. When a scale is presented in the abstract, it’s given as a series of melodic intervals of semitones, whole tones, and in some cases (like the pentatonic) whole-and-semitones. In the diagrams these will be represented by w, s and w&s respectively. Each scale has a fundamental tone which lends itself to the scale’s name e.g. C major, B minor, D wholetone Why’s it important to know your scales? As i’ve suggested before, each scale is like a palette of notes to pick your melody from. Of course the rules aren't as simple as this at all; you can make the opportunity for yourself to change scales midway through a song if you like. Using a note which isn't part of the scale you've picked can also make your melody quite striking. First i have to teach you about scales. Then you can start bending the rules. 1.1 Diatonic scales Diatonic scales have nothing to do with diarrhoea brought on by drinking tonic water, so stop thinking that. They are seven note scales (not counting the repeated note at the top) and being as common as they are make a good place to start. 1.1.1: Major C major is the first scale i cover because it’s so easy: It’s the white keys on the keyboard starting at C.
C major scale
Each of the coloured-in notes is part of the scale of C major. The coloured notes are C, D, E, F, G, A, B and C again. Play it on your keyboard from bottom C to top C and you’ll have done your first scale. Bravo. But only a quiet bravo because it's easy to play the scale of C major. The blue note in the diagram is G, the fifth note of the scale. The fifth note of the scale serves many important harmonic functions which i'll cover later. For now, it makes the diagram prettier. The classic major scale has a special pattern of gaps between the different notes. Starting from the root note, you go up a whole tone for your next note (D, the second) skipping the note between them (in this case, C#), then you're up another whole tone for your next note (E, the third) skipping D#. Instead of going up a whole tone for the fourth note, you go only a semitone up to F. For the fifth note of the major scale, you go up a whole tone (to G in our example), skipping a note along the way (F#). For the sixth note, you go up a whole tone again (to A) again skipping a note along the way (G#). For the seventh note, you go up yet another whole tone (to B), yet again skipping a note along the way (A#). And for the eighth and final note of the scale, you once again advance but a semitone, and you're exactly an octave higher (at the rightmost orange C, in our case). By starting at different notes like D or F# and rising up the scale with the same pattern you can derive
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any major scale you need. Because the pattern's the same but we're starting off with a different root note, a couple of the black keys are used for the D major scale.
D major scale
Here you can see that the D major scale goes up onto the black notes twice to preserve the same pattern of semitones and whole tones as the C major scale. The F# major scale on the other hand spends most of its time up on the black notes.
F# major scale
All of these major scales are the same simple rising melody started on different notes. 1.1.2: The Circle of Fifths For those of you who like crudely formatted charts, here’s all the major scales ordered by the mystical Circle of Fifths from bottom to top, or the Circle of Fourths from top to bottom. (No, i'm not changing it.) F# major B major E major A major D major G major C major F major Bb major Eb major Ab major Db major Gb major 6 sharps 5 sharps 4 sharps 3 sharps 2 sharps 1 sharps No accidentals 1 flat 2 flats 3 flats 4 flats 5 flats 6 flats F# G# A# B C# D# E# (F) F# B C# D# E F# G# A# B E F# G# A B C# D# E A B C# D E F# G# A D E F# G A B C# D G A B C D E F# G CDEFGABC F G A Bb C D E F Bb C D Eb F G A Bb Eb F G Ab Bb C D Eb Ab Bb C Db Eb F Gb Ab Db Eb F Gb Ab Bb C Db Gb Ab Bb Cb (B) Db Eb F Gb
The way it works is this: the fifth of any note is the fifth note in its major (or minor) scale; in the scale diagrams, these notes were marked blue. G is the fifth note of C major, and the scale of G major has
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one sharp note in it, F#. D is the fifth note of G major and has two sharp notes in it, F# and C#. A is the fifth note of D major and has three sharp notes in it, F# and C# and G#. And so on until you get to F#. Conversely, C is the fifth note of F major, and F major has one flat in it: Bb. F is the fifth note of Bb major, and Bb major has two flats in it, Bb itself and Eb. Eb is the fifth note of Bb major, and Eb major has three flats: Bb, Eb, and Ab. And so on again. The circle of fifths becomes a circle when it reaches F# in the sharp series and Gb in the flat series. F# and Gb are of course enharmonic, being as they are the same note. And that's the circle. Since it's quicker to call the fifth note of a scale a 'fifth', this relationship between the different notes is called the Circle of Fifths. And that's not my capitalisation either. Told you fifths were important! 1.1.3 Minor scales What makes a scale major or minor is the state of the third: if it's two whole tones up from the root note, the scale is major; if it's a whole tone and a half up from the third, it is a minor scale. There are a few flavours of minor scale: the natural minor, which is directly relatable to the major scales, and the harmonic minor, which is a slight modification of the natural minor scale. There's also the melodic minor. 184.108.40.206: Natural or vanilla minor You can derive the natural minor scales from major scales in a couple of ways. Your first option is to flatten the third, sixth and seventh notes of each major scale, leaving the root, second, fourth and fifth notes all as they normally are in the major scale. When you do that to C major to get C minor, it looks like this:
C natural minor scale
There’s another way to tell what notes are in a particular minor scale by using a special relationship between the major and minor scales. Each major scale has a relative minor scale, and you can determine the relative minor by using the major scale’s sixth note. In the case of C major, the sixth note of the scale is A. This means that A minor uses exactly the same notes as C major, except with a different starting point: A B C D E F G A.
A natural minor scale C major scale
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The scale of F major uses the same notes as its relative minor, the scale D minor: D E F G A Bb C D. Relative minors are useful in composition because they allow you to potter from one key to the next without having to change notes. Again, key's covered in the section after this. Here are the natural minor scales in chart form, again following the Circle of Fifths upwards and the Circle of Fourths downwards. D# minor G# minor C# minor F# minor B minor E minor A minor D minor G minor C minor F minor Bb minor Eb minor 6 sharps 5 sharps 4 sharps 3 sharps 2 sharps 1 sharps No accidentals 1 flat 2 flats 3 flats 4 flats 5 flats 6 flats D# E# (F) F# G# A# B C# D# G# A# B C# D# E F# G# C# D# E F# G# A B C# F# G# A B C# D E F# B C# D E F# G A B E F# G A B C D E ABCDEFGA D E F G A Bb C D G A Bb C D Eb F G C D Eb F G Ab Bb C F Gb Ab Bb C Db Eb F Bb C Db Eb F Gb Ab Bb Eb F Gb Ab Bb Cb (B) Db Eb
The natural minor is the same as the Aeolian mode. 220.127.116.11: Harmonic or strawberry minor Harmonic minor scales are exactly the same as natural minor scales except that the seventh note of the scale is only a semitone lower than the octave note, instead of a full tone lower than the octave note. In the case of A minor, this makes the scale run A B C D E F G# A. The harmonic minor is also known as the Mohammedan scale. Alternatively, just flatten the third and sixth notes of a major scale. The harmonic minor scale of G, for instance, goes like this:
G harmonic minor scale
18.104.22.168: Melodic or chocolate fudge minor The difference between the melodic minor scale and the major scale is that the melodic minor has a flattened third note. That's about it. It's barely a minor scale at all, but due to the flattened third note it manages to slip into this group. The melodic minor is much beloved of jazzniks and provides them with a few more modes and degrees to improvise in.
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C melodic minor scale
1.2 Pentatonic scales As their name suggests (at least it does if you know Greek) pentatonic scales have five notes instead of seven. I’m introducing them in detail alongside the major and minor scales because they are much less likely to turn around and bite your ears off when you use them to write a melody. It’s the truth. Here’s the C major pentatonic scale.
C major pentatonic scale
It’s exactly like the C major scale with the fourth and seventh notes (F and B) missing. This is useful because it means there aren’t any notes a semitone apart, and any note you play next to one another is unlikely to jar horribly with the one next to it. If you want an easy-to-remember pentatonic scale, you can do no better than F# major pentatonic. This is why.
F# major pentatonic scale
Yep, that annoying song people play with their knuckles on the piano is in F# pentatonic. Much Oriental music is in various pentatonic scales as well, and that’s the mood pentatonic scales usually evoke. Here’s a chart of all the major pentatonic scales, following the circle of fifths again.
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F# maj pent B maj pent E maj pent A maj pent D maj pent G maj pent C maj pent F maj pent Bb maj pent Eb maj pent Ab maj pent
5 sharps 4 sharps 3 sharps 2 sharps 1 sharps No accidentals No accidentals No accidentals 1 flat 2 flats 3 flats
F# G# A# C# D# F# B C# D# F# G# B E F# G# B C# E A B C# E F# A D E F# A B D GABDEG CDEGAC FGACDF Bb C D F G Bb Eb F G Bb C Eb Ab Bb C Eb F Ab Db Eb F Ab Bb Db Gb Ab Bb Db Eb Gb
Db maj pent 4 flats Gb maj pent 5 flats
The minor pentatonic scales can be derived from the major ones using the relative minor method discussed in the last part, except it’s the fifth note of the pentatonic scale that forms the root note of the relative minor because the fourth note gets skipped. Derived from the Eb scale, the C minor pentatonic scale is C Eb F G Bb C. But let's have something other than the C minor pentatonic. Here, let's have a diagram of Eb's minor pentatonic so the black notes don't feel too left out.
D# minor pentatonic scale
1.4 Synthetic and alternative scales There are more scales than merely the pentatonics and the major/minors. Some of them might turn out to be very useful for you, so they’re worth taking a look at even if only in passing. 1.4.1: Whole tone scale Leave a whole tone between each note and you end up with a seven-note scale called a whole tone scale.
C wholetone scale
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This is the scale you want when you feel like adding a touch of the mystical and strange to your music. It sounds quite distinct and fantastic when used right, and you can write acid lines with the whole tone scale very easily. The whole tone's floatiness is partly to do with an interval named the tritone which i'll mention again in the chapter on intervals, and partly because it hasn't got a perfect fifth in it to anchor down the root note. All chords that exclusively use notes from this scale share its characteristic eeriness. If you've got a copy of Kraftwerk's Spacelab, listen to the intro of it for a nice whole tone scale. If not, don't feel bad since i don't have that Kraftwerk album either. 1.4.2: Blues scale The blues scale is slightly strange compared to the other scales i've covered here but it really really works. Even the diagram's got the blues this time.
F blues scale, brother
Told you. It really works though. It's inspiringly functional, in fact. It's basically a minor pentatonic scale with an added sharp fourth note, singled out in the diagram with purple. This scale's got a whole lot of soul, and i'm sure i play more or less every funk bassline i can think of with a variation of these notes. 1.4.3: Chromatic scale The chromatic scale is a funny sort of scale, because it uses all twelve tones of the octave. This scale can be used in many ways and makes the major and minor diatonic scales seem pretty conservative. The root note of the scale as well as the fourth and fifth are still as important in writing melodies in this scale, but the chromatic scale allows you to use any note you please. It takes a bit more practice to use it than the diatonic scales, and takes way more practice to use than the pentatonic scales. It's not really worth doing a diagram for, since every note's being used. Go and colour one of the other diagrams in with texta or something. The Aphex Twin has his fair share of quite chromatic melodies and chords—or maybe it’s just that he doesn’t bother staying in the same key for more than a second or two at a time because he never learnt about proper music theory. (Philip Glass said so.) Still, he's got a tank and lives in a bank, so i'll shut up. 1.4.4: Microtonal scales Microtonal scales go beyond the conventional twelve-tone scale and begin inserting notes in the semitone wide spaces between the notes. I’ve got even less experience with this sort of thing than i do with chromatic scales, but rumour has it that Wendy Carlos is a microtonal scale boffin. Microtonal scales are a bit further out than most composers need to consider, me included, but if you feel the need to investigate the sounds of these scales you should do a search for ‘microtonal’ on Google. Lontano is a nice microtonal piece by Transylvanian composer György Ligeti which was used in The Shining. 1.4.5: More scales than a fat bastard fish, mate! jts very helpfully pointed out a scale chart at http://www.harmony-central.com/Guitar/exotic-scales.txt
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which was compiled by Alexander Edward Sager ([email protected]
). I’ll reproduce and analyse some of them into tones and semitones here. A lot of them are subtle variations of one another as you’ll quickly notice when you play them. The scales are usually spelt with C as the root note, so of course you can transpose them any way you like. From the names of these scales you might guess that many of them are tied to particular cultures. The Byzantine scale for instance is distinctly Middle Eastern, and the five note scales are generally (though not always) used in Eastern Asia. It’s not at all impossible that some of my analyses of the spaces between the notes are wrong if not a bit confusing, so when in doubt use the given notes as your guide. Furthermore, I’m not going to go into detail on how these are meant to be used as I honestly wouldn’t have a clue myself. I've also spelt out the scales in terms of the notes in a major scale. For instance, in the Mongolian scale you have 1 2 3 5 6 1'; this means that if you play the first, second, third, fifth and sixth notes in a normal major scale, then play the first note except an octave higher, you've played a Mongolian scale. For the Japanese scale, 1 b3 4 5 b7 1' , you play the first note of the major scale, then the third note flattened one semitone, then the fourth and fifth notes as normal, then play the seventh note flattened before moving up to the eighth. Five note scales: Mongolian: CDEGAC major pentatonic (the black keys starting at F#) Japanese: C Eb F G Ab C minor pentatonic (the black keys beginning at D#) Egyptian: C D F G Bb C in sen pentatonic (the black keys beginning at C#) Hirajoshi: ABCEFA Kumoi: EFABCE Iwato: BCEFAB Balinese: C Db Eb G Ab C Pelog: C Db Eb G Bb C Seven note major scales: Oriental: C Db E F Gb A Bb C Double Harmonic: C Db E F G Ab B C Enigmatic: C Db E F# G# A# B C Major Phrygian: C Db E F G Ab Bb C also known as the Jewish and Spanish scales Gypsy/Byzantine: C Db E F G Ab B C Persian: C Db E F Gb Ab B C Major Locrian: C D E F Gb Ab Bb C also known as the Arabian Lydian Minor: C D E F# G Ab Bb C Leading Whole Tone: C D E F# G# A# B C Hindu: C D E F G Ab Bb C Overtone/Acoustic: C D E F# G A Bb C said to be the most psychoacoustically natural scale Seven note minor scales: Javanese: Hungarian Gypsy: Altered scale: Seven note scale pairs: Hungarian Minor: Hungarian Major: C D Eb F# G Ab B C C D# E F# G A Bb C .w.s.w.s.s.w&s.s. .w&s.s.w.s.w.w.w. 1 2 b3 #4 5 b6 7 1' 1 #2 3 #4 5 6 b7 1' C Db Eb F G A Bb C C D Eb F# G Ab Bb C C Db D# E F# Ab Bb C .s.w.w.w.w.w&s.w. .w.s.w.s.s.w.w. .s.w.s.w.w.w.w. 1 b2 b3 4 5 6 b7 1' 1 2 b3 #4 5 b6 b7 1' 1 b2 #2 3 #4 b6 b7 1' .s.w&s.s.s.s.w&s.s.w .s.w&s.s.w.s.w&s.s. .s.w&s.w.w.w.s.s .s.w&s.s.w.s.w.w. .s.w&s.s.w.s.w&s.s. .s.w&s.s.s.w.w&s.s. .w.w.s.s.w.w.w. .w.w.w.s.s.w.w. .w.w.w.w.w.s. .w.w.s.w.s.w.w. .w.w.w.s.w.s.w. 1 b2 3 4 b5 6 b7 1' 1 b2 3 4 5 b6 7 1' 1 b2 3 #4 #5 #6 7 1' 1 b2 3 4 5 b6 b7 1' 1 b2 3 4 5 b6 7 1' 1 b2 3 4 b5 b6 7 1' 1 2 3 4 b5 b6 b7 1' 1 2 3 #4 5 b6 b7 1' 1 2 3 #4 #5 #6 7 1' 1 2 3 4 5 b6 b7 1' 1 2 3 #4 5 6 b7 1' .w.w.w&s.w.w&s. .w&s.w.w.w&s.w. .w.w&s.w.w&s.w. .w.w.w&w.s.w&w .s.w&w.w.s.w&w. .s.w&w.s.w&w.s. .s.w.w&w.w&s.w. .s.w.w&w.w&s.w. 1 2 3 5 6 1' 1 b3 4 5 b7 1' 1 2 4 5 b7 1' 1 2 b3 5 b6 1' 1 b2 4 5 b6 1' 1 b2 4 b5 b7 1' 1 b2 b3 5 b6 1' 1 b2 b3 5 b7 1'
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Neapolitan Minor: Neapolitan Major:
C Db Eb F G Ab B C C Db Eb F G A B C
1 b2 b3 4 5 b6 7 1' 1 b2 b3 4 5 6 7 1'
Scales with more than seven notes: Spanish 8 Tone: C Db Eb E F Gb Ab Bb C Whole-half diminished C D Eb F F# G# A B C Half-whole diminished C Db Eb E F# G A Bb C 1.5 The modes This is a set of scales with a history of use in the church. If you’ve ever heard anyone talk about ionian, mixolydian or lydian modes, they’re easy enough to explain using only the white keys on a keyboard. To hear any of the following scales, start playing on the designated note and keep playing the white key to the right until you get to the same note you started on but an octave higher. Ionian Dorian Phrygian Lydian Mixolydian Aeolian Locrian CDEFGABC DEFGABCD EFGABCDE FGABCDEF GABCDEFG ABCDEFGA BCDEFGAB no alterations b3, b7 b2, b3, b6, b7 #4 b7 b3, b6, b7 b2, b3, b5, b6, b7 .s.w.s.s.s.w.w.w. .w.s.w.s.w.s etc .s.w.s.w.s.w etc 1 b2 b3 3 4 5 b5 b6 b7 1' 1 2 b3 4 #4 #5 6 7 1' 1 b2 b3 3 #4 5 6 b7 1'
The aeolian mode is the same as the natural minor scale, and the ionian mode is the same as the major scale. I personally like the mixolydian mode quite a lot for its flattened seventh. Each mode, as with each scale, has a particular feel and use which you’re best off discovering yourself instead of being told how to use them. Miles Davis, the pioneering trumpet player, dusted modes off and jazzed around with them, and it's for that reason that jazz reference books will have the most to tell you about modes in general. The Jazz Theory Book by Mark Levine is absolutely nuts about them, for instance, but it's not worth touching on modes further until after we've dealt with chords, and that's a couple of chapters off yet.
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What’s the difference between scale and key? Let’s clear this up now that i’ve used the word ‘key’ a few times before i say something stupid to the effect that the concept of a key is equal to the concept of a scale. Though they’re related to one another, they’re not equal at all. Though they may well refer to the same group of notes from time to time, their senses are very different. When it’s said that a song is in the key of C major, this means that the note C acts as the melodic centre of the song, and that the chord C acts as the harmonic centre. If a song is in the key of Bb minor, this means that Bb is the melodic centre of the song, and that the chord Bbmi acts as the harmonic centre. It’s not that the key note or chord is necessarily the most frequent note or chord, or even played louder than other chords. To proclaim the key of a piece of music means that you’re anchoring the music on a certain note and tonality (major/minor). To state a key is to invoke a matrix of relationships between the key note and all other notes, and the key chord and all other chords. Every note you play is then of that key, and every chord you play is also of that key, because using those relationships and that structure all of the music in a particular key points tacitly back towards the key note and the key chord. If this sounds like a tricky balancing act and that you’d rather take up painting instead of writing music, let me tell you this right away: music with no key at all is nowhere near as common as music with a key. It’s only since the later 1890s that the idea of key came to be challenged by composers like Schoenberg with twelve-tone systems and serialism that threw out the idea of key centres to see what would happen. Music with a key comes far more naturally to a composer because with a centre comes a recognisable geography of sorts, whereupon the harmony and melody can come away from and head back towards this centre. Brave new sounds aside, music with a key is familiar. Once you remove the familiarity of the key centre, you’re navigating into much stranger waters where it will help to know rules before you break them. If you’ve ever heard a piece of music referred Such-And-Such In D Minor, you’ll have already encountered key designation: in this example, D is the designated key note which plays the role of a central note, and the piece will tend towards using the minor scale of the key note. (That most infamous of songs reputedly in D minor, Kyle’s Mom’s a Bitch in D minor, isn’t in D minor, for the record; it starts off around C major and ascends in key a few times, probably more in the movie version. Anyone who thinks therefore that Trey Parker doesn’t know anything about music theory should immediately find Cannibal The Musical and check out the argument that the trappers have with the miners about singing off-key.) The key of a song can change over the course of the song through key changes. If you can cast your mind back to the 1970s and 1980s where pop songs would frequently jump up a whole tone towards the end for the hell of it, that’s an example of a key change. You don’t hear key changes too much anymore in music, as they sound kind of retro. Scales are like an expression of the key: scales speak more of a palette of available notes, with a given fundamental or root note that relates to all the other notes in the scale both harmonically and melodically. Key on the other hand describes a certain note along with a certain tonality which dominates the song and to which other notes and harmonies resolve. Resolution gets discussed later in the section on chord progressions. You can go up and down scales, but you can’t go up and down a key. A song can make use of a scale but you won’t ever find a song designated in the key of C pentatonic. No such key exists.
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Intervals are measurements between notes, and the basis of harmony. You talk about intervals when you want to describe the tonal nature of chords, as opposed to just spelling them with Roman numerals. To speak of intervals involves two concepts, consonance and dissonance. Consonance and dissonance are traits of tone you can manipulate to whatever effect you please. Dark ambient music in particular benefits from as much dissonance and anti-melody as you can stir into it, and this chapter will give you some grounding in manipulating consonance and dissonance to your advantage. 2.1 Naming the intervals.
unison (1) major second (2) major third (3) perfect fourth (4) perfect fifth (5) major sixth, diminished seventh (6) major seventh (7) octave (8) ninth (9) flat eleventh (b11) eleventh (11) thirteenth (13) (b2) minor second (b3) minor third (b5) tritone, diminished fifth (#5) augmented fifth, minor sixth (b7) minor seventh (b9) flat ninth (#9) sharp ninth (#11) sharp eleventh (b13) flat thirteenth (#13) flat thirteenth
This chart gives us the intervals relative from our old friend C. As with the abstract notation in section zero, the notes that the intervals denote change based on what the root note is determined to be. You've already encountered a primitive version of the interval spelling system above in the scales section where i was spelling out scales for you. 2.1.1: Consonance, dissonance, and the harmonic series The relationship between the root and the perfect fifth (with C as root, C and G) is very consonant indeed; if the relationship weren’t consonant, guitar power chords wouldn’t sound as good as they do. The two notes fit together well when played simultaneously. By contrast, the root and the minor second (C and C#) played together sound very jarring indeed. The relationship between the root and the perfect fifth is described as consonant, and the relationship between the root and the minor second, one semitone up, is described as being dissonant. The root and the major second (C and D) also create a bit of dissonance when played at the same time, but it's much softer dissonance than the dissonance between the root and the minor second. By comparison, the root and the perfect fourth aren’t quite as consonant as the root and the perfect fifth are either, partly due to simple physical relationships between the root note and its interval. Some notes are much more dissonant in combination with one another than others, and some sound more consonant in combination than others. Right in the middle of all this consonance and dissonance you have an interval called by various names: the tritone, the diminished fifth, and the augmented fourth are three of its most common names. To hear this interval in action, play a C and an F# at once. It’s a bit floaty and' spooky, isn’t it? The clergy used to call it diabolus in musica and all but banned its use in religious music. When i first heard the tritone being blatantly used, it was in the Assembly Party intro by Future Crew and i demanded to know from my friend what that chord sequence was.
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The tritone is notable for being the only interval relationship that is symmetrical. C is the tritone of F#, and F# is the tritone of C. By contrast, G might be the perfect fifth of C, but C is only the perfect fourth of G. It's definitely worth exploring the interval relationships yourself using a keyboard, because they’re excellent to know when you want to make up your own chords from scratch or pull apart existing ones to get how they work. Very consonant intervals: perfect fifth, octave Fairly consonant intervals: major or minor third, major fourth, sixth/diminished seventh Weird floaty interval: augmented fourth/diminished fifth, aka the tritone Fairly dissonant intervals: major second, minor seventh Very dissonant intervals: minor second, major seventh Any chord you make will ultimately be characterised by these dissonances and consonances. Let’s look at the C major chord for an example: C E G. Play all three notes at once. Here we have a root note, a major third and a perfect fifth (C, E and G). The perfect fifth is totally consonant, and the major third is quite consonant. But also note that the perfect fifth note of the root (G) is the minor third note relative to the chord's major third note (E). This adds to the chord's consonance. If we were to add an F# to a C major chord and play it C E F# G, we’d have a note that would clash badly with G (minor second), quite a bit with E (major second) and would unsettle C a bit (augmented fourth). The sound of the chord doesn’t change that much as it would if we were to change the boundaries of the chord by adding something lower than C or higher than G, though. Here’s an interval chart with D as the root note, just to scuttle any intentions you might have of writing every piece of music possible in C:
unison (1) major second (2) minor third (b3) perfect fourth (4) perfect fifth (5) major sixth, diminished seventh (6) minor seventh (b7) octave (8) ninth (9) sharp ninth (#9) eleventh (11) thirteenth (13) sharp thirteenth (#13)
(b2) minor second (3) major third (b5) tritone, diminished fifth (#5) augmented fifth, minor sixth (7) major seventh (b9) flat ninth (b11) flat eleventh (#11) sharp eleventh (b13) flat thirteenth
I'd like to finish off the intervals chapter with a colourful and hopefully useful reference chart for your delectation, colour coded to make it easier to use, but bollocks to that idea because i've just spent eleven hours on this guide and i need a rest. Next edition perhaps. :) 2.2: Naming the intervals yet again, and their respective qualities As luck would have it, the intervals have a completely different set of somewhat older names which run parallel to the ones that i've just gone through and are evidently used in lots and lots of references. Some of these names are more important to know than others. The root note is known as the tonic, because it is this note that is the fundamental tone. Playing two
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tonics one after the other is more a thing of rhythm than of melody. The major second is known as the supertonic, since it's one note above the tonic. Super is Latin for above. If it's a minor second, then it's a minor supertonic. Both supertonic intervals grate against one another somewhat played in unison, moreso the minor than the major. The major third is called the mediant, being as it is right between the root and all-important fifth. It's from the Latin word medio, in the middle. The minor third is identified as the minor mediant. The full mediant over the tonic has a strong and happy quality, while the minor mediant over the tonic has a sombre quality to it. The fourth is called the subdominant, and the fifth is called the dominant. What these names refer to is that if you go up five notes on a normal scale from the root note, you come to the fifth. The fifth is indeed the dominant note of the scale after the root. Thus the fourth, being one note below the dominant, is the subdominant. Sub is the Latin word for below and has nothing to do with healthy sandwiches or underwater vessels. The subdominant over the tonic has a sort of planted strength to it, while the dominant over the tonic has a more forthright strength. Between the dominant and the subdominant lies the diminished fifth. It's this naming system that gave it the name tritone, because it's three whole tones (six semitones) away from the root. Remember, the tritone relationship between two notes is symmetrical. A tritone over the tonic sounds floaty and weird. The major sixth is called the superdominant, since it's one note up from the dominant, or the submediant, since it's the exact same amount of notes downward from the root note as the mediant is upward. If it's a minor sixth, it's the minor submediant. The major submediant over the tonic has an almost lilting quality, while the minor submediant is somewhat spooky. The major seventh is called the leading note, because it leads into the tonic so naturally. The leading note is an interval unlike any other in sound, even more striking than the tritone when played over the tonic! The minor seventh is so important compared to the other flattened intervals that it's got a special name for itself: the subtonic. The subtonic has a suspended, unresolved quality over the tonic. 2.3: If only it were always as simple as twelve notes.. Earlier on i mentioned mathematical relationships between notes making them more consonant or more dissonant. This consonance/dissonance thing even comes down to the precise individual frequencies of the notes, which far from being absolutely set in stone in the vaults of the Vatican have changed and developed over time. Thanks to the wonders of technology, you can now tune your notes precisely how you like them. Let's say you record a note on a keyboard to tape, and you've got a way of speeding this tape up as fast as you like. If you speed the tape up to twice its original speed, you get a note an octave up from the original which is the same tone. Three times faster and you get a fifth tone. Four times faster and you get the same tone as the root note, and then five times faster gives you a major third tone. Six times faster nets you another fifth tone, seven times faster produces a tone which is an out-of-tune minor seventh, and eight times faster returns you to the original tone. If you keep increasing the frequency up and up until about fifteen or sixteen, you've covered most of the notes in the major scale at least once with a couple of out-of-tune ones to spare. This is called the harmonic series. In modern equal temperament where all the notes are spaced evenly apart across the octave, two notes a semitone apart have a frequency relationship roughly equal to 1:1.05946; a whole tone means a frequency relationship of approximately 1:1.12246 between the pitch of two notes. So G is in fact the frequency of C times 1.492 or so, not times 1.5 as you'd expect from the explanation of the harmonic series i just gave you. So why isn't the frequency of G the same as the frequency of C times 1.5? There's a story to be told in that. Once upon a time in a far-away land, people used to tune their musical instruments using easilyfigured-out frequency ratios. Anyone who's ever tuned a guitar will know that sounding the same two notes simultaneously on two different strings will result in a sort of wavering effect. This wavering
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effect is called a beat frequency, and always equals the frequency difference in the two notes. Tuning the notes closer and closer together makes the beat frequency slower and slower until eventually the notes are identical enough for the beat frequency to be completely undetectable. This beat frequency effect also occurs between two notes which are mathematically related. For instance, a perfect fifth interval is one where two frequencies have a frequency ratio of 3:2 – 660Hz is the perfect fifth of 440Hz for instance. A perfect fourth interval inverts that ratio to make it 4:3 – 880Hz is the perfect fourth of 660Hz. (Hz stands for Hertz, or cycles per second. The frequency of A below middle C is 440Hz.) Other frequency ratios include 5:4 for the major third, 8:5 for the minor sixth, 6:5 for the minor third and 5:3 for the major sixth. These are relatively mathematically simple ways of determining the different frequencies of the notes in your scale, and this is part of the tuning practice known as just intonation. The problem is that having tuned all your notes off the same note and having a mathematically stable scale as long as you work with that note, wandering from key to key can and does lead to the notes sounding very out of tune. If you tune all your notes off of an A using simple maths then play in the key of B, B is going to sound out of tune – the notes will by and large be sharp or flat relative to B even though they sound fine in A. If you can keep retuning the notes to fit the scale you're in that's fine, but doing this with actual physical instruments is not all that practical. The compromise was to eventually split the notes of the octave up evenly instead of using simple mathematical relationships that favoured one key over another. Splitting a twelve note octave up equally means designating a semitone as the twelfth square root of two. (Since the distance between a frequency and a frequency an octave up is always going to be two, you need a number that will end up double its value when you multiply it by itself twelve times.) This magic number is around 1.05946, and powers twelve-tone equal temperament. This is all well and good, but why should you, a likely confused reader, care about all this underlying mathematics? Perhaps it's because once twelve-tone equal temperament came about, it was possible to start exploring some far more interesting places in harmony because composers didn't have to worry about sounding out of tune in one key. (Bach in particular used to torment his instrument tuners by playing the most gratingly out-of-tune intervals at them when they came to tune his Moog or whatever he used.. Bach used a Moog didn't he?) Perhaps it's also to let you know that alternate tunings are out there. Just intonation is noteworthy because giving notes simple mathematical relationships means they sit together far more consonantly, removing a lot of the very subtle dissonance in twelve tone equal temperament. Once that last tiny bit of dissonance is gone, the difference is remarkable. Some people describe justly-intoned scales as sounding dull and lifeless compared with the equally tempered equivalents; personally i think that stillness lends itself wonderfully to ambient music. And of course you can get different degrees of equal temperament by splitting the octave up into chunks other than twelve. I've written ten-tone equal temperament ambient before, using an octave consisting of ten equally-spaced notes. Some of them sounded a bit flat around the middle but it was definitely an interesting exercise. Just another couple of ideas to throw into the pot anyway.
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A chord, in simple terms, is a combination of three or more notes, often sounded simultaneously. Chords will always have a root note, which is the harmonic anchor of the structure, but it won’t necessarily be the lowest note. Three-note chords are called triads, and have nothing to do with Asian gangs with a penchant for sharp kitchen utensils. Atop of the triads you can stack even more notes derived from the root to form sixth chords, seventh chords, ninths, elevenths, or even thirteenths. Fifteenths are neither required nor allowed. The simple triad will always have some flavour of fifth, be it perfect (normal), augmented (sharpened) or diminished (flattened); it will also commonly have a third which will be either major or minor, although you can swap the third for a second or fourth which turns it into a suspended chord. Whether the third is major or minor determines what’s called the tonality, and this third sets the mood for pretty much the entire chord. It’s so important that whether a chord is major or minor is second-fiddle only to what its root harmonic tone is. Although you only need to sound three particular tones to play a triad, you can sound them with as many actual notes as you like and it’ll still be that chord. To take an example, consider a common-orgarden guitar. A guitar has six strings, tuned E B G D A E from top to bottom (easy to remember: Easter Bunny Gets Drunk At Easter) and covering about two octaves, and hence you can play chords with up to six distinct notes over that more or less two-octave range. What usually happens is that a few of the notes are doubled up. If you play the chord E major on a keyboard for example, you’ll typically use three notes because that’s all you need to sound this particular chord. Those notes are E, G# and B. On a guitar, you can play just one instance of each of these three notes but that’s unusual: the usual E major chord on a guitar has three Es (one at the bottom, one at the middle, and one at the top), two Bs (one second-from-thebottom and one second-from-the-top), and one G#. Everything’s more harmonically complicated on guitars; you may as well accept that right away. That said, it’s good fun to experiment by leaving notes out of chords to create chord fragments. How much does the character of a chord change with the loss of one note, after all? Even better, just hold sound notes simultaneously at random until you find something you like. Leave out the notes you don't like. Change their order around. By the way, the most important character-forming notes of the chord in terms of its intervals are, in order: the third; the seventh and any alterations; the root note; and finally the fifth. So don't feel bad about leaving the fifth note out if it suits. So what we get with chords are interval complexes, and a complex of intervals creates harmony. It’s harmony that’s fundamental to the way i for one think about music, no matter how weird and avant garde that “harmony” is. Tones working in unison, drones sounding in unison, anything sounding in unison creates a harmony where the parts are both there in and of themselves, and creating this whole. Chords are truly the easiest introduction to that concept in music. Even a simple melody playing solo by itself can form the shapes of the chords you’re about to be introduced to. You just can’t escape the chords. (Nor can you easily escape the fnords, but that’s for another book entirely.) My point is that you could conceivably play a chord progression (a series of chords) with power chords on one instrument and spell out the tonality on another. Deciding which instruments are going to do what is called arranging, and chords are also more or less the first opportunity you’ve got to think about that kind of thing. Arranging gets a look-in in the last chapter on structure, and progressions are covered later in this chapter and in the variation chapter.
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3.0.1: Manifesting chords It goes almost without saying, bar this short note, that you can have a chord instantly by playing all of its notes at once. What's more interesting than simply sounding all of the notes at once is spelling out the notes of the chord one by one in a melody. In musical terms, this is called an arpeggio. A contrivance or device which lets you hold down a chord to produce an arpeggio is therefore an arpeggiator, which you may or may not have already known. Sentence example: Most trance producers could easily be replaced by arpeggiators. 3.1.-1: Introduction to the verbose chord dictionary The format of this dictionary won’t make it immediately obvious what all these chords are, nor does it seek to make obvious how the chords relate, how to use them, how to twist and permute them, how to make people spontaneously explode into orange shafts of joy with them, or anything that complicated. The basic philosophy of the chord dictionary is to throw a heap of chords at you and give them names and the odd suggestion of what to do with them. That’s all. I just want to show you how many chords there are, and what they sound like. The complicated stuff about how to use them properly i’ll leave for a later chapter. In the spirit of encouraging experimentation and discovery on one's own terms, it’s fairer to give you a grand tour of chordal harmony rather than immediately slam you to the ground with how they're all meant to be used. The best thing to do at this point would be to have a polyphonic keyboard of some sort ready (Nutchords included), and when you want to hear what a chord sounds like, just play it. The chords are spelt mainly in the key of C for your convenience, but i strongly encourage you to try to spell them based on other notes in order to get familiar with them. Nutchords will do that sort of thing automagically for you if you're lazy. Why does one need all of these chords? In this dictionary alone there are six triads, twelve seventh chords, sixteen ninth chords... that seems a lot if all you're familiar with is the four on a Casiotone keyboard (major, minor, dominant seventh, minor seventh). This is an easy enough question to answer: you don't need them all, but it doesn't hurt terribly to know that they're there. Lots of these chords have specific useful colours of their own, subtly different to the other chords, and as such there's a massive range of different harmonic colours on offer which you can pick and choose from as you please. Hurraw. You will notice in the descriptions that certain chords are linked to modes; these were discussed at the end of chapter 2. 3.1 Triads Triads are chords which are composed of three notes, hence the term ‘triad’. Tradition tells us that there are four basic triads, and two others which are probably more useful than the two more obscure basic ones. 3.1.1: Major Transcription: I (C, D, F) Spelling: 1 3 5 (C E G, D F# A, F A C) Structure: root, major third, perfect fifth This triad is so fundamental to music in general that it’s hard to think of music without it. It’s so basic, so unbelievably ubiquitous and so useful that it’s required knowledge for anyone who wants to know anything about music. At all. Yeah. If you're in a particular key and use a major triad chord in its first inversion based on the minor second of your key (Db if you're in C, Bb if you're in A) before continuing onto the dominant seventh for your key (based on G if you're in C, E if you're in A), then you've just completed a harmonic manoeuvre
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called a Neapolitan sixth. 3.1.2: Minor
Trascription: Imi (Cmi, Dmi, Fmi) Spelling: 1 b3 5 (C Eb G, D F A, F Ab C) Structure: root, minor third, perfect fifth Another deeply fundamental triad, this is the more melancholy of the two main triad chords in music. You’ll know it when you play it. 3.1.3: Augmented
Transcription: Iaug or I+ (Caug, D+, Faug) Spelling: 1 3 #5 (C D G#, D F# A#, F A C#) Structure: root, major third, augmented fifth A chord that was meant for sci-fi, truly ruly. Replacing the perfect fifth of the major and minor triads we have instead a raised or augmented fifth. This chord likes to resolve down to a major chord with the same root for a sci-fi sound, or even a minor chord with a root a semitone above (Caug, C#mi). 3.1.4: Diminished
Transcription: Idim or I° (Cdim, D°, Fdim) Spelling: 1 b3 b5 (C Eb Gb, D F# Ab, F Ab B (B)) Structure: root, minor third, diminished fifth This chord is built on two minor third intervals between the root and the minor third, and the minor third and the diminished fifth. As such it’s not a very cheerful chord at all, and like the augmented prefers to resolve to something else rather than carry the weight of any melody for too long by itself. 3.1.5: Suspended fourth
Transcription: Isus4 (Csus4, Dsus4, Fsus4) Spelling: 1 4 5 (C F G, D G A, F Bb C) Structure: root, perfect fourth, perfect fifth Suspended chords are chords without a major or minor third in them. They’re called suspended because without the third to determine whether it’s major or minor, it has a certain suspended neutrality about it which wants to resolve to something else. The suspended fourth is the more common of the suspended chords, and works pleasantly as a variant with the major. 3.1.6: Suspended second Transcription: Isus2 (Csus2, Dsus2, Fsus2) Spelling: 1 2 5 (C D G, D E A, F G C) Structure: root, major second, perfect fifth Like the sus4, this is another chord that you can put in place of the major for variety’s sake. Some people say there's only one sort of suspended chord, being the suspended fourth, since you can spell the suspended second as a suspended fourth of the perfect fourth of the sus4's root note in first inversion, which in English means that Csus4 uses the same notes as Fsus2, but they're in a different order. Inversions will be touched upon later.
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If you include both the suspended second and the suspended fourth at the same time, you end up with an inverted seventh suspended fourth, which is a most useful chord indeed. More about that sooner rather than later.. 3.2 Major and minor sevenths Take a triad, add either a minor or major seventh on top of it, and you get one of many flavours of seventh chord. Seventh chords all have four notes, and come in many different tonalities and feelings. The seventh comes in five or so main flavours with perfect fifths (dominant, major, minor, minor/major, dominant suspended fourth), but once you start to augment or diminish the fifth the many possibilities start to unravel. 3.2.1: Seventh (dominant seventh) Transcription: I7 (C7, D7, F7) Spelling: 1 3 5 b7 (C E G Bb, D F# A C, F A C Eb) Structure: major triad plus minor seventh The bluesiest of all the chords is the seventh. A straight major triad with that minor seventh overtone to add a touch of melancholy to the proceedings, this is the hard-drinkin’ chord. It's often called a dominant seventh when based on the fifth (or dominant) note relative to the key you're in. Say you're in the key of D major and you pop in a A7 - you've used a dominant seventh chord and you're probably about to follow it with a D. That's what it's for. Traditionally, the dominant seventh is one way of telling whatever key you're working in, since a key only has the one dominant seventh (the other sevenths are either major sevenths or minor sevenths or minor seventh flat fifths). More on that when we get to progressions. Jazzniks know this one's amenable to mixolydian melodies. If you're in a particular key and use a dominant seventh chord based on the minor sixth of your key (G# if you're in C, F if you're in A) before continuing onto the dominant seventh for your key (based on G if you're in C, E if you're in A), then you've just completed a harmonic manoeuvre called a German sixth. (Leave out the fifth in this chord to get an Italian sixth.) 3.2.2: Major seventh Transcription: Ima7 (Cma7, Dma7, Fma7) Spelling: 1 3 5 7 (C E G B, D F# A C#, F A C E) Structure: major triad plus major seventh This jolly chord has a major seventh overtone which gives it a blissed out flavour, tailor-made for any sort of music which aims to inspire. One of my former personal favourite chords until i overused it. Still an old mate nonetheless. One for ionian melodies, this chord. 3.2.3: Minor seventh Transcription: Imi7 (Cmi7, Dmi7, Fmi7) Spelling: 1 b3 5 b7 (C Eb G Bb, D F A C, F Ab C Eb) Structure: minor triad plus minor seventh The moody and sophisticated minor seventh, much loved by drum ’n’ bass producers when played on a Wurlitzer electric piano. Also one of my favourite barre chords on the guitar since you can form it with just one finger. This chord is fit to be accompanied by the dorian mode. 3.2.4: Minor/major seventh
Cmi7 Dmi7 Cma7 Dma7 C7 D7
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Transcription: Imi/ma7 (Cmi/ma7, Dmi/ma7) Spelling: 1 b3 5 7 (C Eb G B, D F A C#) Structure: minor triad plus major seventh
The chord that ate hope. Recalling the fruitier minor scale, the harmonic minor, this combines a stern major third with a suddenly evil major seventh. There's an awful, unseelie finality to this one, as though it wants to stay still and fidget at once. I blame the minor sixth interval. Jazzniks know this one as the chord over which you play in the melodic minor scale. 3.2.5: Diminished seventh
Transcription: Idim7 (Cdim7, Ddim7) Spelling: 1 b3 b5 bb7  (C Eb Gb Bb, D F G# B) Structure: dim. triad plus diminished seventh The diminished seventh is a strange one, and reveals why the major sixth is enharmonic with a seventh interval. The dim7 is made up of stacked minor thirds which bites its own tail: in Ddim7, F is the minor third of D, G#/Ab is the minor third of F, B is the minor third of G#/Ab, and D is the minor third of B. It’s a useful substitution for any normal minor seventh chord and there's only really three of them if you only count the notes of the chord and not which order they're in. Chord substitution gets a looking over much later in the book, although it does bear quick examination in the next chapter. Jazzniks will know this as the chord you use with the whole-half diminished scale. 3.2.6: Half-diminished (minor seventh diminished fifth)
Transcription: Imi7b5 (Cmi7b5, Dmi7b5) Spelling: 1 b3 b5 b7 (C Eb Gb Bb, D F Ab C) Structure: diminshed triad plus minor seventh This is a somewhat subdued, spooky chord and seems to work well alongside the minor/major seventh chord on the same root note. The traditional music theory use for this chord is a bit uninteresting but we'll get to that later this chapter. Jazzniks know this as a chord to accompany the locrian scale. 3.2.7: Seventh diminished fifth (seventh flat fifth)
Transcription: I7b5 (C7b5, D7b5) Spelling: 1 3 b5 b7 (C E Gb Bb, D F# Ab C) Structure: root, major third, diminished fifth, minor seventh An odd chord to its odd core, made up of whole-tone scale notes with two major third pairs (one starting at the root and one starting at the diminished fifth of the root). Jazzniks will recognise this as a chord over which to diddle in the whole-tone scale, or the lydian dominant scale since it's enharmonic to 7#11. If you're in a particular key and use a dominant seventh chord based on the minor sixth of your key (G# if you're in C, F if you're in A) before continuing onto the dominant seventh for your key (based on G if you're in C, E if you're in A), then you've just completed a harmonic manoeuvre called a French sixth. (Leave out the diminished fifth in this chord to get an Italian sixth.) 3.2.8: Seventh augmented fifth (seventh sharp fifth)
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Transcription: I7#5 (C7#5, D7#5) Spelling: 1 3 #5 b7 (C E G# Bb, D F# A# C) Structure: augmented triad plus minor seventh Again using only notes from the whole tone series, this is another fairly odd chord. Note the presence of the tritone between the major third and the minor seventh instead of off the root note.
3.2.9: Major seventh diminished fifth (major seventh flat fifth) Transcription: Ima7b5 (Cma7b5, Dma7b5) Spelling: 1 3 b5 7 (C E Gb B, D F# Ab C#) Structure: diminished triad plus major seventh
Rather spooky from that tritone again, and not a chord that sounds like it wants to really do anything but float around in midair during the early hours of the morning bothering wandering cats with moans and wails. Jazzniks will recognise this as the lydian chord, named for the lydian scale from which it is derived. 3.2.10: Major seventh augmented fifth (major seventh sharp fifth) Transcription: I7#5 (Cma7#5, Dma7#5) Spelling: 1 3 #5 7 (C E G# Bb, D F# A# C) Structure: augmented triad plus major seventh Not all that tonally different from the major seventh diminished fifth to my ears. These ones are slightl more subtle chords than i myself know how to use effectively. Jazzniks will recognise this strange little beast as the lydian augmented chord, being as it's the same as the lydian chord above except with an augmented fifth instead of a note enharmonic to a diminished fifth. Technically if you wanted to you could sound the augmented fourth note as well, but it sounds quite dense. 3.2.11: Seventh suspended fourth Transcription: I7sus4 (C7sus4, D7sus4) Spelling: 1 4 5 b7 (C F G Bb, D G A C) Structure: suspended fourth plus minor seventh The seventh suspended fourth is an odd beast among the sevenths: with no major or minor tonality but a relatively complicated set of relations between its constituent notes, it’s an interesting sort of chord. To listen to a 7sus4 would seem to indicate that it precedes something, but it’s hard to say exactly what. It's all aloof and sci-fi, and extremely useful as the sort of chord you can reach for in times of doubt. I went through a period of hammering the seventh suspended fourth chord to death and quickly tired of it, but i didn't get around to diminishing or augmenting the fifth or seventh notes too much. So there's still the possibility of a Cma7sus2b5 (that would be a C major seventh suspended second diminished fifth, or C-D-F#-B for short) but i've personally no clue when i'd use it. Alternating it with a Cma7 sounds lovely though. 3.2.12: Major seventh suspended fourth
Transcription: Ima7sus4 (Cma7sus4) Spelling: 1 4 5 7 (C F G B) Structure: suspended fourth plus major seventh Like the dominant seventh, this chord has a tritone in it which makes it float a bit. This is a severely fussy chord with limited usefulness, and the best way to find
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out exactly what it's good at is to take a look at Appendix K when you've got the afternoon free. It seems to have a hard time making friends. 3.3 Extended and altered chords Extended chords are chords which extend up past the sevenths and include the ninth (but not the added ninth), the eleventh and the thirteenth intervals. Finding out what the actual notes are is quite easy: play the minor triad rooted a whole tone above your root note. Say your root note is F: Gmi has the notes G, Bb and D. So relative to F, G is your ninth, Bb is your eleventh, and D is your thirteenth. All of the extended chords are based on sevenths and are named by the same convention. If you haven't picked it up, the (dominant) seventh has a major third and a minor seventh, the major seventh has a major third and a major seventh, and the minor seventh has a minor third and a minor seventh. So when you think of a major eleventh, remember that the "major" describes the major third and major seventh, and that the eleventh is always the same note until it gets altered. You can alter the ninth by sharpening or flattening; the eleventh may only be sharpened (since if it were flattened it would end up being a major third) and the thirteenth may only be flattened (since if it were sharpened it would be a minor seventh). For jazzniks there is an actual chord called the altered chord which is spelt longhand as 7b13#11#9b9; the C altered chord would contain the notes C E G Bb Db D# F# and Ab. With this many notes there are many variations, and much of the use of altered chords, conventionally speaking, is in chromatic voice leading. That's covered in section 4.3.4. In all, there's fifteen variations on ninth chords with major or minor tonalities that aren't synonyms of other ninth chords. The most useful ninth chord i know is not one of these, being as it's built off a suspended triad chord, but we'll come to that chord in a while. Take a deep breath, and get ready to use all five fingers.. 22.214.171.124: Ninths
Transcription: I9 (C9) Spelling: 1 3 5 b7 9 (C E G Bb D’) Structure: seventh plus ninth interval The plain old ninth is derived from the seventh and adds a ninth (second interval plus a full octave) on top. It’s a C connected to a Gmi at the G. Bittersweet. 126.96.36.199: Minor ninth
Transcription: Imi9 (Cmi9) Spelling: 1 b3 5 b7 9 (C Eb G Bb D) Structure: minor seventh plus ninth interval The minor ninth is derived from the seventh and adds a ninth (second interval plus a full octave) on top. It’s a Cmi and a Gmi connected at the G. Solemnly blissed out. 188.8.131.52: Major ninth Transcription: Ima9 (Cma9) Spelling: 1 3 5 7 9 (C Eb G Bb D') Structure: major seventh plus ninth interval The major ninth is derived from the major seventh and adds a ninth (second interval plus a full octave) on top. It’s a C and a G connected at the G. Merrily blissed out. 184.108.40.206: Minor/major ninth
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Transcription: Imi/ma9 (Cma9) Spelling: 1 b3 5 7 9 (C Eb G B D') Structure: minor/major seventh plus ninth interval As spirit-sapping as the minor/major seventh, but moreso! 220.127.116.11: Ninth suspended fourth
Transcription: I9sus4 (C9sus4) Spelling: 1 4 5 7 9 (C F G Bb D') Structure: seventh suspended fourth plus ninth This is a much more useful chord than its apparent obscureness would first let on, especially before a major with the same root note. It's like a major chord was invaded and annexed by the major chord of a whole tone lower. In the case of C, that's Bb - there's an entire inverted Bb chord in the C9sus4 in fact (F, Bb and D are the notes from left to right). So, use it well! And of course you can add the ninth interval on top of all the other permutations of the seventh, as well as sharpening and flattening the ninth to taste. A sharpened ninth is enharmonic in tone to a minor third, even though you can have a dominant seventh sharp ninth and it still sounds great, and the flat ninth is enharmonic in tone to a minor second. Flat nines have a tendency to sound good as long as you're popping them on top of a minor seventh, i find, with the exception of the major/minor seventh which sounds rather spiff indeed with a flat ninth on top of it. Here's some examples of altered ninth chords to whet your appetite. 18.104.22.168: Seventh flat ninth
Transcription: I7b9 (C7b9) Spelling: 1 3 5 b7 b9 (C E G Bb Db') Structure: seventh plus flat ninth This is a gossamer, gloomy chord which nibbles away at the souls of all who hear it (as opposed to the minor major seventh which takes big chomps). I quite like it. Jazzniks will note its relation to the half-whole diminished scale. 22.214.171.124: Minor seventh flat ninth
Transcription: Imi7b9 (Cmi7b9) Spelling: 1 b3 5 b7 b9 (C Eb G Bb Db') Structure: minor seventh plus flat ninth Quite likeably jarring. Again, a good replacement for the dominant seventh, sounding more like someone raising a large wooden club to whack you on the head with the root major. 126.96.36.199: Ninth diminished fifth (ninth flat fifth) Transcription: I9b5 (C9b5) Spelling: 1 3 b5 b7 9 (C E Gb Bb D') Structure: seventh diminished fifth plus ninth Not quite so jarring. Again a good replacement for the dominant seventh, sounding like someone raising a conductor's thingy to poke you in the back of the head with the root major except more civilly than the minor
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seventh flat ninth which is a most uncivil chord indeed as you should have found out by now. 188.8.131.52: Ninth augmented fifth (ninth sharp fifth)
Transcription: I9#5 (C9#5) Spelling: 1 3 #5 b7 9 (C E G# Bb D') Structure: seventh augmented fifth plus ninth Does exactly what the ninth diminished fifth does, replacing the dominant seventh, except it's far sassier about it. Has an awesomely wistful tension to it. 184.108.40.206: Seventh augmented ninth (seventh sharp ninth)
Transcription: I7#9 (C7#9) Spelling: 1 3 5 b7 #9 (C E G Bb D#') Structure: seventh plus sharp ninth Does exactly what the ninth augmented fifth does, except it's sassier yet! They used this chord at the end of Animaniacs episodes sometimes in place of the dominant seventh. 220.127.116.11: Seventh flat ninth augmented fifth Transcription: I7b9#5 (C7b9#5) Spelling: 1 3 #5 b7 b9 (C E G# Bb Db') Structure: seventh aug fifth plus flat ninth Sad to say that while this one's pretty sassy, it's no match for the awesome cadencial power of the seventh aug ninth. You may as well make note of it anyway since having an alternative sassy chord to choose from can't hurt for variety's sake. Still, that seventh aug ninth is the bomb, isn't it? If you think this chord sounds better, i can't see what you see in it. But ok. 18.104.22.168: Seventh flat ninth diminished fifth
Transcription: I7b9b5 (C7b9b5) Spelling: 1 3 b5 b7 b9 (C E Gb Bb Db') Structure: seventh flat fifth plus flat ninth Sorry, this one isn't anywhere near as charming and sassy as those last three. Not all chords are created equal, it would seem. 22.214.171.124: Seventh augmented ninth diminished fifth
Transcription: I7#9b5 (C7#9b5) Spelling: 1 3 b5 b7 #9 (C E Gb Bb D#') Structure: seventh flat fifth plus sharp ninth Getting sassier, almost jazzy-sounding is this chord. Another head-smacker that just wants to resolve dominant seventh style to the root note, though it's definitely wearing a fedora and has a big cigar sitting in its mouth. Possibly even toting a tommy gun in a violin case as well. 126.96.36.199: Seventh augmented ninth augmented fifth
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Transcription: I7#9#5 (C7#9#5) Spelling: 1 3 #5 b7 #9 (C E G# Bb D#') Structure: seventh aug fifth plus sharp ninth This chord's almost consonantly tense enough to stand by itself, and in amongst all these other chords that just want to resolve, that's a rarity. Very tense is this customer. 188.8.131.52: Minor ninth diminished fifth Transcription: Imi9b5 (Cmi9b5) Spelling: 1 b3 b5 b7 b9 (C Eb Gb Bb Db') Structure: seventh aug fifth plus sharp ninth This chord is even more consonant than the last, suggesting a horrible finality of some sort involving.. gawd, i don't know.. i've done so many bloody diagrams that my brain doesn't work properly anymore. 184.108.40.206: Major ninth augmented fifth Transcription: Ima9#5 (Cma9#5) Spelling: 1 3 #5 7 9 (C E G# B D') Structure: major seventh aug fifth plus ninth Other chords will do the job of this chord better than this chord can do its own job, which is pretty much being yet another dominant seventh replacement. 220.127.116.11: Seventh suspended fourth flat ninth Transcription: I7sus4b9 (C7sus4b9) Spelling: 1 4 5 7 b9 (C F G Bb Db') Structure: major seventh aug fifth plus ninth This jazzy chord is linked to the phrygian mode. It's quite likeable and floaty, if a bit difficult to wield, and seems to function nicely as a dominant-type chord.
There's more ninth chords than this but i'm so uninterested in them that i'll have to recommend you to a book to find out more about them. Actually that's not true, i was just a bit tired when i wrote this guide. Tired of doing the diagrams. I'm tired again now, in fact. But it's all for a good cause. The eleventh series is most definitely in the realm of classical and jazz musicians than ordinary human beings. Knowing a bit more theory about how these chords best function against other chords will probably endear me to them a bit more, but as is they're just harmonically cumbersome sons of bitches. When i get over my fear of them and suss them out on my own terms, i'll be kinder. I'm sure. 18.104.22.168: Eleventh
Transcription: I11 (C11) Spelling: 1 3 5 b7 9 11 (C E G Bb D' F') Structure: seventh plus ninth and eleventh This is a bigger and more harmonically complicated chord than i know what to do with. It's got a sort of drifty, floating thing going. 22.214.171.124: Major eleventh
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Transcription: Ima11 (Cma11) Spelling: 1 3 5 7 9 11 (C E G B D' F') Structure: major seventh plus ninth and eleventh The usually benign major seventh interval forms the root of a diminished triad with the 9th and 11th here, adding wriggly tritone floatiness to this giant beast of a chord. 126.96.36.199: Minor eleventh Transcription: Imi11 (Cmi11) Spelling: 1 b3 5 b7 9 11 (C Eb G Bb D' F') Structure: minor seventh plus ninth and eleventh Of all the unfancy eleventh chords, this one is the most internally consonant sounding of them all and the one you're most likely to have use for. 188.8.131.52: Minor/major eleventh Transcription: Imi/ma11 (Cmi/ma11) Spelling: 1 b3 5 7 9 11 (C Eb G B D' F') Structure: major/minor seventh plus ninth and eleventh The minor/major thing honestly gets pushed too far when there's an eleventh interval on top of it.
There's no eleventh suspended fourth because the eleventh and the fourth are exactly the same tones. There's no real point in it. Like ninths, you make up elevenths and also thirteenths by basing them on sevenths. Here's the basic thirteenth chords. I dislike them so much that i shan't even make up diagrams for all of them. It's common to leave out bits of thirteenth chords since they're so bloody full of notes. 184.108.40.206: Thirteenth
Transcription: I13 (C13) Spelling: 1 3 5 b7 9 11 13 (C E G Bb D' F' A') Structure: seventh plus ninth and eleventh and thirteenth 220.127.116.11: Major thirteenth Transcription: Ima13 (C13) Spelling: 1 3 5 7 9 11 13 (C E G B D' F' A') Structure: seventh plus ninth and eleventh and thirteenth 18.104.22.168: Minor thirteenth Transcription: I13 (C13) Spelling: 1 b3 5 b7 9 11 13 (C Eb G Bb D' F' A') Structure: seventh plus ninth and eleventh and thirteenth 22.214.171.124: Minor/major thirteenth Transcription: I13 (C13) Spelling: 1 b3 5 7 9 11 13 (C Eb G B D' F' A') Structure: seventh plus ninth and eleventh and thirteenth The following chord is so barmy it deserves a category of its own.
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3.3.4: Altered chord
Transcription: I7alt (C7alt) 1 3 5 7 b9 #9 #11 b13 (C E G Bb Db' D#' F#' Ab') Structure: seventh plus all hell breaking loose This is it. The jazziest chord in the world. This chord should mark the point where you seriously start thinking about leaving notes out of the chord for the sake of tidiness. Seriously. I recommend ditching the fifth, the flat ninth and the sharp eleventh myself. You won't miss them too much, because then you're left with the tritone between the seventh and the third (important to the harmonic character of the seventh), the major third interval between the root note and the third, and the sharpened ninth interval rubbing against the major third an octave and a bit away, plus the flat thirteenth note which is the upper boundary of the chord. That's about all the character it needs. Your own experience may vary somewhat. 3.4 Added chords Added chords are chords which have extra notes added to them, such as the sixth, the added second, the added ninth, eleventh and thirteenth. They differ from extended chords in that you don't have to have all the notes underneath the added interval. Think of added chords as normal triads with a little extra harmonic spice. Jazzniks will know to add sixth and second/ninth notes to chords even when they're not specifically asked for, because it sounds smoooooth. 3.4.1: Sixth Transcription: I6 (C6, D6) Spelling: 1 3 5 6 (C E G A, D F# A B) Structure: major third plus sixth interval The sixth is a jolly and slightly smug sort of chord that has a secret drug habit. The peripheral sixth note means it doesn’t quite resolve to a much more solid major triad, but lends it sort of a pompous flourish instead. A nice way to end a bossa nova chord progression, as Martin Galway may tell you of his Wizball high score music. 3.4.2: Minor sixth
Transcription: Imi6 (Cmi6, Dmi6) Spelling: 1 b3 5 6 (C Eb G A, D F A B) Structure: minor third plus sixth interval The minor sixth has a tritone interval and as per all other tritone-containing chords this makes it somewhat spooky. It exists between the minor third and the sixth and gives this chord a rather cool brooding tonality. 3.4.3: Added second
Transcription: Iadd2 (Cadd2, Dadd2) Spelling: 1 2 3 5 (C D E G, D E F# A) Structure: major third plus second interval The added second sounds like a normal major chord but just a bit richer for having the second snuggled in between the root note and the third. The slight dissonance between the root, the second and the third is vaguely agreeable, i reckon. 3.4.4: Added ninth
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Transcription: Iadd9 (Cadd9) Spelling: 1 3 5 9 (C E G D’, D F# A E’) Structure: major third plus ninth interval The added ninth chord is a major third with a ninth interval floating over the top of it forming a fifth with the fifth note of the triad itself. It uses the same notes as the added second but with the second kicked up exactly one octave to form a ninth. 3.4.5: Minor added ninth Transcription: Imiadd9 (Cmiadd9) Spelling: 1 b3 5 9 (C Eb G D’, D F# A E’) Structure: minor third plus ninth interval Quite depressing.
3.4.6: Six/Nine Transcription: I6/9 (C6/9) Spelling: 1 3 5 6 9 (C E G A D) Structure: major triad plus sixth and ninth intervals
When the sixth puts aside the seventh and brings a ninth along for company, you end up with a six/nine chord. Again with that floating ninth on the top it can be a pretty sparkly-sounding chord, and it’s also got that smug sixth chord sound. Again, a nice variation on a simple major chord to end a song with. 3.4.4: Added eleventh Transcription: Iadd11 (Cadd11) Spelling: 1 3 5 11 (C E G F’, D F# A G’) Structure: major third plus eleventh interval This is just an example of a chord i don't appreciate very much. 3.5 Clusters and atonality So at some point in the twentieth century before computers were commonplace, the musical avantgarde asked the question do we really need all this harmony? then set out to answer it by presuming that we don't. This abandonment of major/minor harmonic tonality can be grouped under the banner of atonality. Much music produced with this philosophy is patently unlistenable, but not all of it. Penderecki's Threnody to the Victims of Hiroshima is one example of a good atonal piece (highly recommended for any noiseniks who think an orchestra can't cut it for sheer noise terror), but in its own way the more warped acid house is atonal as well. Part of atonality's abandoning of traditional harmony was the introduction of chromatic scales. These chromatic scales, as you've already seen, use all twelve notes instead of just the seven. For this reason chromaticity is also referred to as the twelve-tone scale, or the dodecaphonic scale. A note cluster or cluster chord is a group of notes sounded together which don't map out any of the traditional chord in any way. Effectively well-constructed cluster chords truly blur the line between actual harmonic music and raw timbral sound. The king of the cluster chords is most definitely the aforementioned Györgi Ligeti. If you've ever seen 2001: A Space Odyssey, and enjoyed the music that plays as Dave Bowman's racing through the stargate to the white room, then you'll have heard Mr Ligeti at work. Brilliant.
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Earlier atonal and serialist music sounds to me like an ensemble being sent downhill in slow motion encased in a Zorb. Random notes. Exponents of the atonal and serialist techniques (and hence, composers i sometimes make fun of) include Schoenberg, Berg, Webern and Boulez. Of all of those, i have to agree with the received opinion that Webern was the most musically bearable, even if what i've heard of his follows the typical atonal tradition of having all the charm of a tax return. I mention note clusters here to legitimate holding down keys for chords completely at random, especially for you who are on the lookout for something a bit different. I used to even offer a cluster chord as an example but i'll come up with a better one in a future edition. 3.6 Inversions and fragments To invert a chord is to change the order of the notes around. In an inversion, the notes stay the same but their lowest-to-highest (effectively left to right) order changes. The way you can write down inversions is in the form of what’s known as a slash chord. Examples of slash chords are A/E, C/E and E/B. Take the humble F chord (F A C).
Its first inversion is A C F
F/A, first inversion
and its second inversion is C F A.
F/C, second inversion
To transcribe inversions, first write the name of the basic chord, then a slash, then the name of the lowest note. Describing an inversion in words is a different story: you can say ‘A minor slash C’ if you like, but tradition has it that you say ‘chord, nth inversion’ or ‘the nth inversion of chord’. The number of the inversion tells you which note of the uninverted chord is the lowest (excepting the root note); A is the first note after the root in the chord F major, so the red chord in the diagram above is the first inversion of the chord F major. Similarly, C is the second note after the root in F major, so the grey chord is the second inversion of the chord F major. Chords with more than three notes can have more inversions than just two, for instance.
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3.6.1: Y-nvert? Because of the peripheral notes of each different inversion, they differ in tonality and therefore in use; by using chord inversions, you can not only tweak the tonal nature of your chord. Uninverted, a major and a minor sound pretty vanilla; on their first inversion they acquire a sort of “tender”, emotional sound with the major/minor tonality on the bottom, good for those climactic moments. With the fifth on the bottom, the chords sound more subdued and grounded. When you move into the third inversion of seventh chords with the seventh as the low note, things start to get complicated-sounding and more interesting. The best thing about inversions is that they allow you to bleed from one chord to the other, relatively speaking, and with that in effect your music becomes more tonally subtle and interesting. Go from C to F playing normal triads: the leap is quite huge. Go from C to C/F (C F A) and you save the calories required to move one of your fingers, because it can stay where it is. A well known novelty hardcore tune in the early 1990s used the following inversion-laden chord sequence to quite nice effect here and there. See if you can guess which of the hundreds I’m talking about from playing these chords: C
That’s right: it’s Sesame’s Treat by the Smart Es. Now you’ve got no basis whatsoever to think inversions are too fancy, not if they turned up in a song whose main claim to fame was sampling the theme of a kids TV show. Go to it. 3.6.3: When is an inversion not an inversion? A criticism that classical musicians like to level against jazz/pop notation (which is what I’m using) is that it’s ambiguous with inversions and bass notes outside the chord. The reason for this is that they’re written exactly the same way: if you want to play a C chord with an A bass note, you write it C/A. That’s when an inversion’s not an inversion. (Using bass notes under chords where the bass notes aren't part of the chords themselves will be discussed in a later chapter.) Classical music’s solution to this is to use a numerical system for notating chords, and the first time you see it you will run screaming just the same as I did. It’s based on the intervals from the root note: C64 to them is C/G to us (the root note is assumed to be G, which is four notes down from C and six down from E), and C63 to them is C/E to us (by reasoning along similar but corresponding lines). It gets even uglier where sevenths and other extended chords are involved. Fair enough though, if your brain works that way then by all means use that sort of notation. But don’t ask me for advice on chord progressions if you do. 3.6.4: Fragments You don't have to play the entire chord, even. You can leave notes out and retain a fragment of the chord. A useful use of this technique would be dropping the perfect fifth of a seventh chord and maybe inverting it. You've still got the third giving it its tonality, and you've got the seventh on top of the third and the root giving it its seventhy flavour. As long as you've got a bass note playing the root note of the chord or something like it, people ought not be too confused about which chord you're playing. G7(no 5)/F
3.7 Chords in keys 3.7.0: For convenience’s sake, let’s think of keys as being synonymous with full diatonic major or minor scales. Each key provides a palette of notes to form melodies and chords from, and since this is
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the chord section we’ll look at chords in a given key first. 3.7.1: Major keys and triads The key of C has the following notes: C D E F G A B C. Using each of these notes as a root note for a chord, and using only other notes from the scale, we can form the following triad chords: major triads: minor triads: diminished: C F G Dmi Emi Ami Bdim CEG FAC GBD DFA EGB ACE BDF = I (tonic) = IV (sub-dominant) = V (dominant) = IImi = IIImi = VImi = VIIdim
We can then group these triads into three harmonic groups: dominant, subdominant and root. The dominant group, G, Emi and Bdim, are so named because Emi and Bdim share two notes each with the dominant V note G. The fifth is also known as the dominant, and it's this chord that resolves the firmest back to the root. The subdominant group, F, Dm and Am, are so named because Dmi and Ami share two notes each with the subdominant IV note F. The fourth is also known as the sub-dominant, being as it is one note below the dominant, and it's this chord that carries most effectively away from the root. The tonic group has only C in it, but C’s such an important chord in its own major key that it deserves its own group. It's what all of these chords harmonically point to, in combination. When you use a subdominant chord, the harmony travels away from the tonic, and when you use a dominant chord it travels back towards the tonic. Try playing a chord sequence starting with C, then use a couple of subdominant chords, then use some dominant chords and finish again on C. Then play the same thing backwards. The first one should sound much more definite and decisive in the way it ends, because dominant chords move back towards the key's tonic chord more decisively than do the subdominant ones. For the ultimate in decisive endings, finish any chord progression with the V chord (G in this example) before slamming the I chord home (C in this example). Nearly all classical music does this, especially the final two chords of the last movement of a symphony. The V-I progression in a symphony, and especially the V7-I progression, is the audience’s cue to awaken themselves and start applauding. This V-I progression is called a perfect cadence. More about cadences shall be revealed in the chapter on chord progressions, including the reason i kept pointing out all the dominant seventh (V7) substitutes in the chord guide while i was covering the ninth chords. By the way, writing that bit did my wrists in so i do hope you appreciate it. So for any key, the following can be said: —the following chords are dominant and move towards the root harmonically: IIImi, V, VIIdim. —the following chords are subdominant and move away from the root harmonically: IImi, IV, VImi 3.7.2: Major keys and sevenths The key of C still has the following notes: C D E F G A B C. Using each of these notes as a root note for a chord, and using only other notes from the scale, we can form the following seventh chords: major 7ths: C F dominant 7ths: G minor 7ths: Dmi7 Emi7 Ami7 CEGB FACE GBDF DFAC EGBD ACEG = Ima7 = IVma7 = V7 = IImi7 = IIImi7 = VImi7
With the VII as root note you get a half-diminished seventh - in the case of C major that's Bmi7b5, B minor seventh flat fifth.
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When would you use such a chord? I’m not sure myself. But for the sake of completeness, there it is. 3.7.3: Minor keys, triads and sevenths Remember what i said about relative minors, how they’re intimately related to their major scale? The chords available in a major scale are the exact same chords you get in the relative minor scale, except that in the minor scale another chord becomes important. Let’s see about A minor’s triad chord palette, then. It should look pretty familiar, although note that the abstract designations of the chords have changed to reflect A as a root note. Note that the IV and V chord share the same tonality (i.e. major/minor status) as the root note’s chord in both the major and minor keys. minor triads: major triads: diminished: Ami Dmi Emi C F G Bdim ACE DFA EGB CEG FAC GBD BDF = Imi = IVmi = Vmi = bIII = bVI = bVII = IIdim
As for the sevenths of A minor, it’s the same story: the exact same chords of C major except with reassigned function within the A minor key. minor 7ths: major 7ths: 7ths: Ami Dmi Emi C F G Bmi7b5 ACEG DFAC EGBD CEGB FACE GBDF BDFA = Imi7 = IVmi7 = Vmi7 = bIIIma7 = bVIma7 = bV7 = IImi7b5
Yet again, the chords can be classified into dominant and subdominant groups. To the dominant (V) group belong the Vmi chords Vmi and Vmi7 as well as the bIII chords bIII and bIIIma7 and the the bV chords bV and bV7. To the subdominant (IV) group belong the chords IVmi, IVmi7, bVI, bVIma7, IIdim and IImi7b5. The characteristics of moving towards or away from the root that the dominant and subdominant have (respectively) also function for the minor key chords as they do in the major key. 3.7.4: Chords and modes The way you can derive chords from scales, you can also derive palettes of chords from modes. The Ionian and Aeolian, aka the major and minor scales, we've just done, so let's see what other chords we get. In this table, you can also read any mi7 chord as a minor triad, any ma7 chord as a major triad, and any mi7b5 chord as a diminished triad. For instance, in the Dorian mode if you want a chord rooted on the fifth note, it can be either Vmi7 or just Vmi. Dorian: Phrygian: Lydian: Mixolydian: Locrian: Imi7 Imi7 Ima7 I7 Imi7b5 IImi7 IIma7 II7 IImi7 IIma7 IIIma7 III7 IIImi7 IIImi7b5 IIImi7 IV7 IVmi7 IVmi7b5 IVma7 IVmi7 Vmi7 Vmi7b5 Vma7 Vmi7 Vma7 VImi7b5 VIma7 VImi7 VImi7 VI7 VIIma7 VIImi7 VIImi7 VIma7 VIImi7
Jazz takes this particular breakdown even further, citing chords enharmonic to the following for the C major scale: Cma7, Dmi7, E7sus4b9, F7b5, G7, Ami7addb6, Bmi7b5. Spelling the chords very specifically lets the jazz player know which mode he's meant to be playing in. Or something. 3.8: The ebb and flow of tension and resolution
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Moving away from and towards the root, along with the listener's expectations and mood, creates the tension dynamics of your music. Chord progressions get their very own chapter after all this formative stuff about what chords have what forms, what chords belong to a certain key and how to bend those rules to your own whim. For now, let it be said that the flow of any music is based on tension and resolution. Any piece of music is a dynamic, dramatic, self-contained little world of sound, after all, be it classical or grunge or techno or whatever. If it moves you in some way through rhythm or melody or harmony, it’s doing its job. It pushes and pulls you. Soon, you'll learn how to animate the static chords in this chapter into a dynamic, moving creation. There's just one last administrative thing: how to write the chords down. 3.9: Transcribing your chords Transcribing what music you write means you can share it on paper without having to actually play it to someone else. 3.9.1: Abstract or key-specific transcription? Use whatever you’re comfortable with using. Keeping things abstract makes transposing—taking melody/harmony from one key and rewriting it in another—much easier, because in order to transpose you have to abstract the melody/harmony away from one key and recast it to another. If you start in the abstract you’re in much less trouble when or if you transpose. Viewing in the abstract also lays bare the functions of the different chords and melody as they relate to the root, which is also interesting. And there are those who have a perverse fascination with Roman numerals after all. If on the other hand you just want to write things down without worrying about the deeper functions of the chords and the key they’re a part of, write things in terms of real notes. Less hassle. 3.9.2: To spell or not to spell If you’re not sure what a chord is but you need to write it down anyway, spell it note for note. Obvious advice, really, but if you happen to write down the name of a chord wrong in some transcription only to come back and discover the chord progression you once loved now sounds horrible.. well.. better to be safe than sorry. Nutchords really comes into its own here. You can spell a chord in it on its jolly little keyboard and it will tell you what chord you've got. Press the R key and it will invert that chord to show you how the first inversion of that chord would be spelt. Press it again and it'll invert the chord once more, telling you how that is spelt. Too easy. Speaking of Nutchords: even if you don't know the guitar fretboard that well, try displaying and then manipulating chords on the guitar fret at the top of the interface. See what interesting variants you can find and then press the shift key to translate it onto the keyboard when you find something you like.
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With the dump of knowledge you've just had laid on you, writing a simple chord progression using triads and sevenths, sticking to a single key or mode, shouldn't present a challenging task. You know enough principles of harmony by now to write something listenable, whether you follow those principles or not. At this point it’s fair to say i’ve been pretty spare with regards to talking about melody. Melody isn’t my forte, and to hear overt melodies in my own music when i'm not singing them is a rare thing indeed. The good thing about harmony is that once you know enough about it you can more or less fake melody by “connecting the dots” between specific notes in the chord progression. Melodies often play with the chords obediently, just as they follow scales. Over time you can learn to bend those rules to make melodies more striking and interesting. 4.1: Writing chord progressions I can prattle on until the cows come home about what chords are which in isolation, but unless you're playing drone rock there's no such thing as a chord in isolation. Chords in a sequence are called chord progressions, and these progressions take you somewhere. I had a dream once where i was talking to someone about harmonies. It might have been Kevin Shields. He was talking to me about the contrast between bold, bright chords and slightly more introverted ones. The bright chords are the major and minor triads and their various different extensions, and the more introverted ones are where the fifth's been altered or the third's been suspended one way or the other. He said he liked to use the bright chords for impact and then use the introverted ones to carry things away again. I think. Not every chord in the progression is going to have the same effect or impact as every other chord. That would be silly. Some chords are always going to hit home more than others; listen to any song and you'll sense that certain chords are more important to the story in the music than others. Other chords fill the space between those prime chords in interesting ways. If you can't write a chord progression yet, i'm not sure how to explain how it's done, really. Maybe it's better that i don't explain it and let you just do what you like. There is the following to say all the same. 4.1.1: Stability and consonance The most stable chord is whatever triad matches your key, the tonic triad. If you're in F major, that chord is the F triad. If you're in D minor, that chord is the Dmi triad. The tonic is your back to base chord, and it'll typically have a fairly big role to play in your song. The second most stable chord in your arsenal, as hinted at before, is the dominant triad. In the key of F major, that's C. In C major, it's G. The subdominant is also fairly stable, though it will tend to want to wander off to something else. The secondary chords (read: anything bar the tonic, subdominant and dominant) are fairly unstable in their key and tend to want to move off somewhere else as well. Even chords themselves can be stable or unstable. The most consonant chords are the major and minor triads: they have a root, a third and a perfect fifth. The root-third interval is quite consonant, and the root-fifth relationship is very solid. Change the third to a suspended second or fourth and it becomes slightly less stable, though more portable since it can double for a major or a minor chord. When you start flattening or sharpening the fifth, however, the chord loses its most consonant element of all. Especially flattening the fifth makes life fairly interesting because it gives the chord a tritone interval; the tritone is very useful for its floatiness. So if, say, you're working in a major key and you want to increase the instability of an already unstable chord to make the next chord sound even more stable, tinker with it to put a tritone in it, either by adding notes or altering notes which are already there.
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Of course you can go in the opposite direction and hold unstable chords for a long amount of time. Then you get lots of build-up because these chords will be dying to resolve to something more stable. Try it. Go play a 7b5 chord for a bit, then a 7b9b5 chord on the same root note for a bit, and then play a major triad afterwards. Feel that? It's the sound of relief. Tension, then more tension, then resolution. 4.1.2: Dynamism and chord relationships Playing a progression of chords with similar notes isn't as dynamic as playing a progression of chords where the notes do vary a lot from chord to chord. A dynamic chord progression will always feel like it's going somewhere, which may or may not be the effect you want in any given part of the song. Many patterns can be broken down to increments of semitones and whole tones, two quite elementary distances. Maybe the chord G resolves down to the chord C (in the key of C of course) more solidly than any other chord because the B note in G can be heard to “turn into” the note of C, which is the fundamental note of the key. One semitone up to get to that all-important progressing resolution. The D of the G chord can also be heard to rise up to the E of the C chord, which is a whole tone. Meanwhile, the G acts as a pivot point between the two chords, an effective link from one chord to the next. Just an idea. 4.1.3: Voice leading An easy-ish way to form your chord progressions is to use voice leading to get you from A to B to C to D to E and back to A again. The voice in question is simply a melody charted through the harmonies of your chords. It could literally be a melody painted out boldly by a particular instrument against a harmonic backdrop, or it could be even more subtle than that. It could be a couple of melodies at once, resulting in a sort of counterpoint.. which gets explained in a bit. Let's look at these chords for a starting point. C
D F G Bb
There's a sequence C D E D, a sequence E F G F, and a sequence G A B Bb.. little melodies playing off one another. All quite audible in and of themselves they are. Even the V-I or V7-I progression voice leads to an extent. The minor seventh of the V7 and the major seventh of the V lead into the root note very nicely being two semitones and a semitone away from it, respectively. The major seventh is also called the leading note, don't forget. The setup works. In the IV-I progression, the perfect fourth leads to a major third a semitone downwards. In a VImi-I resolution, the major sixth leads to the perfect fifth. And so on. Now i'm going to talk about the different sorts of resolution, some of which isn't technically resolution at all. 4.2: Resolution I’ve been using the words resolve and resolution extensively throughout this document so far, so it would help to explain exactly what i mean. Musically speaking, resolution can mean a couple of things. Generally it's about elements fitting against other elements, whether that fitting happens at the same time or from one musical moment to the next. 4.2.1: Notes resolving to harmony It can mean how and whether a particular note fits into a harmonic structure (chord) or clashes with it. This can be thought of more as simultaneous matching of harmony and melody. For instance, the stray sharpened fourth note in the blues scale doesn't resolve properly with any of the chords used for the blues, so it strikes against the harmonies naturally and sounds interesting.
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The list of notes outside of C E and G that resolve nicely with the C chord, given the criteria that you should try to keep simultaneous notes at least a whole tone apart (and that you want to work in a diatonic and not chromatic system), is as follows: D, A, A#/Bb. That gives you a palette of six resolving notes, three of which will resolve directly to harmonic elements of the chord, and three of which will resolve for the reason that they don’t clash with any other notes. If you want to stay strictly to the scale of C major, the Bb is out of the running too. You’re now left with five notes to play over the chord of C: C D E G A. Oh look, it’s our old mate the major pentatonic scale. If you want to use a melody with F or B over a C major chord and have the notes resolve to the harmony, get the note into the harmony of the chord and if you can remove any notes in the chord with which F or B clash. For instance, F is part of Csus4, and B is part of Cma7. (Play a B over the top of Cma7 and it’s instant blissy territory.) So. That’s one sort of resolution explained and an early introduction to the next chapter about melody, the sense of resolution where melodies match, express and reinforce their harmonic base. 4.2.2: Harmonies resolving to a key Pieces of music tend to be in a certain key. Once atonal composition took hold and took a perfectly good thing too far in the 20th Century under the likes of Schoenberg and Webern, this was no longer the case. Be that as it may, music that doesn’t establish a fundamental or root note and some sort of tonality at any point is still vastly less common and easy to hear on the radio than music that does. All pop music resolves to a key. Electronic dance music (with the possible exception of certain older styles of acid and the newer styles grouped together under the heading of leftfield) does. It’s not hard to spot music that doesn’t resolve to a key at all—whatever melody and harmony there is in it sounds unhooked and may even seem to be a series of almost random, disconnected, dauntingly toneless melodic and harmonic structures. It has a drifting quality and tends to not “get to the point”, at least not using melody or harmony. Debussy’s Prelude to the afternoon of a faun—highly recommended listening to anyone who’s interested in hearing the philosophies of ambient music in the framework of orchestral composition, not to mention because it’s a fantastic bit of music—has a quality of floatiness not too far removed from atonal and chromatic music, but it’s not without resolution of any sort itself. The music changes its key with unprecedented speed and frequency to achieve its distinct quality as the lovely formless and floaty piece of music it is. Atonal music takes this philosophy of keylessness and enforces it much more thoroughly, deliberately avoiding diatonic harmony and leaving the main points of interest to be, for instance, permutations of the actual sounds of the instruments themselves. Webern for one made use of these Klangfarbenmelodien (timbre melodies) more statedly than most, and i'll come back to him later when melody itself is up for discussion. Most music isn’t as harmonically progressive and complicated as Debussy’s or Webern's, however, and a key centre isn't usually too hard to find. Much of the time the very first chord in the piece of music will tell you the key of the rest of the piece, although over time it’s been discovered that you can begin pieces of music in other more interesting ways and introduce the key properly later on. It’s this central key in the form of either a chord or a simple note that notes and harmonies are anchored to, and the key brings resolution to the song. It’s the tonal anchor of the song. You can usually whistle it as a note if you're intuitive enough. In the form of its chord and its note, the key is intimately involved in the song’s structure as long as it remains the key in use; keys can change within songs; there are ways of making the transition between keys smoother using the right set of chords, too. It’s perfectly possible to pop into one key briefly and then shimmy back to the original key if that’s what'll have the desired effect. When a song gets back to its key chord, the harmony of the song is said to have resolved. When a chord in a song is followed by the key chord, it’s said to have resolved (to the key chord). Resolution in this sense is relative to the key of the song; if you’re in the key of C, C can’t resolve up to F unless you make F the key and start using the F key’s chords. This sort of resolution is a series of harmonic choices that evokes a certain key.
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4.2.4: Modulation I hinted before that you're not necessarily stuck in one key all the time, and so it is during this exponence of key that i'll suggest how to get from one key to another. This is called modulation, and traditionally there's a few different ways of doing it. But why would you want to modulate? You'd want to modulate for the simple reason that staying in one key can be very boring, and modulating livens things up a bit. You've probably already done some key modulation yourself; not caring that Bb isn't part of the key of C major, you've probably followed C with Bb (without being in the key of F major) because it sounds good. The Bb chord is one of the chords of C minor, however, and in this day and age you can change between major and minor keys with the same root note without causing very much confusion. Swapping between major and minor keys is such an omnipresent practice these days that it doesn't sound as striking as it once might have, but it still does sound a bit special. C
Bb D F CEG modulate to C minor modulate back to C major
126.96.36.199: Direct modulation Direct modulation's the easiest sort of modulation there is. You just go into your target key without bothering to anticipate it very much. Key changes in much 1980s pop music are a prime example of this technique. Modulating from the key of C to the key of D directly could go something like this C
D F# A modulate to D with no anticipation
When you hear that D, it's clear we've just jumped into a different key. It's made even clearer once you start using chords that are part of the key of D major but aren't part of the key of C major. Examples of such chords are F#mi, A, Bmi and Cdim. (C and D major share the chords Emi and G.) 188.8.131.52: Pivot modulation Pivot modulation is the more flowery way of heading from one key to another. You pivot by using chords in your progression which exist in both your starting key and your target key. One way this is done is by following the circle of fifths So say if we want to get from a C chord in the key of F to an E chord in the key of E. We follow the circle of fifths. C
D F# A A C# E modulate to D major
E G# B E G# B C# modulate to E major and resolve key with E majorish chord
Each of those chords is rooted on the fifth of the root to its left, as you can clearly see in the furinotes unless you've been drinking in which case i wonder why you're reading this. This is called dominant pivot modulation since the other term for the fifth is the dominant note. We aren't restricted to using just dominant pivoting though. We can also pivot using fourths; this is called subdominant pivot modulation. Let's visit Ab using this method. C
Bb D F Eb G Bb modulate to Bb major
Ab C Eb Ab C Eb F modulate to Ab major and resolve key with Ab majorish chord
Each of the root notes of the above chords is the sub-dominant note of the chord root on its left. Now the above two examples are pretty linear. We're going directly to the root chord of the target key
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and adding a sixth chord subsitution afterwards to cement the identity of the key. Substituting gets covered later. We can announce even more loudly that we've arrived at a particular key by using the dominant seventh chord in a IV-V7-I chord progression in the target key. In the following example, B7 is E's dominant seventh. It needs to resolve to E or it will explode! (That happens to it sometimes.) In the following progression, D major and E major share the chord A, so the key is slightly up for grabs at A. It's definitely not C major or G major, and given that we've seen a D chord the A could very well be part of D major. This is how you're most likely to hear it, in fact. Following the A chord with a B7 chord locks the working key into E major, since only E major can lay claim to that particular chord. C
D F# A A C# E in D major here ambiguity
B D# F# A E G# B E G# B C# modulate to E major and resolve key with E majorish chord
Actually, that V7-I progression sounds really mothballed, doesn't it? We're definitely sophisticated enough to be able to handle something a bit more interesting, something that obliviously crosses the major/minor keys.. C
D F# A C ambiguity
E G# B resolves to E major
At that ambiguity, we're potentially in both G major (since D7 is part of the G major scale) and E minor (since D7 is also part of the E minor scale). Since it's OK to modulate between E minor and E major directly, that chord progression works. The following modulation's slightly cleverer but works by the combination of normal direct modulation, wanton direct major/minor key modulation and the relative minor key. C
D F# A d. mod to D major
B D# F# d. mod to B major
B D# F# A targeting E major
E G# A resolution at E major
As i hope to have taught you, B minor is the relative minor key of D major. Both keys use exactly the same notes. One way to tell this is that the middle note of the D major triad, F#, is also the top note of the B triad. This note forms a sort of pivot making the transition from D major to B major less jarring. 184.108.40.206: Summing up modulation and resolving to a key As with everything in music theory, no amount of theory can tell you what you'll like. Pretty much every theory book you can lay your hands on will mention the V7-I chord progression, even though it sounds limp and tired. It definitely puts you in a key but there's just so many other more interesting chords you can use. Rrgh. Those chords will be covered when i get to substitution, in the chapter on permutation. Go and listen to Debussy's Prelude to the afternoon of a faun if you haven't already. See how much this song changes key? Within a few seconds of establishing a key it's fluidly and perfectly found its way over to another one. This harmonic floatiness from a lack of regular key is definitely something that Debussy definitely has in common with the atonal and serialist composers, and was something that made it initially difficult for him to hold performances without being bagged by narrow-minded twats of critics. Perhaps i'm just as narrow-minded a twat to some for repeatedly slagging off Schoenberg et al, but Debussy found his way onto the soundtrack of Ocean's 11 (that would be Clair de Lune, the orchestral music that's playing when they're all looking at the fountain after they've pulled off the heist) and Schoenberg didn't. Come to think of it, the very same piece also makes an appearance during the movie Dog Soldiers as well. Now for a wee tip: there's a chord called the diminished seventh (spelt 1 b3 b5 6) which is invaluable when modulating. It is a universal modulation adapter. It is harmonic axle grease. Being such an unstable chord, it resolves to almost any chord you can handle with a minimum of fuss. I've tested it and can vouch for its results. And that brings me to the third sort of resolution: chord to chord resolution.
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4.3: Chords resolving to other chords Different chords have differing amounts of a quality that's often called stability. You may have noticed that in the chord guide i inferred that some chords are more stable than others. Stable chords are usually bold and free-standing affairs, the real meat of the song. Unstable chords, with which modern jazz is absolutely infested, seem to want to go somewhere else. They have a tension to them that seems to set up another chord. Then again, even relatively stable chords can set up another chord. Harmonically unstable chords like the diminished seventh are often useful in the capacity of carrier chords. Carrier chords take you along to the next chord, and the more unstable ones often have the seeds of their own harmonic self-destruction inside them due to dissonant interval relationships. An effective carrier chord helps to accentuate the chord that comes after it in an interesting way while contrasting against the previous chord in an interesting way too. Carrier chords can be used cleverly to make harmonic progressions wiggle interestingly to all sorts of strange places. Dwelling on an unstable carrier chord creates tension, and a nice stable landing chord like a triad or unaltered seventh afterwards releases that tension. That much jazz is made up of so many unstable chords should explain to some extent why it sounds as flighty and restless as it does. The most stable of all chords in any key is the triad which shares the tonality and root note of your key. If you're in E major, it's E (E G# B). If you're in D minor, it's Dmi (Dmi). You can carry to this, the final landing chord of its key, in many different ways. One uninteresting way to carry to the tonic chord which you've already been introduced to is the V7-I progression. G7, C. E7, A. B7, F#. Dominant seventh to tonic. The V7-I progression is a twist on the perfect cadence, V-I. So let's talk about cadences and dominant seventh chords. 4.3.1: Cadences and carrier chords explained A cadence is a two-chord progression where things get stable. It's either a resolution to the root chord or something that pretends to be and then surprises you. Cadences have been around long enough to have been systematised slightly. The perfect cadence, already introduced to you in a previous section, is any V chord resolving to the I chord. So if you're in C, that would mean any chord with G as a root being followed by C (either just C or Cmi, or if you're feeling fruity C6/9). The imperfect cadence goes in the opposite direction, from I to V chords. The interrupted cadence starts with a V and goes anywhere except for the safe predictable I chord; it's called the interrupted cadence because it's as though the masterful perfect cadence were interrupted. The plagal cadence is the IV chord resolving to the I chord. If you're in C, that means any chord with F as a root being followed by C. In G that would be a C chord resolving to G. In D, that would be a G chord resolving to D. It's a slightly mode understated resolution than the mighty perfect cadence, but a useful one to use sometimes all the same when it's not quite time to pull out the old V-I. It's sometimes called the "Amen" cadence because Christian prayers set to melody often feature this cadence on the last line of the prayer. (It has nothing to do with the Amen break, being as the Amen break was from a song called Amen Brother by the Winstons.) The deceptive cadence, so called because at one point music was so horribly predictable that people took aberrances on its established rules as tantamount to treason punishable by being made to bare one's bottom to red hot pokers, is a V chord that resolves to the minor VI chord. In C, that would be from G to Ami. In F, that would be from C to Dmi. In D, that would be A resolving to Bmi. Now the perfect cadence is the most forceful of these, so it makes sense that this would be the one that gets the most varieties. What i didn't expound upon earlier is that even in traditional harmony— subject to an easy-to-follow rule and one exception—you can stick dominant sevenths nearly anywhere you like. What i'm about to show you here properly belongs with the chord substitution stuff in chapter six, being as it deals with horizontal tweaking, but it won't hurt to bring some of the science forward on you.
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When you use the dominant seventh of whatever key you're working in, that's just a boring old dominant seventh. But when you start using dominant sevenths from outside that key to boost the presence of other chords, you're entering the realm of secondary dominant seventh chords. Let's say we're in the key of C, and we have a chord progression that goes C
The secondary dominant rule says that you can lead into any chord (except for the VII in a major key and the II in a minor key) using the relative dominant seventh chord of the root note. To lead into the Dmi, we first have to work out what the dominant note of D is. It's A. Therefore, this rule allows us to follow G with A7 before leading into Dmi. This leaves us with C
A C# E G D F A
and now this progression now sounds rather j-poppish. Leading into the F with C7 sounds quite odd. Leading into the G with D7 sounds rather odd, like i'm modulating from one key to another. That's the traditional rule for using dom 7th chords. Given that it's the 21st century and that particular secondary dominant seventh rule has been flogged to death, let me dissuade you from using that particular substitution formula with any strictness. It sounds naffly classical and European. Better to put the dom 7th somewhere it sounds a bit odd. Leading into the F with D7 for instance sounds nicely striking! But sometimes you need something a shade different to either smooth things over or ruffle them up. For instance, now that i've got C
D F# A C
i notice that the D7 is a bit too close to the Dmi to really carry the harmony along. So now it's time to try swapping things in for the dominant seventh. Mainly it's the switch from minor to major third that sounds a bit shite, so my first instinct is to start suspending the minor third of Dmi to either a fourth or a second in the seventh chord that follows it. First candidate on the list is my good old mate the seventh suspended fourth: C
Now that's a fine harmonic progression right there. Let's get adventurous. C
D E Ab C F A C
That's right, a D7b5sus2, or a seventh flat five suspended second. Nutchords informs me that its simplest name is E7#5 - both chords use D E Ab and C. Let's try something else. C
Dma7- F -#5sus4
D G A# C F A C
OK, that sounds slightly over the top. But try whipping in some of those sassy ninth chords where that dom seventh was and it sounds more than groovy. What i'm getting at is wherever you can put a dominant seventh without it sounding horrible, there's heaps of other chords you can use to varying degrees of success in the same spot. So. That's what a carrier chord is: one fairly unstable chord, often using notes outside what's common in the current key, that (eventually) resolves onto another more stable chord while doing its bit to make the harmony more interesting. If the carrier chord contains notes from both the chord that precedes it
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and the chord that follows it, it's called a passing chord. I'll get back to you with an example later. 4.3.4: Chromatic voice leading with altered chords You might have noticed a lot of chords in section 3 with altered fifths and ninths. It's only recently that i was flipping through one of my books when it struck me exactly what those many altered chords are for, and that there was a word for this thingy where notes from one chord set up another. Voice leading is where notes lead into one another from chord to chord. It's chromatic when the chords ignore which key they're in and use whichever notes they like. Remember the chromatic scale? Go and check back on the scales chapter if you've forgotten it. Conventionally, chromatic voice leading works a bit like this: you've got your first chord, and you can either sharpen or flatten your chord's fifth or ninth, or sharpen your eleventh or flatten your thirteenth. For the sake of sanity and to keep my derision of chords with more than five notes a bit consistent, let's just stick with the fifth and ninth notes. Much easier. Let's start with the fifth. Depending on whether you flatten or sharpen the fifth determines which note you lead to. Flattening the fifth conventionally leads downwards, and sharpening conventionally leads upwards. Here's two examples with the leading sequence underlined from chord to chord as it rises semitone by semitone. C
C E Gb Bb
C E G# Bb
In both cases here, it's the ubiquitous V-I progression again. (It's not going anywhere, so you'd better just learn to like it.) So the flattened fifth in the C7b5 leads to an F, and the sharpened fifth in C7#5 leads up to an A. Conventionally speaking. What other chords have Fs and As? Think mainly about triads here; altered chords are quite unstable and need something firm to land upon though you might like landing them on suspended sevenths or other altered chords if you're feeling perverse. Let's see.. Dmi and Bb also contain F as a minor third and perfect fifth respectively, and Dmi and Ami both contain A as a perfect fifth and root note respectively. You can thence lead to those various triads using the appropriate altered version of C. Altering a ninth degree is also possible. C7
C E G Bb
C E G Bb Db
C E G Bb
C E G Bb D#
Yeah, that last one is a bit of a stretch. Sounds alright to me though. Another use is C7
C E G Bb
C E G Bb D#
D F# A D
Now you've probably noticed that the C7b9 is a bit internally weird. It's got a C and a Db in it, and those notes are only a semitone away from one another. They grind. They make the chord really really unstable and give it some of the same bittersweetness that makes the major seventh sound so yummy. 4.4: More on chord progressions As i’ve already hinted if not outrightly declared in my discussion of chords and keys, certain chords are more important in a chord progression than others are. The fundamental or root chord, that which carries the tonality and fundamental note of the operational key, is the most important. The IV and V chords (whether major/minor, seventh, added-to, etc) establish the key along with the fundamental or root chord. The remaining chords in the key will also play a role, but it’s generally those three chords that are the ones which take charge in the song.
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Especially in pop music. So many pop tunes can be played with little more than the old I, IV and V chords that books have been written with titles like Play All These Songs With Just Three Chords. And the books even live up to that rather strange-sounding promise. They're bold, bright chords. Pop music is often bold bright music which needs bold, bright chords to have its intended effect: to catch your attention, get stuck in your brain and compel you to download it off the Internet because you'd rather spend your money on something actually worth buying like a Cocteau Twins album. I recommend Heaven or Las Vegas. Truly. You can go off and play the I, IV and V chords in any combination you like and discover how head-nobbingly done to death they are in your own time after i give you a map of the twelve bar blues. You already know from a previous chapter which chords in the major and minor keys go with them, that the subdominant takes the harmony away from the root and the dominant brings it back again, and all that stuff. What happens when you don't include the root chord too often but still use other chords from the same key? What happens then? Eh? Eh? If you write a chord progression without either the IV or V chords though, it won’t sound all that odd unless you drop the I chord. It’s only once you don’t use the I chord often enough that things can beg for resolution. New Order’s Bizarre Love Triangle only resolves to its root chord once every eight bars, for instance. Here it is, transposed into F. Bb
Bb D F
Bb D F
Bb D F
Bb D F
The song’s almost always searching for that root chord to resolve to, which gives it a wonderful subtly unanchored quality like it's harmonically nervous despite not doing any obviously fancy things with harmony. The root chord in the chorus falls underneath the lyric (I’m waiting for the final moment you) “say the words that” (I can’t say), sung in on a high note descending downwards. It’s a nicely effective synergy between melody, harmony and lyrics, that moment. Were we all so thoughtful as that lot... Look at the A minor though. It's the closest chord to the F in the whole key. One note is one semitone away. It's very, very close to the F. One reading of this is that the F has been substituted into the Ami since the two chords are so very similar. Let's get the blues. 4.4.1: I got the blues The twelve-bar blues is a genuine classic progression. Its bleached seventhless variant goes like this. I IV V It’s all I, IV and V. Yawn. A more interesting and traditional variant goes like this. I IV7 V7 I IV7 IV7 I I I I I V7 I IV IV I I I I I V
The twelve bar sticks to the root, subdominant and dominant chords (not chord groups, chords). It’s the most unsubtle chord progression around these days but it’s still as versatile as ever it was when you pop some lyrics over it, and its familiarity means you can comfortably experiment a lot more with melodies in it as opposed to an unfamiliar chord progression. 4.4.2: An original chord progression to stare at
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Let’s look at a progression where one of the notes in the centre stays the same, in this case good old C. These are the chords that came to mind when i thought about which chords had a C in them. I’ve got a minor triad, an inverted major, a sixth and a minor seventh. Ami low mid high-mid high A C E C/G G C E Ab6 Ab C Eb F Dmi7/A (Ami) A C D F A C E
As you can see, the high note E effectively breaks into two separate notes before converging back on E again at the end of the loop. The low note moves around by whole tone and semitone before it gets back to A early in anticipation of the Ami at the recommencement of the loop. C is included in all the chords, tying them all together. The low peripheral note moves around in steps of a semitone and a tone, a very common strategy. The peripheral notes move around a centre note. That’s the maths of it. How this rather odd chord progression makes you feel as a person is another matter entirely, i’d suspect. This example is in the key of A minor, which you can tell because most of the chords use exclusively white keys. It admittedly leaps rather suddenlly into another key when it gets to Ab6 (could be any number of keys, really) but comes back again in time for Dmi7/A. 4.5: Specific chord progressions Here's some chord progressions which have been used in various different songs over the ages. Some of these have already been covered in the cadences section technically but they're worth covering once more in a different context. They're listed ordered by the chord roots then their tonality as given in the chord dictionary. Now you might ask how loads of different songs can use the same few progressions over and over again without there being any legal battles involved. Well. It's because even though the harmony is the same, the lyrics and melody and arrangement are different. The lyrics and the melody are the copyrightable bits and as such the harmonic progressions don't really get a look-in. I-IV-V. I-Vmi. I-VIm-IV-V. Fairly obvious - the three major chords from the diatonic scale in a row. Used on Time of Your Life by Green Day for their verses and doubtless loads of other bands in loads of other songs. Like that song Downtown in the chorus. Cosmic-sounding old progression this one. Best known as the chord progression from Heart and Soul, this chord progression ruled the doowop genre in the fifties through songs such as Earth Angel, Why Do Fools Fall In Love? and Lollipop. Yes not all of these tunes are doowop. So what.
Imi-bVII-bVI-V. The "hit the road jack" progression. IImi-V-I. Frank Zappa proclaimed that this progression and its variants epitomised "bad whiteperson music". Its variants would be things like IImi7-V7-Ima7 (same roots, different chords) and so on. Used a lot in jazz. A technoey sort of progression, Blue Monday, anyone? aka perfect cadence. Back to the root chord in a fairly strong way. Quite loopable. Back to the root chord in a somewhat blandly traditional way. Back to a root chord in a way that really emphasises that added sixth. aka plagal or 'Amen' cadence. Back to the root chord in a gentle way. A grandiose progression. Easiest-to-find use: the 20th Century Fox jingle such as at the beginning of Star Wars.
bIII-bVII-Imi. V-I, V7-I. V7-I6. IV-I, IVmi-I.
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A weird little progression i haven't heard used anywhere. Gloomy and ominous progression used a lot in Philip Glass's Koyaanisqatsi soundtrack.
For an oversized version of this part, check out the progression index in appendix K. You'll be somewhat sorry you did because it's more information than is easily taken in in one shot. 4.6: Listen around you You can find more inspiration than just New Order on paper by looking for things like guitar tabs on the web. In Google, type "(artist) (song) tabs". Failing that, try working out the chords for some of your own favourite songs. It might take a while, especially if there’s some suspended fourths in there, but being able to figure out what makes your favourite songs so good—from both the perspective of dry analysis and emotional appreciation—can help you along greatly in your own composing. If you're having trouble, try whistling the distinct notes you hear in the harmony and matching them on your own instrument of choice. Once you've got a couple of them, trial and error should help you get the rest. As a composer you should listen to any sort of music you possibly can and absorb it—all of it contributes to your personal vault of musical manoeuvres in terms of melody, rhythm, lyric and harmony. Go outside your field of composition. I'm primarily an ambient composer but i listen to shoegaze, techno, classical, punk, avant garde, noise, house, jazz, goa, rock, golden oldies rock, rap, downbeat, you name it. There's just so much to be learnt about harmony, there really is.
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Until i knew about music theory, good melodies were hard. Really hard. I’m not a person with a grand innate sense of melody when it comes to composing, although i can whistle a tune and usually i can sing in harmony off the top of my head. I eschewed melodies for the longest time until i found out that it’s easy enough to fake a serviceable melody from the harmonic elements of the song. Then i found out that the melody can actually conduct the harmonic part into interesting new places and began to appreciate that the melody and chords are interesting playmates. Although melody is simpler than harmony with just the one note playing as opposed to a single chord, it’s easier to learn about notes, then chords and harmony, and then melody afterwards as an extension of harmony. 5.1 Writing a melody 5.1.1: Principles of writing a harmonic melody A harmonic melody is one which sticks pretty close to whatever harmonic structure is present in the song. A really basic example of a harmonic melody is one which uses only the notes of the chord playing at the time. At that level it’s simple, but a little bit boring if you’re only using triads. A slightly looser format is to adapt a palette of notes from both the key you’re working in, the current chord and the whole tone principle discussed earlier: use the notes of the chord, work out what other notes can be played without clashing with the notes of the chord by being a semitone away, and then take out whatever notes aren’t in the scale/key you’re using. Melodies can be thought of in terms of nodes and paths. A node note would ideally be one of the notes of the chord, and path notes are those which travel between the nodes. Path notes are transient in that they’re only there to get from A to B and don’t last long. They’re less significant than the node notes which are by comparison more consonant with the harmony and are usually held for longer. Paths can also encircle nodes without moving to a new note. A path can progress by semitones, whole tones, whole and a half tones, or make even larger jumps depending on the desired effect. Melody’s the winding path through the harmony, as i see it. It skips on and off the notes of the harmony to accentuate them, occasionally stepping off the path altogether to jump between notes on the scale. It may not be this to everyone but if you’ve never written a melody before, this is a good framework to begin with until you're melodically capable enough to do without it. 5.1.2: An example harmonic melody using nodes and paths Part of the major progression from Chronologie pt 4 by Jean-Michel Jarre will analyse nicely into a node-and-path melody for our purposes. (If you don’t know this song, the album’s been remastered and rereleased on CD so you should acquaint yourself with it at your local CD shop of choice as soon as you can. My bandmate Jeremy reckons we should play it during a DJ set one night to see whose head explodes.) The key is C. I’m not just saying that for convenience like i usually do: this song really is in C. Chord: Notes in chord: Inverted: Melody: Node: C G Dmi CEG GBD DFA GCE GBD ADF E: F E D: E D D E F: E D F F FAC ACF C: D C
Any note with : is held for a significantly long time. In the first phrase, the functional melodic node is E. The melody anticipates the step down to D by first rising up to F, then hitting E again before coming down to the node note D in the second section and holding there. The third section sees a note-by-note rise from D up to the next node, F, and then a
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descending series of notes down to the fourth section’s node, C. The first and third sections have nodes which function as the thirds of their respective chords: E is the third of C, and F is the third of Dmi. By contrast, the second and fourth sections have nodes which function as fifths of their respective chords: D is the fifth of G, and C is the fifth of F. Getting a long melody out and written need not be much harder than setting yourself some node notes determined by the harmony and connecting them with path notes. If that’s not the most useful secret about writing melodies ever given away, i’d dearly like to see what is. 5.1.3: An example melody from pop music Let’s use the melody from the chorus of Bizarre Love Triangle for further analysis, setting it in the key of C for the sake of it being easy to read: Chord: Notes in chord: F FAC G GBD Emi EGB *G F E D (C) F FAC C D A [G]
Melody: A B C D (E) EDCBG (*melody goes up an octave in this phrase)
Most of the notes in this melody are adjacent to one another, stepping up and down the scale a semitone and whole tone at a time. Don’t underestimate this deceptively simple technique. The notes in round brackets (E and C) are anticipations of the next chord in the progression, another well-used technique which keeps the song rolling along. In the case of the E, it combines with the G chord to suggest a sixth chord, harmonically enriching the proceedings. The C during the E minor is part of the F; with the melody passing over the notes G E and C in that same phrase, the melody spells out an absent C chord. 5.1.4: When melody drives harmony To end up with more interesting chords, bend them around a melody a bit. As i said before, if you want a melody to fit some chords but the chords jar with the melody, change the chords so that the melody is to some extent inherent in the harmony. If you’ve got an F in your melody which you like in the context of the melody but that jars in the context of the harmony, change the C to a Csus4. If you’ve got an A in your melody which you want to make more significant, change the C underneath to a mellow C6. Harmony and melody that dynamically react to one another in profound and interesting ways are usually good things, unless you’re aiming to be uninteresting with your music in which case you only need to pick the one chord to play for an hour. 5.1.5: Melody as embellishment Not all melodies are lead melodies. Some melodies just decorate the harmonies. You can arpeggiate a chord into a melody by playing the notes of the chord in sequence. Philip Glass is the crown king of arpeggio and if you've listened to the soundtrack of Koyaanisqatsi then you'll have heard thousands of arpeggiated chords already. You can also put melodies over a chord to suggest different chord forms. Play a C chord, then play a melody that goes E D E D E D... over it. The melody suggests a Csus2 (or if you're reaching a G) without changing the chord. Even simple embellishing melodies like that can do wonders for a song. 5.2: Counterpoint, or What Took Me Weeks To Figure Out Counterpoint, like Holst’s Mars, is one of these things we’ve all heard but we haven’t necessarily known what we’re listening to. Bach was the King of Counterpoint in his time, and thus if you write counterpoint you’ll probably end up sounding like him a bit. Except not as good. Counterpoint involves layering two or more melodies one on top of the other in order to suggest harmony. There are a heap of rules governing which intervals you’re meant to use; these were later built on by some bloke called Fux (ooer) after Bach’s time into different “species” of counterpoint,
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which determines how many notes of the base melody or cantus firmus go with however many notes of the other parts of the counterpoint. The suggestion of rules may turn some of you right off, but in all honesty breaking them unintelligently leads to pretty poxy results. Suffice it to say that counterpoint could give electronic dance music a completely giddy spin if anyone decided to sit down and actually write a counterpoint that bopped along to the Amen break. What follows is a very, very basic primer on counterpoint. If this piques your interest, go and find yourself a book and study up on musical notation because almost all of them will use that instead of the sort i use. 5.2.1: Melody on Melody The base melody should have a distinct character of its own, and according to The Rules shouldn’t go up or down for longer than three notes at a stretch or leap any more than an octave at a time. Just to keep things simple i’ll provide a melody that uses the same note lengths all the way through. This particular melody is sort of dramatic and minor key to make a change from all the other major key stuff i’ve been throwing at you in this book. Just to be clear, D’ is one octave above D, and D’’ is two octaves above D, and D, (that’s a D with a comma after it) is one octave below D. A’ G#’ A’ D’ E’ F’ E’ D’ A# A A# G F A D No, that’s rubbish for our purposes right now. But notice how you’ve got sort of a progression of notes A, E, and A# that suggest the uppermost notes of the chords Dmi, A, and Gmi/D? And the last three notes of the melody are the notes of the Dmi chord itself. If you decide to play the G in that sequence in a chord it turns out sort of smoky. Ahem. Back to it. C’ D’ E’ G A B A E G C’ B G C’ That’ll do. In that melody you can probably already hear the obvious chord progression leaping out and beating you over the head with its obviousness. But let’s get another melody going on top of it. Now the rules of counterpoint tend towards favouring certain intervals. Octaves and fifths aren’t very interesting or useful because they don’t do very much; fourths and sevenths are so-so; sixths and seconds are okay once in a while but thirds are generally the mainstay of the form. Even still, you can’t use thirds all the time. Let’s go stupid with thirds and fourths/fifths to lay a boring and overly pleasant melody over this one. C’ D’ E’ G E’ F’ G’ C’ ABAE C’ D’ C’ G G C’ B G B’ E’ D’ B C’ G
Well, it’s okay. Not very lively or interesting though; the bottom melody moves more or less parallel to the top one and doesn’t display a lot of dynamic character of its own, which is something that should also happen. As is tradition for this paragraph of non sequitur weather reports, i would like to complain that it was warm today and that it made me feel irritated and sleepy. And now for something that has a bit of its own character. C’ D’ E’ G E G C’ F’ ABAE E’ D’ C’ D’ G C’ B G B E’ F’ D#’ C’ E’
It’s still a long way off from Bach but you can see a few sevenths and even the old diabolus in musica tritone (B-F) make an appearance. This one’s got more motion than the counterpoint above it simply because its sounds more like two melodies moving gracefully over one another rather than two-note chords being played at speed. That’s when you know you’ve got a good counterpoint, when you get
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characterful melodies that form harmonies before your very ears. Fux (ooer) talked about five species of counterpoint as well, which were respectively: note for note (as above); two or three notes in the melody to one note in the cantus firmus; four or six notes in the melody to one note in the cantus firmus; one note to the counterpoint to one in the cantus firmus except that the counterpoint is offset slightly, forming a syncopated counterpoint; and a mixture of the preceding four styles. Syncopation will be explained in the rhythm section. Syncopation is fun. 5.2.2: Have you heard it upside-down and backwards yet? Counterpoint theory also goes into things like manipulating the cantus firmus to turn it upside-down (inversion) and/or play it backwards (retrograde), as well as diminution (halving the length of the notes) and augmentation (doubling the length of the notes). The example i’ve got here, which is from J S Bach’s Art of the Fugue, has a cantus firmus that goes D A F D C# D E F The inversion of that goes A D F A Bb A G F It’s more obvious if you look at it in staff notation that an inversion simply means using one of the notes, F in this case, like a central pivot and inverting all the other notes as intervals around it. Represented as distances from F, the cantus firmus becomes -2 +2 0 -2 -3 -2 -1 0 and in order to invert it, we just change the plusses to minuses and vice versa. Multiply the whole row by -1. +2 -2 0 +2 +3 +2 +1 0 D is two scale notes down from F; inverted, you go two notes up from F to get to A, and vice versa with A inverting to D. C# is an altered C, three scale notes down from F, so that inverts to Bb above F. The rest of the inversion should be self explanatory enough. Retrograde just means playing the cantus firmus backwards. Going from this D A F D C# D E F to this F E D C# D F A D doesn’t take too much brainpower. Unless you have a habit of losing your place. Retrograde inversion is when you’ve got the cantus firmus melody upside-down and backwards at the same time. 5.3: Timbre melodies This is where i appear to backpedal slightly after slagging off atonality. There was at least one positive outcome of abandoning diatonic harmony for chromatic harmony, and the one i've got in mind may be very useful to those of you who aren't actually that good at melodies but still want to write them. Abstracting a fair bit, you could say a melody is a temporal progression of different tones. You go from one note to the next and that's fairly interesting. But what if instead of (or including!) different notes you used different playing manners, or different amounts of clarity on your instrument, or for a more modern twist different amounts of velocity or different settings of lowpass VCF cutoff/Q? That's still technically a progression of different tones, it's just that the tone is also being altered in another aspect
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aside from notes. Anton Webern, to many the most inspirational of the atonal composers, called these progressions of different tones klangfarbenmelodien, and when literally translated this means 'sound colour melodies'. 'Sound colour' would appear to be a way for Germans to refer to a word that we English-speakers had the good fortune to steal from the French: timbre. Because it's been stolen from French, timbre is pronounced tamber and not timber. So a less stilted translation of klangfarbenmelodien would be timbre melodies. Webern's own take on timbre melody makes listening to his music slightly more interesting, since it's the manner of playing the notes that's being focussed on for expressive purposes. So how many ways can you play a note? You can play it quietly, loudly, muted, sustained, with vibrato (pitch wavering), with tremolo (volume wavering), harshly, gently.. and that's just older instruments. Think about all the ways you can affect an instrument these days and you'll begin to see what sort of chaos could ensue. One of the songs i did in my band Wiggle had its own rather odd timbre melody: my sampler was dying and i was digitising something off my tape deck. The sampler was so utterly munted that it was picking up different bleeping tones when i switched between chromium, metal and normal tape modes. So i started switching between the different tape modes to play the different buttons like a musical instrument and later used the recording in a song that was one of the standouts on our debut CD in 1999. The more atonal and harsh timbre melodies are sort of in a functional limbo between percussive and melodic aspects; rightly done they can bolster the rhythm of a song wonderfully.
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6.0 Further tweak technique
Listening to music is a more complicated affair than you might think. The human brain loves picking up on patterns and systems and other ways to make sense of things, and music is replete with patterns and systems of all sorts. There's the key you're in, the rhythms you're using, melodies: music is the manipulation of all sorts of pattern-based information. The introverse-chorus-verse-chorus-bridge-verse-chorus-outro pattern of pop music is one well established pattern which people have been tweaking to their own ends for more than fifty years now. The pattern which results in the perception of a particular key has been established for centuries longer. If you hear chords from the key of C, you'll expect other key of C chords. Now once these musical patterns are established, the patterns can be carefully bent or even broken to contradict and manipulate the expectations of the listener. Sometimes these contradictions can be pleasantly surprising and effective, and sometimes they're just intolerable and don't do well. In the key of C major for instance, people these days will tend to tolerate chords from the key of C minor too, since flipping tonality has been standard practice in popular music for a long time. The following chord progression flips its tonality when it uses Eb and Bb, but doesn't sound exceptionally weird. C
Eb G Bb
Bb D F
Even breaking the patterns can lead to its own pattern. Check out this chord progression from the middle eight of my song Sanguine: E
E G# B
B D# F#
D F# A
A C# E
B E F# A C#
B D# F#
The working key drops down from E major to D major to C major before coming back up to E major again. But there's a definite method to the way it's done: from E to its fifth B, then from D (two semitones down from E) to its fifth A, then from Cma7 (two semitones down from D) to its fifth G.. it's a descending pattern. It's a Cma7 by the way because the song was written on guitar; i find Cma7 easier to play than C and it both sounds more interesting and sets up some of the notes in the following G chord quite well. Now not all established patterns are bad and need changing every time you repeat them, and not all ways of breaking patterns will give you the effect you want. It's up to your own sensibility as to when breaking established patterns will work. What follows in this chapter is a short tour of some techniques you can use to tweak harmonic progressions and melodies in your music to give your overall songs a bit of variation. Some of this sort of thing was already covered in chapter 4 where i talked about putting carrier chords before other chords to anticipate and colour them. Carrier chords are an example of horizontal tweaking, since it happens in time. Changing the actual chord itself (let's say from a G to a G6) is an example of vertical tweaking, since the change happens 'on top of' and at the same time as the chord. You can of course use these techniques to tweak a chord progression that you don't intend to change throughout the song as well. Or you could use a plain progression at the beginning ot the song and then use more complicated versions with vertical and horizontal chord substitutions towards the end. Or the other way around even, starting with subtlety and complexity and then moving ultimately to simple chords with all their associated directness and power. 6.1: Techniques for harmony For this section to work, we’ll need to come up with a chord progression to play with. I’ll volunteer a version of one of my own, called Kwinkunx: F
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Eb G Bb
Bb D F
Eb G Bb
Bb D F, C E G
6.1.1: Vague alteration Let’s start with a variation that emphasises the F and Eb chords. This is a pretty extreme vertical variation on the original chord sequence, but could well be used as a break between repetitions of this progression. F
Eb G C
Eb G Bb
Eb G Bb
There's a pattern in the distance between these alternations: D is the sixth note of F major, and C is the sixth note of E major. The interval between the root notes of these two pairs of alternating chords is the same. The pattern is bent slightly when after the second instance of Eb, C is back to being a major chord, which is what you'd expect if you were in the key of F. (Eb is permitted into the progression because key tonality flipping from major to minor to get new chords is permitted.) Now simple alternations between two chords like these are fairly static sorts of patterns and while not overwhelmingly interesting can certainly have their uses, such as settling a song down a bit before taking it somewhere interesting again. The C at the end of this chord progression could very well be on its way somewhere interesting. Think about the similarities between this and the original progression: chord root notes; the interval relationships between those chord root notes; which chords appear where in common; and so on. These correspondences paint a relationship between the original progression and this slightly more static variant. 6.1.2: Matching chord forms The version of Kwinkunx on CD has a chord progression like this. F
Eb F Bb
Bb C F
Eb F Bb
Bb D F, C E G
Note smearing is the name i give to when the form of one chord affects the chord coming after it to the extent where novel notes are passed along, turning it into a cross between a passing chord and a landing chord. Kwinkunx loses its subtle harmonic character when the suspended chords are played as major triads. Characteristics from Dmi bleed over an F to Eb to turn Eb-G-Bb into Ebsus2—Eb-F-Bb, giving the Eb chord characteristics of both the F and Dmi chords before it and changing its bold major tonality to that of the more furtive suspended second. This unstable quality makes both the Ebsus2 and the Bbsus2 more inclined towards carrying the song along to a resolution at F. One might expect to hear a major triad, but one doesn't, and the suspended chord carries along to an unsuspended major triad. That in itself is more musically interesting to hear than only major triads. For the sake of the exercise, there’s nothing to stop us from playing Ebsus2 for a beat or two then playing a normal Eb, and then playing up to an Ebsus4 if we were feeling particularly decorative and fidgety. 6.1.3: Progressions with harmonic melody Say we've got a chord progression that alternates between F and Dmi in one bit, and we want to give it a rising feeling. (Maybe it's the end of the song and we want a final climactic moment.) We can actually respell the chords so that they carry higher and higher. You can vertically change the spelling of the chords in the progression in many cases to get something more interesting that doesn't contradict your original intentions. Suspended fourths, sevenths, added seconds, added ninths—use your intuition and experiment to see what makes the chord progression sound more interesting. It can be interesting when a chord seems to anticipate one chord in its
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alteration, and what you might call harmony melodies occur as the different notes in the chords seem to correspond and form a melodic pattern of sorts. So here's a rising version F6
The D on F6 anticipates the D at the top of Dmi6/F, then the B and D in that chord steps up melodically to the C and E in the next chord; the C in the Fma7 is in turn replaced by the B and D in the final chord, echoing from the second chord in the progression. You can hear this one building to a pattern, going up and up, and you'd expect the next chord to be something like a F6/9 (F A C D G). To an extent you can substitute for chords, by using other chords which have notes in common with them. Again, let's use the progression above. A
B D F#
E G# B D
Now let's try to anticipate the Bmi (horizontal substitution) with something by adding a carrier chord just before it that matches some of its notes and comes close to others. Gma7 has all the notes in Bmi but doesn't anticipate it very dynamically. Let's sod that off then. G7 is slightly more dynamic, having two of its notes. Flatten the fifth and G7b5 sounds even better anticipating Bmi, having less notes in common with the chord but having most of its notes come close. See how we're tweaking here? It's common to start with something vanilla-sounding and shift a few notes around to produce something a bit more interesting. D has two of Bmi's notes (A) and the A in common with the A chord before it. That's slightly more interesting. F#sus4 has two notes in common with Bmi (F# and B) and works alright too. F# without suspension works quite well, mainly because of the harmonic relationship between B as a root and F# as its fifth; it's a slight but useful key flip. 6.1.4: Tritone substitution Tritone substitution, also known as flat five substitution, is the sort found in music theory textbooks. The rule is that you're allowed to substitute a functioning dominant seventh (i.e. the dominant seventh of whichever key you're working in, as opposed to a secondary dominant seventh which is only dominant relative to the chord you're putting it before) with a seventh rooted exactly a tritone away. The dominant seventh of.. oooh.. what's one we haven't used much.. let's use A. A's dominant seventh is E7. The tritone of E, six semitones or a flattened fifth away, is Bb. So here's a short chord progression. A
B D F#
E G# B D
And here's the same progression with a vertical flat five substitution A
B D F#
Bb D F Ab
If you don't see it yet, look at the notes in E7 and Bb7 and think tritone. Triiiitooooone. Given up? Fair enough. This rule works because of the interval structure of the seventh. Compare the two chords, and allow me to make it slightly more obvious. E7
G# B D
D F G#
HEY! THEY GOT THE SAME TWO NOTES! AND THOSE TWO NOTES IS A TRITONE APART FROM EACH OTHER!
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That's the reason the seventh has the character it has, because it's got a tritone interval in it. And those two different sevenths can sub for one another because the tritone interval in the both of them contains the same two notes. It's the same for any two seventh chords whose root notes are a tritone apart from one another. If it's just the tritone that matters, wouldn't that mean you can diminish or augment the fifth of the tritone substitution you might ask? Yep. A diminished fifth tritone substitute sounds fairly good actually. The seventh diminished fifth is two tritone intervals itself, so it floats beautifully to the next chord. A
B D F#
Bb D E Ab
6.1.5: Static motion substitution This is an easy-peasy one. You probably already do this but it's worth mentioning all the same. Let's say you've got a F chord that you've got to hold for eight beats. Eight beats on the same chord is a bit boring. So instead of just the F, what about this sequence of chords here with two beats for each chord? F
F A C D#
Here the basic F triad is preserved throughout each chord, and the top note plays a little melody over the top of it. It's possible to just keep the F and C going without losing one's bearings too much, as long as we're only using suspended seconds and fourths which don't contradict the major third. F
F Bb C
F Bb C
Hey, let's mix these two things up! F
F A C D#
This sort of progression is called a static progression, because it doesn't really go anywhere even though the chords are changing. They're not changing enough to be all that dynamic; the root note is the same, the fifth interval at the very least is the same. What happens when we start mucking around with the fifth interval? Let's find out. F
F A C# D#
That loses some of its static quality and feels like it's drifting off somewhere. Even though the F and A major third interval is there almost all the way through, it's not enough to hold things in place. The strongest interval relationship in any chord is always the fifth: mess around with that and you're definitely going somewhere. So when you're holding a chord a little bit too long in a chord progression, try swapping it for another chord with the same root note that has a slightly different shape. 6.2: Techniques for melody 6.2.1: Direct major/minor melody transposition This isn’t a particularly hard trick, just a slightly fiddly one. Here’s a melody. ‘G stands for the G of the octave below the melody, given that octaves start and stop at C. C ‘B ‘G ‘G C ‘B E D F C D ‘G F C D
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The underlying chord progression is C F G C if you can’t tell. Translated to abstract notation, we get the following. i ‘vii ‘v ‘v i ‘vii iii ii iv i ii ‘v iv i ii
I want to transpose this melody to the scale of A minor, C major’s relative minor, and create a variation on this major scale melody. The difference between the major and natural minor scales is that the third, sixth and seventh notes are all flattened. The above melody transposed to a minor scale yields this. i ‘bvii ‘A ‘G ‘v ‘v ‘E ‘E i ‘bvii ‘A ‘G biii ii ‘C ‘B iv i D ‘A ii ‘v ‘B ‘E iv i D ‘A ii ‘B
It can sound better. Moments like these are what alternate minor scales are for. In the harmonic minor, which we’re going to use instead of the natural minor, only the third and sixth notes are flattened relative to the major scale. The seventh is left only a semitone away from the root note which gives the scale a bit more tension. i ‘vii ‘A ‘G# ‘v ‘v ‘E ‘E i ‘vii ‘A ‘G# biii ii ‘C ‘B iv i D ‘A ii ‘v ‘B ‘E iv i D ‘A ii ‘B
That sounds much better, doesn’t it? The G# provides more interest than that limp old G, playing off the semitone distance away from the functioning key note A. Now play the original melody, then the harmonic minor version. Tidy!
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7.0 Rhythm: beat and groove
Rhythm is expressed in the beat and the groove. The thing about rhythm i want to get across is that it's not just the drums and other tone-free sounds, even though the beat is the most obviously rhythmic bit because it's got nothing to do bar rhythmic and some textural duties. 7.1: Drum theory Let's start from the perspective of a drumkit and work our way sideways into oddness from there. I'd like to add a special disclaimer for all drummers who think they know better than i do about drumming: you indubitably do. Indubitably. Now while all those drummers are off checking their dictionaries for the word indubitably, i can carry on in peace. Modern drummers have two arms and two legs. (The head doesn't tend to do much except make drumming faces; these serve no direct musical purpose but look quite funny.) When i've sat at a kit before, it's worked like this: the right foot goes on the kick pedal, the left foot goes on the hi-hat cymbal pedal to open and close the cymbals, the left drumstick goes on the snare drum, and the right arm crosses over to let the right hand drumstick take care of the hi-hat cymbals. 7.1.1: Introducing the drum parts. The kick drum doesn't have that much of an expression range. You push down the pedal. It goes doof. You push it down harder and it goes DHOOF. The snare has more range of expression. On the bottom of the snare are springy things which rattle when you whack it; these can be both engaged and disengaged depending on whether you want the snare drum to snap or not. Generally we opt for the snapping, because it counterbalances the DHOOF of the kick drum. You can hit the snare drum just a little bit for a modest little poppy noise, which is called a ghost hit, or you can give it a fair whack and get a full hit out of it. The hi-hat cymbals are two cymbals on a pedal-operated gizmo. With the pedal left undepressed, the cymbals touch one another and offer only a short sound one may spell as TIT if one is so inclined. When the pedal's pushed all the way down, the cymbals aren't touching at all and the cymbals are free to vibrate as long as they like when hit, or at least as long as the pedal is held down by the foot of the drummer. One may deign to represent this noise as TSST. This pedal controller allows a precise amount of control about when the hi-hat cymbals start and stop making noise, and you can also vary the velocity at which you belt the cymbals with the drumstick to get quiet and loud sounds. Even manipulating the pedal correctly makes the hats sound a clompy sort of noise. Other cymbals include the ride, the crash and the splash. The ride cymbal is by my reckoning the sexiest of the three. More on cymbals later. Other actual drums include the tom-toms. These are semi-tuned drums which make noises one might transcribe as dhoong when hit. Now a drummer with the typical number of arms and legs is limited to only a couple of these instruments at once. Kick, snare and hi-hat cymbals. Kick, cymbal and hats. Kick, snare and toms. Kick, snare and ride cymbal. Kick, ride cymbal and toms. Kick, toms and more toms. If this knowledge helps you untangle excessively complicated drum programming - only use one kind of hi-hat cymbal at once, use different velocities of snare and pepper your beats carefully with ghost hits to give them more groove, don't use a ride cymbal and hi-hat cymbal at the same time - then good. If you can sort a drumkit out in your head, you're most of the way to solving any problems you might have with programming rhythms. 7.2: Actual rhythm
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Let's count to four. One. Two. Three. Four. Do it with a rhythm, damnit. One. Two. Three. Four. March up and down on the spot if you have to. Left. Two. Three. Four. Left. Two. Three. Four. Why do we keep getting to four and stopping? 7.2.1: Time signatures It helps with rhythm to know a bit about conventional music notation. Just a bit. It's useful, this bit, and not hard to remember since it's fairly elementary maths. A bar, it's been decided, is sort of a standard length in musical notation. You might have seen something called a time signature in your travels. It's two numbers, one over the other, and it looks like a fraction. 4/4. 3/4. 2/4. 6/8. The top number describes however many units to a bar, and the bottom number describes the length of the units themselves in terms of fractions. What a time signature identifies as a quarter note (as in 4/4, 3/4 and 2/4) is easiest for us to think of as a beat. Take your common or garden doof doof house track. Each doof marks the passing of a quarter note. They call it four on the floor because it's four quarter notes for each bar. At least that's what i've convinced myself. It's a quarter note because if you add four of them together, you get a full bar. You can get eighth notes as well, which happen twice as often as the quarter notes as their name suggests. Hi-hats are often played on the eights, for instance. You can get sixteenth notes, which happen four times in every beat. Hihats on sixteenth notes sound somewhat discoey and usually require two drumsticks to play, with one drumstick coming down to play the snare every other quarter note. You can get thirtysecond notes, but i never use those. You can get sixtyfourth notes, but i really never use those. 7.2.2: Three fours. OK, start tapping your feet fairly quick and count along here. One. Two. Three. Four. Five. One. Two. Three. Four. Five. Un. Deux. Trois. Quatre. Cinq. Einn. Tveir. Thrir. Fjorir. Fimm. Can you hear the music for Mission Impossible in your head yet? Imagine it as you're counting: 1 dern . 2 . dern 3 . 4 dern . 5 dern . (1)
That's a 5/4 rhythm. There's five beats to the bar. Who knows Pink Floyd? Don't be shy, lots of you have heard Dark Side of the Moon i would hope. Check out the track Money; it's in 7/4 time. Count along if you like. 1 2 Mo-ney 1 2 -way 1 2 good job 1 2 -o-o3 3 3 with 3 -kay.. 4 4 4 good 4 5 7 get a5 6 7 get a 5 6 7 pay'nd you're o5 6 7 6
Most gabber songs are in 2/4 time. Or maybe 1/4 time. 1 OUN. -TSZ! 2 OUN. -TSZ! 1 OUN. -TSZ! 2 OUN. -TSZ!
Most songs that people concern themselves with are in 4/4 time. 7.3: Bass rhythm The phenomenon of rhythm permeates everything, not just the percussion section. The element that
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carries rhythm the most aside from any percussion, for my money, is the bassline. By reggae musicians (probably Scratch, since he does do a lot of talking) i've heard it said that the bassline is the heartbeat of the song and the skank is the head. Psychoacoustically, the bassline is responsible for a lot of the presence and impact of the song. It underpins the harmony and melody, often in an unassuming sort of way. 7.3.1: Chord root bassline To make a chord root bassline, you play the root note of whatever chord is playing at the time in whatever rhythm you like. If you're that stuck for a rhythm, just play the bass note on the eights, two notes per beat. It's not fancy and people might point at you and laugh for doing it, but in the absence of an idea for a real bassline it'll certainly suffice. If the rhythm you're using for your bass isn't working, try playing the bassline in time with the kick drum. In a pinch, sometimes with some tweaking, that works out. 7.3.2: Melodic bassline If you want to go a bit further, you can apply the same melodic rules to basslines as i mentioned in the melodies chapter: use your chord root notes as target points, and travel to each point by going up and down scales skipping whichever notes don't suit. It's important not to make basslines too interesting in an already busy song, otherwise you run the risk of writing modern jazz. 7.3.3: Walking basslines Don't bother. Seriously. They sound cool but i fear them from a composer's point of view.
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Language is the most low-tech form of telepathy yet devised. The raw emotions evoked by the melodies, rhythms and harmonies are literally given a voice by lyrics and only now is where you've got an actual song. 8.1 How? And why?
Why put lyrics in a song? Because sometimes you feel like being more specific and get sick of writing liner notes explaining what all your instrumental tracks are about. I don't know. To be honest, i was horrible at writing lyrics for the longest time. This suited me perfectly because my singing voice was also highly suspect. These are things i've worked on and now i'm almost game to turn the reverb on my vocal tracks down a few dB and try to set some stories and ideas to music. There are many many good books on songwriting out there and i haven't bought any of them. Not because i know everything there is to know, mind you, but because i wanted to attack my lack of knowledge slightly more obliquely. Also, the books i've flicked through in bookstores gave me a feeling like this was a particular area of musicianship i should muddle my way through at my own pace. Make of that what you like. A book i did buy was An Ode Less Travelled by Stephen Fry. In it, Mr Fry instructs one in the ways of poetry and goes into things like meter and rhyme. It's a painless way to introduce yourself to the devices you'll use to make your lyrics connect, and is written in such a way that if you do decide that this is all just a bit of fun and not something you'll ever choose to do professionally, he doesn't make you feel bad. Much of the section to come on rapping is inspired strongly (though not directly lifted) by that book. In pop music, nine times out of ten there will be a chorus that drives home the central theme of the song, and all the catchiness and parrotability will be focussed here. Verses take off from the chorus and usually return right back to it. It’s the formula, and frankly it’s a nice easy formula to follow. Convention says that pop lyrics should rhyme and be in time with the music. I’ve never been one to follow convention religiously, i’m just mentioning this out of courtesy to tradition more than anything. Actually i’m not sure if opera rhymed very much, and i have a vague feeling the Ode to Joy rhymes. (It’s all part of the same musical continuum innit?) Now lyrics ought to be about something, though you can sing random fluff the way Brian Eno used to if you like. The chorus is where the theme of the song is brought to a head, and the verses are where the story is told or the themes are explored in different detail. Even MC Hawking knew this when he penned Entropy: he goes into the second law of Thermodynamics in the verses and keeps the chorus to a simple “You down with entro-py?” call and return. The MC Hawking song does exist, by the way, and it’s both hilariously funny and wonderfully put together. If you’re not into writing verses and choruses for whatever reason, you’re not alone by any stretch of the imagination, but you should probably still write lyrics about something. It’s easy enough to do a song with sung verses but without lyrics in the chorus, hypothetically, as long as your chorus still has a lot of character. Bo Diddley did it with his epynomous track Bo Diddley, singing the verses and introducing a higher guitar lick to let you know the chorus is upon you. Then there’s Led Zeppelin’s Black Dog, which drops the accompaniment altogether for the sung parts and starts it up again when Robert Plant’s done his wailing. It just lets people know things are going somewhere. Music is always something of a dance where sometimes you’re stationary, sometimes you’re moving, sometimes you’re going in a circle, but the next chapter covers all that kind of thing. If you want to know how good lyrics feel, listen to music that moves you. Take notes. Brainstorm. And remember, they’re lyrics, not poetry. Poetry is usually unaccompanied. Some lyrics do look
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absolutely rubbish when divorced from their musical context, and some poetry sounds horrible put to song. 8.1.2: So what’s on your mind? Sex? Relationships? Politics? Astrophysics? It can probably be turned into a song if you’re willing to commit your thoughts and feelings to words. Lyrics are generally at their most vivid drawn from real life, where all the humour, anguish, and other stuff has been played out already. Those sorts of lyrics are more a case of documenting what happened, changing a couple of names if you think the people involved would object to being put into a song, and telling the story of what happened. Maybe it’s not a story you want to tell but a feeling you want to share and evoke: if you’ve been there, it’ll certainly help. If you’re terrified of being kidnapped by aliens and you have amazing paranoid fantasies, spend a verse on them each and make the chorus THEY’RE COMING!!, screamed as terrified as you can make it. Any human situation or feeling can be turned into a lyric, honest. You just have to get a feeling for what to describe and sing about. For that, it’s back to other people’s music. And probably lyrical poetry wouldn’t hurt either. You’ve still got some Shakespeare poems lying around from high school, right? And then all the killer lyrics in the world won’t matter a whit if your delivery is either inappropriate or flat. 8.1.3: Brian Eno's way of writing lyrics I heard Brian Eno talk about this in an interview posted on archive.org Brian has a series of systems for tricking himself into writing lyrics. To start writing lyrics is hard enough, but to start writing lyrics is downright difficult. One’s mind is mediated between the overbearing critic and the playful child, in more or less his own words. Brian’s procedure for lyric writing is designed to short circuit the critic by not writing actual lyrics at all to start with. Brian starts shouting along to a backing track and getting what he calls a syllable rhythm, which means he nuts out a rhythm that suits him and works for the song. After that, he refines things down to sounds with perhaps the odd word, keeping the proceedings fairly meaningless. Then he actually figures out which words fit best to those fragments. Then he sorts out sentences, and finally he refines a meaning into the song at the end of it all. He's a keen one, that Brian. He produced U2 and named/pioneered ambient music, you know. Then again, he's also very smart and may be able to make this method work simply because his huge brain can fill in those gaps really well. Try it anyway one day if you're stuck for an idea. 8.1.4: Now that you’ve got some lyrics, what about incorporating them into a song? Well, you can just speak them over the top of the music if you really want to, but there are other avenues. Singing not everyone can do well. Johnny Rotten taught us nothing if not that what constitutes singing can be pretty much anything you feel like hollering into a microphone. Wendy Carlos taught us that all you have to do is move your mouth at a mic and a synth can take care of the tune for you. If you’ve got a vocoder and a good carrier wave, your only task is speaking in time. This is probably more embarrassing than singing but even tone-deaf people can do it. If you decide to have singing in your song, you’ll need a melody to sing. That came up a couple of chapters ago. Singing’s quite good for coming up with melodies as long as you’re relatively intuitive when it comes to what notes work over what chords. You can sing a two part melody if you feel like coming up with that much melody. I've been known to improvise five-part harmonies myself but my range of pitch is rather broad. Singing is acting: try different voices; imitate other singers; gesture wildly as you pour your heart out through these fine fine lyrics you’ve got. And if you really don’t want to sing, or you can't hold a tune, then take a more recently-instigated road and rap.
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Allow me to be clear here and admit out that i'm not a professional MC or lyricist. I don't even like a lot of rap music because i don't buy into the image of it. I do however utterly love the form of rap, being as i am a cultural child of late eighties and early nineties electronic music and thus a person musically tuned in to rhythms equally as much as harmony. For this reason, i’m not going to get into any discussions specifically about race, class, violent impulses or sexual appetite here, because none of that is relevant to a discussion of form. It's relevant to a discussion of individual rap songs, perhaps, but not so much to the craft and form of rapping. That said, the form of rap typically comes with a certain attitude, and at this stage in its lifespan this attitude is well into the realm of self-parody. You don’t have to follow the prevailing bulltwang of the times and pretend to be a hardcore ghetto boyeeee when you’re a white middle class tweed from Australia who’d probably be completely culture-shocked if he ever got anywhere near the Bronx. All you need to do to dissuade yourself that all rappers are foul-mouthed, self-aggrandising, violent and horny is to hunt down De La Soul’s first album, or even some old Sugarhill Gang or Grandmaster Flash and the Furious Five. Or the Beastie Boys, who were white rappers long before Eminem took the stage, thank you clever record company marketroids the likes of which have also convinced the world the Apple I somehow beat the Commodore PET to the accolade of World's First Personal Computer. Rapping allows a higher density of words than singing, since the focus isn’t on harmony or melody of any sort but simply rhythmic speech. Opinion pieces and minor essays on subjects of import make good material for rapping; it's a cliche, but write what you know. And if your particular dialect of English has its own character and slang which is more meaningful to you than what they say in some New York borough, use that instead. Represent, as the slogan goes. Actual songs can teach you a lot more than a book can so go and find some tunes you like (my preference is for old school rap like Sugarhill Gang though lately i've been looking up to DJ Format's good mate Abdominal) and absorb them. Listen to the delivery, the lyrics, the accompaniment too. 8.2.1: Rapnotation I've invented my own notation for writing raps which my MC friend liked, so on such meritorious approval i present it here to you in this section. The notation supposes a lot of things which you're free to resuppose or unsuppose once you understand where i'm coming from. Let's proceed from the idea that the most you'll generally divide a beat up when rapping is into four parts, and that each syllable goes for one of those parts. I'm going to call those parts “ticks” as a nod to my tracker scene mates instead of misusing words like “feet” or “morae”. The first thing to note is that a syllable doesn't always correspond exactly to a tick, but it does usually. Say the following sentence out loud: all i wanna do is eat a sandwich. It might come out similar to the way i say it. My speech has a certain metre when saying this sentence which, simplified and set to beats, could be transcribed like this: 1 all i x 2 wanna do is x eat a 3 san:x 4 -dwi.ch: // x // (1) //
The beat accents are marked above the words. The word all coincides with the first beat, the word sandwich starts at the same time as the third beat, and the word wanna occurs midway between beats 1 and 2 under an x which marks the off-beat. That much you can probably work out for yourself. I've borrowed a couple of convenient notations from linguistics as well. (I've got a degree in linguistics and it's rarely useful.) If a word gets broken up across beats, dashes indicate that the other part of the word lies in whatever direction the dash lies in. I put a colon after any syllable to show it takes up an extra syllable than what it appears to. You'll see
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that the second half of the word sandwich doesn't start until the off-beat; that's because the syllable san- is held for two ticks in my particular dialect of English instead of one. The amount of time it takes me to say “sand” is roughly equal to the amount of time it takes me to say “wanna” or “all i”. Given that i generally group the ticks into pairs, if the second syllable is lengthened into the next pair i mark it long, then put -: in the next tick-space to indicate it's following on from the last pair. (Examples follow in the rhythm section.) If syllables are spoken in double-time, i pop brackets around them. If a syllable gets broken into two, i use a dot to indicate the break point. You'll see that sandwich takes up four ticks: san- lasts two ticks; -dwi- lasts one tick and -ch lasts one tick as well. But why break up the word into three bits? Even though conventional wisdom would dictate that sandwich is a word of two syllables, trying to rap sandwich counter in the space of one beat is a mouthful. (You might find yourself pronouncing sandwich more like samwich so as not to bruise your tongue and lips in the attempt.) What's important in rapping, generally speaking, is getting the flow right. If that means leaving a little bit of extra space around clusters of consonants like “ch”, “j”, “scr” and “mgrkfc” then that's what must be done. Rests are marked with one slash / per syllable. 8.2.2: Phonetic devices Phonetic devices are ways of arranging words by their sounds to form pleasing structures. By the way, do you know what vowels and consonants are? If yes, good. If not, you'll probably grok it soon enough. Just say the examples out loud. You all know what rhyming is: it's when the ends of two words sound similar enough to draw an obvious correspondence. Bright white light. Hello mellow yellow. Dead red head. Mean green sheen. Loop soup. Sought, caught and brought. You can buy rhyming dictionaries nowadays which will save you the trouble of having to think of rhymes. I always hit the tape with the rougher styles You heard the psychedelic and you came for miles (Bug Powder Dust, by Bomb the Bass) Leaving aside full rhymes, there's all sorts of partial rhyme as well. The correspondences between partial rhymes are still striking enough to make patterns and often not having to be so exact means you have more words to choose from. For instance, assonance is where the vowels match, but the consonants are different: examples include “spilt milk” (not just i but -il- in that one), “funky drummer” and “hard target”. Rap's favourite word “motherfucker” has internal assonance and a good trochaic groove to boot, which may be why it's such a handy word to reach for. (My own dialect's semantic and functional equivalent of “motherfucker” is not quite as aesthetically pleasing, being as it begins with a c and rhymes with “blunt”.) Rats in the front room, roaches in the back Junkies in the alley with a baseball bat (from The Message by Grandmaster Flash and the Furious 5 feat. Melle Mel) As a complete tangent, it occurs to me as a linguist type that assonance is made even stronger when the consonants after the matching vowel correspond by point of articulation - that is, how/where the consonant is formed in the mouth. For instance, “sleep” and “dream” both have their vowel followed by consonants made with the lips; this means that when the next letter is being formed by closing the lips, the vowel is acoustically shifting to the same position for each word. (It will amuse some to know that such lip-formed consonants are called bilabial consonants.) Here's an example: Send ya up the river like you're lookin for Kurtz I got the mugwump jism up in every verse (Bug Powder Dust, by Bomb the Bass)
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Here are the consonants of English grouped by their points of articulation. You can check these for yourself if you like by feeling where your tongue and lips are when you make these sounds yourself. Accuracy may vary. articulation point bilabial labiodental dental alveolar post-alveolar velar glottal sounds (NOT letters) b, p, m v, f (ph) both “th” sounds t, d, s (ci/ce), r, n, tch, j, l (more uppity dialects) sh, zh (like the sh-y z sound in seizure) k (c, ck), g, ng, l (less uppity dialects) h
I left y and w out deliberately because they don't tend to come between vowels and consonants without becoming part of the vowels themselves. Consonance is where particular consonant sounds are repeated to form patterns, such as amid a vivacious variety of available vowels. Entire words can match their consonant sounds but change to a different vowel, such as in slant rhymes like “feel full”, “dead dad”, “killed cold”, etc. One form of consonance is alliteration, also known as starting words with the same sounds. The old tonguetwister “Peter Piper picked a peck of pickled peppers” is an extreme example of alliteration that older people might know. “She sells sea shells by the sea shore” isn't strict one-sound alliteration since it varies back and forth between s- and sh-, but that sort of variety is still worthwhile. So now you know three main ways in which the sounds of words can correspond: they can rhyme completely, they can match their vowels (assonance), and they match consonants (consonance). You're not limited to rhyming just the ends of lines either, but that's starting to get towards mixing up rhythm and rhyme which is part of the next section. 8.2.3: Rhythmic devices When starting out, try to keep your language loose and informal to start with; the way you talk to your friends is a distinctly more comfortable fit than how you might talk to a teacher, a customer or manager. Even in everyday conversation, pay close attention to the places where the stresses in your speech fall. The rhythm of English is dictated partly by the fact that when speaking, there are definite stresses; that is to say that not every spoken word is given the same weight. I've gone through the paragraph above and underlined the syllables which i'd consider stressed. Some of them are inside words, some of them are entire words. Getting a feel for this rhythm is important, because if you do misplace the stress of what you say, it sounds different to how it normally would, and that could potentially sound wrong to the listener. (As jazz musicians know, there's a world of difference between doing something wrong out of ignorance, and doing it “wrong” because you know how to break the rules.) Misplacing an accent is called wrenching. Here's one i just made up: There is no speech so very bent as when one drops a wrenched accent. “Accent” is stressed on its first syllable, yet in that couplet the stress in “accent” falls on the second syllable. Try to avoid it unless published artists do it in which case there's a precedent and you're free to copy them as you like. We “know” that there's four ticks to a beat. Here's some ways of breaking up the beats. 1 pitter vitavitapit(terka) x patter -min: -min vipat(terka) 2 pitter vita-tamin pit(terka) x patter -min: vitapat(terka) 3 pitter vita-min vipit(terka)
You may presume you need to have a word to fill up each beat, but that's not necessarily the case:
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1 pitter / pit-
x / pat-ter /
2 -ter / pat- /
x pitter -ter:
3 pitter / pit-
Feel it get a bit more complicated when you start to leave gaps? This is where your lyrics can become a lot more dynamic than if you just utter a steady stream. x /i 1 / synx / -co2 pate: x 3 when i / say x / it 4 late
(Rappers have something they call syncopation but i'm not sure if it's syncopation as i understand it or whether it's a word they've redefined slightly for their own purposes. I'll get back to you.) Rhythm and rhyme work in concert. Through metre you can establish patterns of stress which you can then manipulate further by introducing full or partial rhymes. Let's say for instance i've got a rhythmic pattern which goes like this (syllables indicated u for unstressed, S for stressed and / as usual for a rest): 4 / [u x Su 1 Su x u S] 2 / [u x Su 3 Su x u S] 4 / [u x S u ...]
Notice it leaves the 2 and 4 beats bare, yet anticipates them both a tick beforehand by placing a stressed tick there. The stress pattern fits the following sentences: If i'm alone in the world I'll have a big one with fries You're sounding funny tonight A diff'rent packet of cheese An Elvis Presley bidet He munches bacon baguettes I'm climbing up to the top Yes, i know a lot of those are food-related but i'm on a diet and pretty much consistently hungry. Let's take the last example: i'm climbing up to the top. Vowel-wise, the stressed syllables are “eye” (or “ah” if you like), “uh” and a short “o”. Matching the last syllable is a given, and you can match either the first or second stressed syllable or both. Doing some brainstorming you can come up with “drop”, “flop”, “crop”, “hop” and “stop” to rhyme with top. “Drop” in particular is a good one because of its meaning association with climbing, so that could be worth keeping. So the second line will probably involve falling. Here's some brainstorming, not particularly edited so you have no illusions about having to refine the raw inspiration. I'm climbing up to the top.. ..i really don't want to drop ..and trying never to drop ..i'm trying not: to drop ..not falling down if i drop (sensible but only one rhyme so not too interesting) (two rhymes but sounds awkward) (two rhymes again, nice variation on the original rhythm) (two associations, one full rhyme, double alliteration)
..then diving down when i drop “up” vs “down” association on the second stress one partial rhyme and one full rhyme three words alliterating on “d”, a very rhythmic sound maybe a bit nonsensical, why climb and then dive? The good part is being able to say “i'm climbing up to the top, then diving down when i drop” and hearing the repeated rhythm, alliteration and rhyme without needing the beat. It's there, perhaps not perfectly refined but still present, just by virtue of the words you've chosen. Patterns need not even divide neatly into beats. Here's another one from Bug Powder Dust, possibly misremembered: I keep rhymes in line so fine sublime so when you search you find something like a
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goldmine. Analysis looks a bit like this: 1 /i -: so when: something x keep / fine: you searlike a 2 rhymes: sublime: -ch you gold: x in line: -: so find: mine:
That's a lot of -ine/-ime endings (rhyme, line, fine, sublime, find, goldmine), and a lot of [u S:] rhythm patterns (in line, so fine, sublime, so when, you search, you find). Notice how the S: and the rhyme never land exactly on any of the beats simultaneously? A fairly balletic interplay of rhyme and rhythm if you ask me. :) 8.2.4: Lyrical devices I've already mentioned meaning associations without going into too much detail about them, but now is the time. NOW IS THE TIME!!! “One two three four” is a sequence of words you're probably used to having heard many times if you're an English speaker. Relationships between words like this can form a structure of their own, an association based on meaning or just by the words appearing together so often. The meaning assocations that are likely to work for most people are going to be simple and immediately obvious relationships between words; the less time someone has to spend scratching their head, the more time they get to enjoy themselves. Commonly used lists of things can have strong associations. (A B C. 1 2 3. Do re mi.) I'm sure it was said before i dared say it that someone would lay it down straight like a line from A to B - see? Opposites and phrases also work. Black/white. Cat/dog. Cat/mouse. Bread/butter. Bird/bee. Up/down, as we saw before. Beyond here i have no right to lead you. Go grab some good rap records and a pen and paper, and with your newfound techniques of analysis, learn from those worthy of teaching you. And always remember: the groove is your master.
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9.0 All structures great and small
So. I've taught you a little bit about rhythm, and a little bit about lyrics, and a bit about melody and a fair bit about harmony. Now it all gets put together. There's no need to talk about harmony too much anymore. This of all the chapters is the one that gets the most thoughtful. This is where we abstract upwards from actual music theory and start to talk about the emotional dynamics of writing music. Like everything i talk about, it's been hinted at here and there beforehand in the guide but not looked at in detail. Well, seeing as this is the last chapter, and seeing as none of the books i've ever read go down this path (either because they're too expensive for me to buy or because they can't be bothered), it's time to talk about the crafting of entire musical pieces as it relates to everything up to this point in this guide. In developing a good working familiarity with recognising, constructing and manipulating pattern and structure in texture, melody, harmony and rhythm, it's possible to weave these three elements together into a single cohesive unit. Melodies have their own rhythms, after all; harmonies carry their own melodies; all of it has its own texture. Texture we haven't talked about much, but it gets touched upon the most here while discussing arrangement. 9.1: Different levels of musical structure You get large structure in blocks of harmonic progressions: choruses, verses, intros. You get not quite so large structure as the chords that make up those chord progressions and the relationships between them. Even smaller structure still is the notes that make up the chords and the timbres of these notes. All of these things create patterns that make up music. Patterns can be varying combinations of melodic, rhythmic, and harmonic. The music moves from one pattern to another, even using one version of a pattern at one particular time in preference to another version. For instance, a chord progression that starts off with two chords that have a certain interval relationship followed by two more chords with that same interval relationship: going along in root and major sixth pairs we can get C, Ami, G, Emi, F, Dmi, Bb, G; in root and major third pairs we can have C, Emi, F, Ami, Dmi, F, Emi, G. These sorts of correspondences can just as easily be set up in melodies as in harmonies. In fact, given that melodies are much more portable in the song, it's probably easier to do. So different patterns may correspond in different ways to relate to one another, such as expressing the same harmonic relationships from different points. Listen to how other music does these things, the patterns it sets up, their relationship, the changes it makes. (Take suitable amounts of drugs to appreciate this complexity if you must.) Music, especially pop music, definitely doesn't lose anything by being split into chunks like verse, chorus, bridge, middle eight etc. That's how it's experienced, written and printed on lyrics sheets, so starting with a variation on the classic pop form certainly won't hurt to have a look at where structure's concerned. 9.2: Musical maps Notation of the sort i’m about to use will help to flatten out the time of a song into something visual that you can take in simply by looking at it. If you’ve got anything against analysis, whether on principle or just because you enjoy being wishy-washy, you might gain some helpful knowledge from this part. As said before, pop songs traditionally go like this for reasons which are probably more to do with the blues than i can really appreciate: 1. Intro 2. Verse
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3. Chorus 4. Verse 5. Chorus 6. Middle Eight 7. Verse 8. Chorus 9. Outro The intro and the outro are often based on the chorus. Each verse is going to sound more or less the same. So we can represent it this way: C[intro] V[verse one] C[chorus] V[verse two] C[chorus] M[middle eight] V[verse three] C[chorus] C[outtro]. Think of C, V and M as prototypical sequences of a sort, and think of the descriptions in brackets as names of variants on those prototypes. The verses are all going to have different lyrics, of course, and the choruses are all going to be more or less the same. So while verse one has say a chord structure of C Dm F Am and begins Ooh mama baby wanna dance all night witchoo, verse two might have a chord structure of C Dm F Am and begin Ooh baby mama wanna shag all night witchoo, and verse three might be shortened by half and have a chord structure of something like C Dm7 F Am7 and begin Ooh mama baby wanna marry you. Or something. But ultimately these three verses are pretty similar and all derive from the same few chords. Basic elements are tweaked and repeated with slight variations from instance to instance. Repetition without getting repetitious. You can then go down and specify the different bits of the song by their chord sequences to make a guide to those different bits: C: C G/D Dm F/C C G/D Dm F V: C Dm F/C A/C C Dm F/C A/C C Dm F/C A/C C Dm A/C F/C M: C F/C Em G/D C F/C Em G/D You can go all the way down to melody level if you want, as well as writing down verses, but i really don’t feel like doing that. You could if you wanted to. Note that C and V are played a number of times around the same sequence of chords, especially the verse. It doesn’t have to be this way, of course. Notice as well how there’s lots of powers of two involved: the chorus has a sequence of eight chords, presumably all held for four beats or so. The verse has sixteen chords. The middle eight has eight chords. You can muck around with these powers of two if you want, and you’ll probably come off sounding pretty avant-garde for it: why not pop an extra bar or two onto the end of your verse? Why not delete all the bits where the chorus has no singing in it? Why not indeed. 9.2.1: My Bloody Valentine and Plastique Bertrand My Bloody Valentine had sort of a running structure to their songs, the way they were put together. The choruses were often instrumental, the verses were usually a few chords looped over and over again, and so the songs had maybe two parts which swapped back and forth between the other. The opening track of Loveless, Only Shallow, goes a bit like this: C, V, C, V, C C(horus, instrumental, also intro and outro): E F# A B E F# A B etc (with gnarly whooping noises) V(erse, with singing): B A F# E B A F# E etc Loomer, the track immediately after that, has a similar sort of structure except with an extra bit. These
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chords aren't guaranteed to be accurate by the way; this is just how i played them: C, V, B, C, V, B, C C(horus, instrumental with mad flutey bits): G C7sus4 x 4 V(erse, with singing): G Cma7 Bb Cma7 x 2 B(ridge, instrumental with wooing guitars): G G-ish, G G-ish, Cma7 Cma7-ish, Cma7 Cma7-ish x 2 MBV evidently decided while producing Isn't Anything that their choruses were too important for lyrics to bespoil. I agree with them wholeheartedly. Plastique Bertrand's Ca Plane Pour Moi is another song with a rather quirky structure. It's got the same 12 bar blues riff repeated all the way through, but some of the verses are sung back to back without a chorus to separate them, and sometimes instead of the chorus being sung there's a guitar solo. The verses and choruses and solo are as equally long as one another and tear along at a fairly quick pace, and it thus manages to have about five verses where pop songs typically only have three. From memory it structurally goes: Intro (shorter than the other bits), V1, V2, Chorus, V3, Chorus, V4, Solo, V5, Chorus x 2 I'm probably wrong about this but i'll go and check and correct in a later edition if i am. 9.2.2: Structural extremes at odds Let’s loosen things up a bit and look into other structural ideas. One that became popular and informed a lot of techno is where you get things in looping sections, and each section just keeps looping around and around until it’s time to start something else. This music leaves the larger song structure mainly to chance, loops the riffs and progressions and melody around fairly tightly and wants to do nothing but hang onto that loop for the purposes of tweaking the texture and making you dance. It’s structurally simple music with a big emphasis on making you dance. People bitch about dance music because it’s got no concept of actual songwriting, and when i say song i don't just mean something that's got actual lyrics; i mean something that's got some deliberate musical structuring to tell you some sort of story. It’s mainly because the people who kicked off the brand of dance music popular since the 1980s and 1990s (as opposed to other brands) weren't really interested in making labyrinthine works of music for pensioners to listen to on Sunday nights slumped into a comfortable chair. So yes, instead of learning about the intricacies of music theory, they pioneered repetition for a new generation and established the practice of ecstatic trances in Western civilisation. Good on them. Then you get the other end of the spectrum: older classical music. Anyone who’s ever listened to classical music will know it just doesn’t stay still, and although it might return to certain motifs (melodies, chord progressions) it’s a tumult of.. well.. music. In its traditional sense. It's played on instruments that most were a bit bored with by the time the instruments of more virtual music arrived, sure, but still. There’s more musical ideas in ninety seconds of Beethoven than there is in a double-CD set from Ministry of Sound and you know it. But there’s probably more interesting sonic textures and groovy noises in that double-CD set than there is in Beethoven’s entire repertoire. Now that technology’s at a point where we can make any sound we please, the focus of music is shifting from the music we can make to the plain old noises we can make. For better or worse. Nobody asked Beethoven to reinvent the violin (how would he have tuned it?), and modern electronic musicians are innovating their own noises with every new song they write. 9.3: Getting it arranged What’s arranging? Arranging is picking your instruments and giving them notes to play and noises to make in order to turn your song into actual music. In arrangement, you're effectively saying "Rhythm guitar, play this chord! Lead guitar, play this melody! Bass guitar, play this bass melody! Drummer, stop giving people lip and drifting out of time or we're buying a LinnDrum!" Or even "First violins, you play this melody! Second violins, you play a counterpoint melody! Violas, you double the first violins an octave down! Cellos, you play this bassline! Horns, you stand at the
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back and underpin the strings with the root and fifth of this chord! Oboe, you play the lead melody over the top of all of this!" etc, if you happen to be arranging for orchestra. Anyway, arrangement. As was touched upon in the section on chords, arrangement is the art of rendering your music across your instruments. What you arrange depends on how much you’ve got to begin with, and how much you want to pack in. Now, you're perfectly free not to sketch any musical structures before you start playing or sequencing. I definitely write as i track, though sometimes i do come up with something on the guitar first. But even when i'm tracking, sometimes it strikes me that a sawtooth-based pad would sound really good doubled by a Mellotron choir on the chorus to boost the drama of the song a bit. In your classic Beatles-style rock quartet, the lead vocal and lead guitar share the task of melody, while the rhythm guitar lays down the harmony over which the lead melodies do their thing. The bass melodically and rhythmically underpins the harmony to anchor it down and the drums are pure rhythm. With a Nirvana-style trio, the rhythm and lead guitars are combined. The White Stripes take things right down to a huge guitar sound, drums and lead vocals. Going in the opposite direction, a quintet allows you to add keyboards for richer textural and harmonic possibilities, and more players still are needed for a decent horns section a la the Blues Brothers. Orchestras are proof that the more people playing at once, the more power you have to make a big complex sound. Orchestras in particular are good fun for arranging because you have a huge palette of sounds at your disposal - the sharp sound of a violin versus the more rounded sound of the horns, the soft flute versus the piercing oboe, the mellow cello versus the farty-sounding bassoon. In a normal rock band you don't have a lot of decisions to make of that nature except maybe in the way of effects pedals or EQing. In electronic music, if anything you're making even more decisions than with an orchestra potentially because you're able to design the very timbre and character of the instruments to suit. There's such a wide variety of arranging possibilities, some of which have been enshrined in convention, it's worth going over any and all music in your collection to listen in carefully as to which bit does what, and how all of those sounds come together the way they do to make up what you're hearing. Orchestras are a particular challenge since there are so many instruments doing their thing at once, and when the instruments start texturally melting into one another as they double the same melody or harmony you realise that despite the fact those old composers didn't have Korg Wavestations to shape their sounds on, they certainly knew what they were up to. 9.4: Mind in sound The last thing that's possible to cover in this guide, the final section before the appendices start rolling, is dynamics. Now here i'm not talking about the sort of thing you maim with volume compression; i'm talking about telling a story with all these melodies and chords and rhythms and everything else i've talked about. It's fairly important to be conscious of this sort of thing, because evoking a mood in the listener through the use of one's musical abilities is more or less what music's about. That mood may be get up and dance, it may be listen to me tell a tale about terrible injustices, it may be sit down on the couch and mellow out, i've fallen out of love, life sucks and i want to die, aliens are coming to eat me, or anything else. With music you create and transmit a message. Even without lyrics or samples, the message in your musical bottle may not take much decoding. Think of music as a story of sorts. There's moments of tension, moments of certainty, moments of curiosity, ambiguity and every other human emotion. With music we communicate our own human experiences as we do with all sorts of art. If we're not recounting or trying to invoke feelings about things that have actually happened, we're trying to build new worlds from pre-existing components. There's a major difference between music and prose, however: the words in a story are elements that put ideas into our heads by design of the author, and we react to those ideas once we've reconstituted them in our imaginations. Music works on a different level, one which is more emotional and abstract than words. Words that accompany fitting music are all the more effective. Think about that the next time you're watching a big-budget movie and the music is underpinning everything you see on screen. If you want to emotionally manipulate people, just whack the right music on in the background. It can
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change the atmosphere of a situation completely. But how is that emotional manipulation ultimately done? How are the stories told? It's about making every element of the creation click and thus synergise, becoming more than the sum of its parts. It's about knowing how to make the rhythm work with the melodies work with the harmonies work with the instrumentation work with the lyrics work as a unit. I can't tell you how to do make an emotionally moving piece of music, because my particular aesthetic and emotional buttons and switches are probably different to yours. The sounds and ideas that make me glad to be alive when they're pouring out of my speakers here in the Spiral aren't going to be everyone's cup of tea. I can however tell you that it helps to have everything behind the idea in the music. It helps to try to go for a tone if not an actual idea before you start rifling through arbitrary chord progressions to see what takes your fancy. I can only tell you to go off yourself and pay attention to when other people are doing it to you, and with this knowledge you might be able to delve a bit deeper into the actual craft of music instead of understanding it only as an art. Putting aside the emotional high you get from a piece of music you love to analyse how the chords go and how it all fits together might seem the height of sacrilege to some, but listening closely to what's going on can be even more rewarding as you go into appreciating just how your buttons are being pushed by your sonic artisans of choice. That's a fairly high ideal. Your goals might be more modest than rinsing pure, naked snapshots from your mind out into songs. You might just want to push a few buttons in your sequencer and have some idea of what notes to feed it so as not to completely offend the senses. Fair enough. 9.-1: Words of inspiration Composing music often involves borrowing and reusing other people’s ideas—and lots of them— synthesising them together in one’s own style to make something unique. There is nothing all that new under the sun; even with microtonality, the overwhelming majority of listeners and composers seem more than happy to stick to the equally spaced twelve notes that i've discussed here. Piss on anyone who thinks they can reinvent the wheel from scratch, because it's a fat waste of time to try. And if you're smart enough to have reinvented the wheel, you wouldn't be reading this because i shooed you away in the preface. Go and check if you don't believe me. When i talk about reusing past ideas, it’s not only sampling i’m talking about: virtually every symphony written after Beethoven did his bit has an element of Beethoven in it. Because he was so good at doing what he did, people would be daft not to ride the wave of inspiration set in motion by Ludwig van. He himself had his own inspirations in the form of composers like Mozart, who in turn didn't come out of a vaccuum himself. That’s how it’s always been, and that’s how it still is, and it’s going to stay that way for some time to come. Ninety-nine percent of composers and producers are fooling themselves if they dare ignore what’s come before them and to a great extent if they ignore what’s coming up around them, and to as nearly a great extent if they only pay attention to one niche area of music. Inspiration and precedent are truly everywhere, and there are no final rules on how your inspiration strikes, how your music has to sound, which chords you have to use in which key, what instrument you have to play, which music editor you have to use, or what sampled breakbeat you need to be the queen of drum and tech-trance bassbient house. If there's anything you haven't understood in this guide which you feel like you'll do fine without, don't go to the trouble of trying to understand it. I won't email you personally to ask why you aren't using thirteenth chords in your songs or rapping about lemonade. All the way through this guide i've been taking the piss out of different sorts of music which i have no aesthetic regard for and wearing my biases completely outside my jeans without the least bit of care. (I'd have made even more drum and bass jokes if i weren't counting on them being completely out of date by the end of this year.) In that spirit, my final words for you are a quote from Robert Anton Wilson, who is far wiser than i and should know much better than me to recommend the following to
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Enjoy what you enjoy, and don't take crap from anybody.
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B.0. Further reading and bibliography
Denver, Ralph 1997, The Guitar Handbook, Alfred A. Knopf, New York.
Comprehensive chord charts and sections on harmony make this a kickarse book on par with none i know.
Wyatt, Keith & Schroeder, Carl 1998, Harmony and Theory, Hal Leonard, Milwaukee.
Halfway between a stiff musical textbook and the Ravenspiral Guide in tone with lots of rules on which chords to use where and a section on which transcriptions not to use for chord names, contravening most of what's said in the Guitar Handbook.
Adler, Samuel 2002, The Study of Orchestration, W. W. Norton, New York.
Light evening reading this tome most certainly isn't, but a rather inspiring guide to arranging for orchestra (and hence arranging in general) it most certainly is. It's an academic textbook so it's full of musical notation and just a bit on the expensive side, but it's a nice big hardback so you can kill spiders with it quite effectively.
Levine, Mark 1995. The Jazz Theory Book. Sher Music Company, Petaluna.
The book I would have set out to write as the Ravenspiral Guide; even for people who aren't into jazz, there's a lot to take away from this particular tome. Just make sure your sight-reading is up to scratch if you decide to get a copy..
Doty, David B. 2006. The Just Intonation Primer, an introduction to the theory and practice of Just Intonation. Other Music Inc, San Francisco.
A great primer on Just Intonation, including what it is, how to use it and how to make instruments play it. Features some helpful refresher maths for those who can't remember how to add fractions. (available from
an amazing page on the different properties of the intervals (defunct) a huge resource on music theory, aimed mainly at guitar players
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C.0 The Brief Chord Dictionary
chord Major (I) Minor (Imi or Im) Augmented (I#5, Iaug or I+) Diminished (Ib5, Idim or Io) Suspended fourth (Isus4) Suspended second (Isus2) Seventh (I7) Major seventh (Ima7) Minor seventh (Imi7 or Im7) Minor/major seventh (Imi/ma7) Diminished seventh (Idim7, Io or Io7) Half-diminished (Imi7b5 or Iø7) Seventh diminished fifth (I7b5) Seventh augmented fifth (I7#5) Major seventh dim. fifth (Ima7b5) Major seventh aug. fifth (I7#5) Seventh suspended fourth (I7sus4) Seventh suspended second (I7sus2) Major seventh susp. fourth (I7sus4) Ninth (I9) Minor ninth (Imi9) Major ninth (Ima9) Minor/major ninth (Ima9) Ninth supended fourth (I9sus4) Seventh flat ninth (I7b9) Minor seventh flat ninth (Imi7b9) Ninth diminished fifth (I9b5) Ninth augmented fifth (I9#5) Seventh augmented ninth (I7#9) Seventh flat ninth aug fifth (I7b9#5) Seventh flat ninth dim fifth (I7b9b5) Seventh aug ninth dim fifth (I7#9b5) Seventh aug ninth aug fifth (I7#9#5) Minor ninth diminished fifth (Imi9b5) Major ninth augmented fifth (Ima9#5) Seventh flat/sharp ninth (I7#9b9) Eleventh (I11) Major eleventh (Ima11) Minor eleventh (Imi11) Minor/major eleventh (Imi/ma11) Thirteenth (I13) Major thirteenth (Ima13) Minor thirteenth (I13) Minor/major thirteenth (I13) Sixth (I6) Minor sixth (Imi6) Added second (Iadd2) Added ninth (Iadd9) Minor added ninth (Imiadd9) Six/Nine (I6/9) spelling 135 1 b3 5 1 3 #5 1 b3 b5 145 125 1 3 5 b7 1357 1 b3 5 b7 1 b3 5 7 1 b3 b5 bb7  1 b3 b5 b7 1 3 b5 b7 1 3 #5 b7 1 3 b5 7 1 3 #5 7 1 4 5 b7 1 2 5 b7 1457 1 3 5 b7 9 1 b3 5 b7 9 13579 1 b3 5 7 9 1 4 5 b7 9 1 3 5 b7 b9 1 b3 5 b7 b9 1 3 b5 b7 9 1 3 #5 b7 9 1 3 5 b7 #9 1 3 #5 b7 b9 1 3 b5 b7 b9 1 3 b5 b7 #9 1 3 #5 b7 #9 1 b3 b5 b7 b9 1 3 #5 7 9 1 3 5 b7 b9 #9 1 3 5 b7 9 11 1 3 5 7 9 11 1 b3 5 b7 9 11 1 b3 5 7 9 11 examples (C E G, D F# A) (C Eb G, D F A) (C D G#, D F# A#) (C Eb Gb, D F# Ab) (C F G, D G A) (C D G, D E A) (C E G Bb, D F# A C) (C E G B, D F# A C#) (C Eb G Bb, D F A C) (C Eb G B, D F A C#) (C Eb Gb Bb, D F G# B) (C Eb Gb Bb, D F Ab C) (C E Gb Bb, D F# Ab C) (C E G# Bb, D F# A# C) (C E Gb B, D F# Ab C#) (C E G# Bb, D F# A# C) (C F G Bb, D G A C) (C D G Bb, D E A C) (C F G B, D G A C#) (C E G Bb D’) (C Eb G Bb D’) (C E G B D’) (C Eb G B D’) (C F G Bb D’) (C E G Bb Db') (C Eb G Bb bD') (C E Gb Bb D') (C E G# Bb D') (C E G Bb D#') (C E G# Bb Db') (C E Gb Bb Db') (C E Gb Bb D#') (C E G# Bb D#') (C Eb Gb Bb Db') (C E G# B D') (C E G Bb Db' D#') (C E G Bb D' F') (C E G B D' F') (C Eb G Bb D' F') (C Eb G B D' F') (C E G Bb D' F' A') (C E G B D' F' A') (C Eb G Bb D' F' A') (C Eb G B D' F' A') 479 379 247 47E 37E 479E hex 47 37 48 36 57 27 47A 47B 37A 37B 369 36A 46A 48A 46B 48B 57A 27A 57B 47AE 37AE 47BE 37BE 57AE 47AD 37AD 46AE 48AE 47AF 48AD 46AD 46AF 48AF 36AD 48AE 4ADF
1 3 5 b7 9 11 13 1 3 5 7 9 11 13 1 b3 5 b7 9 11 13 1 b3 5 7 9 11 13 1356 1 b3 5 6 1235 1 3 5 9 (2') 1 b3 5 9 (2') 13569
(C E G A, D F# A B) (C Eb G A, D F A B) (C D E G, D E F# A) (C E G D’, D F# A E’) (C Eb G D’, D F A E’) (C E G A D, D F# A B E)
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C.1 Hex what? The hex spelling is for those of you using a tracker of some sort who want to program chords in based off of notes. Examples include: the arpeggiate command in traditional trackers (usually 0); Buzz's Polac VSTi track commands 01, 02, 04; Buzz's btdsys PeerChord's custom chord programmer, etc. The interval equivalents in hex format are as follows: 0 C C# D D# E F F# G G# A A# B 1 C# D D# E F F# G G# A A# B C 2 D D# E F F# G G# A A# B C C# 3 D# E F F# G G# A A# B C C# D 4 E F F# G G# A A# B C C# D D# 5 F F# G G# A A# B C C# D D# E 6 F# G G# A A# B C C# D D# E F 7 G G# A A# B C C# D D# E F F# 8 G# A A# B C C# D D# E F F# G 9 A A# B C C# D D# E F F# G G# a A# B C C# D D# E F F# G G# A b B C C# D D# E F F# G G# A A# c C C# D D# E F F# G G# A A# B d C# D D# E F F# G G# A A# B C e D D# E F F# G G# A A# B C C# f D# E F F# G G# A A# B C C# D
Intervals in hex format are as follows 1: minor second 2: major second 3: minor third 4: major third 5: perfect fourth 6: augmented fourth/diminished fifth, the interval of evil, tritone 7: perfect fifth 8: minor sixth 9: major sixth/diminished seventh a: minor seventh b: major seventh c: octave d: minor second + octave (flat ninth) e: major second + octave (ninth) f: minor third + octave (sharp ninth) 10: major third + octave (flat eleventh) 11: perfect fourth + octave (eleventh) 12: tritone + octave (sharp eleventh) 13: perfect fifth + octave 14: minor sixth + octave (flat thirteenth) 15: major sixth + octave (thirteenth) 16: minor seventh + octave (sharp thirteenth) 17: major seventh + octave 18: 2 octaves
F is as far as you can go with hex using one digit, so if you're using the Polac VST chord system and want to go up to an 11th you can have a seventh playing in one channel and whatever notes are left over playing in another, e.g. C-3 .. .. .. 04 47A0 D-4 .. .. .. 04 3000
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G.0 Glossary of terms
atonal, adj. As opposed to diatonic, a harmonic principle of the 20th Century giving all twelve notes of the octave equal footing. n atonality arpeggio, n. The notes of a chord played in a melodic sequence. adj arpeggivorous chord, n. A group of three or more notes of particular colour and convention, often sounded simultaneously. adj chordigious chromatic, adj. As opposed to diatonic, employing any twelve notes of the octave without restriction to a particular scale. n chromaticity counterpoint, n. One melody (or more) set atop another for harmonic effect. adj contrapuntal diatonic, adj. As opposed to chromatic, employing notes of an eight-note scale such as the major or melodic/harmonic/natural minor. n diatonicity harmony, n. The sum phenomenon of notes at any time as expressed in chords and melodies, as distinct from rhythm, timbre and melody. adj harmonic melody, n. A "horizontal" sequence of notes, played one after the other; the phenomenon of such sequences as distinct from rhythm, harmony and timbre. adj melodic microtonal, adj. A tonal system which employs subdivisions of the octave to a greater degree than the familiar twelve. n microtonality rhythm, n. That which is left over when melody, harmony and timbre are accounted for. adj rhythmic scale, n. A group of notes selectable as a palette from which to derive melodies and harmonies, such as the minor, Hungarian or Mimsinian scales. adj scalextric timbre, n. The waveform characteristics of a sound, as distinct from harmony, melody and rhythm. adj timbral tonality, n. The quality of a chord's third interval, whether it's major, minor or suspended. adj tonalicious tone, n. Too many things to list here. adj tony
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K.0 Two Chord Progression Appendix
NB: This bit seemed like a good idea, but hurt my brain too much to finish off properly. The accumulated data is left here for posterity. This appendix will go through the different colours achieved when one chord follows another and qualitatively describe them. There are potentially a lot of chord combinations to cover in this appendix. How many? Well, the idea was initially to see what sort of cadence proceeds from one sort of chord to the next. Starting with an example chosen from the forty-odd chords in this guidebook, the chord is contrasted against another chord played at 12 different intervals away from the root note. Forty times forty times twelve. Nearly 20 thousand possible combinations. Over two solid days of reviewing cadences, that would mean. I believe it was a great philosopher who once stated: "Stuff that for a laugh." So not every chord mentioned in this guide is covered in this matrix. Just doing all the triads by themselves would yield 432 combinations (six different triads followed by the same six different triads on different root notes). I've chosen sixteen chords of relative import to act as guinea pigs. Just to give you an idea: each cadence set takes half an hour of very repetetive but focussed listening, appraisal, categorising and typing. By the time it's finished, i'll have described over three thousand chord progressions over the space of over eight hours. So far it's been three, and i've got five hours to go. The progressions will be notated using intervals. Have an example: Progressions from major to..
major: - striking/grandiose: b3, 3, b5, b6, 6
The above infers that if you want to start at, say, C, following C with the following chords will sound striking and/or grandiose: Eb, E, Gb, Ab, A. If this doesn't make sense, go and relearn your intervals and major scale, and try reading it again. The progressions are qualified using a few different descriptions which i'll do my best to try to keep consistent. One potentially confusing description is modulative: this means the second chord will give the impression of having changed key. Other descriptions are either functional (loopable means you could loop these two chords one after the other for a good effect) while some are more the moods the progression suggests. Especially good chord pairs i come across are marked as nice. None of the descriptions are 100% serious or objective, and some are unapologetically flippant. But i really am listening to all these pairs of chords, if only because at the moment i'm broke and have to find free ways to entertain and occupy myself. The starting chords are indexed in the following order:
- triads: major; minor; suspended fourth; augmented; diminished - sevenths: seventh; minor seventh; major seventh; minor/major seventh; diminished seventh; seventh diminished fifth; minor seventh diminished fifth; seventh suspended fourth; major seventh suspended fourth (incomplete) - sixths: sixth; minor sixth (incomplete)
The target chords are indexed in the following order:
- triads: major; minor; suspended fourth; augmented; diminished - sevenths: seventh; minor seventh; major seventh; minor/major seventh; diminished seventh; seventh diminished fifth; minor seventh diminished fifth; seventh suspended fourth; major seventh suspended fourth; seventh suspended second - sixths: sixth; minor sixth
For the sake of easy reference, each set of progressions has been given its own page so that the lists
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aren't split between pages as they'd otherwise be.
ravenspiral guide · page 82
Cadences from major to..
major: - striking/grandiose: b3, 3, b5, b6, 6 - in key/poppy: 1, 4, 5 - understated/modulative: b2, 2, b7, 7 minor: - in key/melancholy: 2, 3, 6 - modulative: 1, b2, 7 - striking/grandiose: b3, 4, b5, 5 (Cameronian), b6, b7 suspended fourth: - teetery: 1, 4 (a bit), 7 - striking: b2 - optimistic: 2, 3 - grandiose/spooky: b3, b5, b6, b7 - strangely stable: 5 - melancholy: 6 augmented: - loopable: 1, 5 - mystical: 2, b3, 4, b5. b7 - resolution-seeking: b2 (to 2mi), 6 - grand: 3, b5, b6 - sensible: 1, 7 (very sensible) diminished: - sensible: 1, b5, b6, 7 - resolution-seeking: b2 (to 2mi) - loopable: 2, b3, 4 - melancholy: 3, b5 - mystical: 5, b7 - cheeky: 6 seventh: - taking off: 1 - strange: b2, b3 - lilting: 2, 4, b5 - wanting to resolve: 3 - consonant: 5 - Latin: b6, b7, 7 - grand: 6 minor seventh: - substitutey: 1, 2, 6 - strange: b2, b3, b5 - sweeping: 3, 4 - grand: 5, - alien: b6, b7 - modulative: 7 major seventh: - substitutey: 1 - loopsome: b2, 4 - strange: 2, 3, b5 - housey: b3, 6, 7 - modulative: 5 - grandiose: b6 - resolute: b7 minor/major seventh: - eerie: 1, 2, b3, 3, b5, 5, 7 - staring upward in mute inner agony: b2, 4 - schlocky: b6, 6 - mystical: b7 diminished seventh: - stable and melancholy: 1, 4, b6, 6, 7 - mystical: b2, 3, b7 - wants to resolve: b2 - conclusive: 2, b3, b5 - grandiose: 5 seventh diminished fifth: - wanting to resolve: 1, 3, b5, 6 - loopable: b2, 2 - mystical: b3 - bluesy: 4, 5 - grand: b6, b7 - dignified: 7 minor seventh diminished fifth: - grand: 1 - dignified: b2, 7 - 80s melancholy: 2, 4 - mystical: b3, b6, b7 - vanilla: 3 - wanting to resolve: b5 - histrionic: 5 - smooth: 6 seventh suspended fourth: - substituty: 1 - mystical: b2, b3, b6, b7 - smooth: 2, 3 (slightly less smooth), 4, 5, 6, 7 - grandiose: b5, b7 major seventh suspended fourth: - substituty: 1 - mystical: b2, 2, b6 - non sequitur: b3, 3, b5 - kinda weird: 4, 5, 6, b7 - wants to resolve: 7 seventh suspended second: - happy: 1 - odd: b2, b3, 3, b5, 6, 7 (neutral) - wistful: 2, 4, 5, b7 - down: b6 sixth: - taking off: 1 - blissed Latin: b2 - grandiose: 2, b3, b5, 6 - surreal: 3, b4, 7 - comfy: 4, 5, b6, b7 minor sixth: - strange: 1, b2, b3, 3, b5, 7 - dashing: 2, 5 - askew: b3, - melancholy: 4, b6, b7 - comfortable: 6
The major is stable, so following it with most other chords, especially chords of the same stability, can either be vanilla or terribly jarring. Following it with less stable chords tends to lead the mood away somewhere.
ravenspiral guide · page 83
Cadences from minor to..
major: - modulative: 1, 7 - optimistic: b2, b3 (quietly) - grandiose: 2, 3, 4, b5, 6 - melancholy: 5, b6, b7 minor: - modulative: b2, 3 - pessimistic: 2, b3, 3, 4 (solidly), 5 (solidly), b6, b7, - despondent: b5 - grandiose: 6, 7 suspended fourth: - loopable: 1 - breaking away: b2, 2, b3 - pessimistic: 3, 5, b6 - sci-fi: 4 - weird: b5, 6, 7 - neutralising: b7 augmented: - sci-fi: 1 - mystical: b2, b3, 5 (tonally), b6 - weird: 2, 4, 6 (shrewd), b7 - pessimistic: 3 (solid), b5 - loopy 7 diminished: - loopy: 1 - pessimistic: b2, 6 (slight hope), 7 (neutral) - melancholy: 2, 3, 4, b6 (Russian) - dramatic: b3, 4, b5 - weird: 5, b7 seventh: - breaking upward: 1, b2, 4 - French: 2, 5, 7 - weird: b3, 3 (atonal), b5 - sly: b6, b7 (more sad) - lead to modulate: 6 minor seventh: - expounding: 1 - loopable: b2, 7 - sophisticated: 2, 3 (modulational), 6 (sci-fi) - grand: b3, b5 (sci-fi), b6 - carrying: 4, 5 (consonant) - melancholy: b7 major seventh: - contradictory: 1 - breaking upwards: b2, b5 (grand), 7 - odd: 2, 3, 6 - melancholy: b3, 5, b6 - break in clouds: 4, b7 (wants to modulate) minor/major seventh: - consolidative: 1 - looming upwards: b2, 2 (weird), b3, 3 (weird), b5 - gothic: 4, 5, b6, 7 - striking: 6, b7 (wants to modulate) diminished seventh: - shifting: 1 - wanting to modulate: b2 - loopable: 2, b3, 4, b6 (gothic), 7 - weird: 3, 5, 6 (floating) - suspenseful: b5, b7 seventh diminished fifth: - hanging: 1 - breaking upward: b2 - loopable: 2 (hanging), 5 (consonant), b6 (off), 7 (wispy) - gothic: b3, 3 (weird), 4 (hanging), 6, b7 (stuffy) - wanting to modulate: b5 minor seventh diminished fifth: - consolidating: 1 - suspenseful: b2, b3, b7 - melancholy: 2, 3 (neutral), 5 (neutral), 6 (firm!) - despondent: 4, b5 - mystical: b6, 7 (neutral) seventh suspended fourth: - weird: b2, b3 (neutral), 3, b5 (atonal), b6 (twisted) - heightening: 4, b7 - neutralising: 1, 2, 5, 6, 7 major seventh suspended fourth: - tension: 1, b2 (jarringly), b3 - weird: 2, b5 (jarring), 6 - ghostly: 3, 4, b6, b7 - mystical: 5, 7 sixth: - modulative: 1 - loopable: b2 - reaching: 2, 3, b5 (energetic), 6, 7 - consolidating: b3, 4 - transmuting: 5 - melancholy: b6, b7 minor sixth: - consolidating: 1, 4 - suspenseful: b2, 2, b3 (ghostly), 3 (ghostly), b5 (striking), 7 - contradicting: 5 - melancholy: b6, 6 (ghostly), b7
The minor is a stable chord, so following it with something else tends to develop it into other directions. It's a good way to evoke melancholy, especially when inverted to a less stable form in order to lead it off into the more nuanced directions of, say, a tritone-containing chord.
ravenspiral guide · page 84
Cadences from suspended fourth to..
major: - resolute: 1, b2, b3, 4 (desuspended), b7 - grandiose: 2, 3 (weird), b5, b6, 6, 7 - happy: 5 minor: - resolute: 1, 4 (desuspended), 5, 6 - modulative: b2 - melancholy: 2, 3, b7 (kinky), 7 - harrowed: b3, b5 - grandiose: b6 suspended fourth: - mysterious: b2, b3 (building), 3, 7 (modulative) - neutral: 2, 6 - portentious: b5, b6 - overneutral: 4, 5, b7 augmented: - sci-fi: 1, b6 (grand) - portentious: b2, 2 (spookier) - anticipatory: b3, 3, 4, b5, 5, 6 - settling: b7, 7 diminished: - coiling: 1 - modulative: b2 - melancholy: 2, 4 (teetering), b6, b7 - anticipatory: b3, b5 - solid: 3, 7 - whimsical: 6 seventh: - resolute: 1 - modulative: b2, 6 - weird: 2, b3, b5 - wanting to resolve: 3 - teetering: 4 - solid: 5, b6 (grand), b7 (subtle), 7 minor seventh: - resolute: 1, 6 - weird: b2, b3, 3, b5, b6 (modulative), b7 (raisy) - logical: 2, 4, 5 (sophisticated) - mystical: 7 major seventh: - resolute: 1 (nicely) - tense: b2, b3, 5 - weird: 2, 3, b5 (non sequitur), 6 (modulative) - floaty: 4, b6, b7 (carrying), 7 minor/major seventh: - doomed: 1 - frail and doomed: b2 - spooky doomed: 2 - even more doomed: b3 - rotting and doomed: 3 - consonantly doomed: 4 - ghostly and doomed: b5 - just doomed: 5 - phantomly doomed: b6 - jarringly doomed: 6, b7 - sophisticatedly doomed: 7 diminished seventh: - French: 1, b6, 6, b7 - anticipational: b2, 2, b3, b5 - spooky: 3, 4, 5 - melancholy: 7 seventh diminished fifth: - leading somewhere: 1 - ponderous: b2, 2, b7, 7 (modulative) - tense: b3, 3, 4, b5, 5 - mystical: b6, 6 (modulative) minor seventh diminished fifth: - ponderous: 1, b6, 6 (nice!) - sinister: b2, b3, 4, b7 (quietly) - gossamer: 2, 5 - logical: 3, 7 - tense: b5 seventh suspended fourth: - consolidating suspension: 1 - mysterious: b2, 3 (jarring), 6 - tense: 2 (slight), 4, b5 (quite) - weird: b3, b6, 7 (neutral) - melancholy: 5, b7 major seventh suspended fourth: - reaching: 1 - mysterious: b2, b6, b7 (curious) - jarring/tense: 2, b3, 3, b5, 6 (bugging), 7 - nondescript: 4 - cruising: 5 sixth: - resolute: 1, b7 - coiled: b2, 2 (less coiled) - logical: b3, 4, 5 (comforting) - striking: 3, b5 (optimistic), 6 (cheeky), 7 (cheeky) - melancholy: b6 minor sixth: - resolute: 1 (sad) - tense: b2, 3 (jarring), 4 (logical), b5 (jarring), 7 - floating: 2, b3 (tenser), b6 (mystical), 6, b7 (melancholy) - neutral: 5
The suspended chord's lack of a third makes it a good chord to resolve from. If it doesn't resolve to a nice stable triad, or a chord that contains a nice stable triad, it tends to just make things more misty and odd. It doesn't float quite the same way as the tritone does, however, so juxtaposing a suspended chord with a tritone can make for interesting results.
ravenspiral guide · page 85
Cadences from augmented to..
major: - grand: 1, 2 (modulative), 3 (smoothish), b7 - smooth: b2, b6 (suspiciously so), 7 - odd: b3, 4 (nicely), b5, 5, 6 (modulative) minor: - resolute: 1, b2, 2, 4 (modulative), b5, b6 - odd: b3 (slightly), b7 (modulative), 7 (modulative) - spooky: 3, 5, 6 suspended fourth: - unfinished: 1, b6 - ethereal: b2, 3, b7, 7 (nicely) - climbing: 2, b3, 4 - odd: b5, 5, b6 - ponderous: 6 augmented: - eerie: b2, 2, b3, 5 (gothic), 6, b7, 7 - consonant: 3, b6 - suspenseful: 4, b5 diminished: - melancholy: 1, 2, 4 (neutral), b7 (nice) - gloomy: 5 (gloomy), 6 (gloomy) - portentious: b2, 3 (nice) - weird: b3 (neutral), b5 (neutral), b6 (gloomy), 7 seventh: - spooky: 1, b2, 6 (nice) - odd: 2 (optimistic), b3 (jarring), 4, b5, 5, 7 (awakening) - fitting: 3, b6 (wanting to resolve) - gloomy: b7 minor seventh: - strange: 1, 5 (blissy) - building: b2 - odd: 2, b3, b5, 7 - contradictory: 3, 4 - relaxed: b6, 6, b7 major seventh: - contradictory: 1, b3, 3, b5 - building: b2, b7 - odd: 2, 4 (striking), 7 (modulative) - blissy: 5, b6 (modulative), 6 minor/major seventh: - gloomy: 1, b2, b3 (oddly), 3, 4, 5, b6 (eerie), 6 (nice), b7 - askew: 2, b5, 7 (not too askew) diminished seventh: - gloomy: 1, 2, b3, 3, 4 (eerie), b5, 5 (striking), 6, b7 - building: b2, 7 - odd: b6, seventh diminished fifth: - misty: 1, 3, 5, b6, 6, b7 - eerie: b2, 2, b3 (jarring), b5, 7 - contradictory: 4 (eerie) minor seventh diminished fifth: - grand: 1 (eerie), 3, 4 - eerie: b2, 2, b5, b7, 7 (building) - odd: b3 - gloomy: 5, b6, 6 seventh suspended fourth: - cavernous: 1, b2, 5 (odd), 6 - consonant: b6 - optimistic: 2, b3, b7, 7 - contradictory: 3, 4, b5 major seventh suspended fourth: - odd: 1, 2, b3, 3, b5 - gloomy: b2, 2, 4, 5, b6, 6, 7 - misty: b7 sixth: - spooky: 1, 5 (resolute), b7 (sneaky modulative) - resolute: b2, 2 (stretching), b3, 3 (nice), 4, b6, 6 (nice), 7 - odd: b5 minor sixth: - gloomy: 1, b2, 2, b3, 3, 4 (consonantly), b6, b7, 7 - despairful: b5, 6 (quietly) - spooky: 5
The augmented chord floats a bit due to a lack of a perfect fifth interval. This makes the chord especially useful when resolving things, and it imparts an excellently gloomy mood which may be resolved or developed by the next chord.
ravenspiral guide · page 86
Cadences from diminished to..
major: - sly: 1, b3, 5 - modulative: b2 - grand: 2, 4 (sci-fi) - contradictory: 3 - solid: b5, b6, 6, b7 (nice), 7 (nice) minor: - pessimistic: 1, 4, b5, 5, b6 - resolute: b2, b3, 3, 6, b7, - grand: 2, b3, b5, 7 suspended fourth: - contradictory: 1 - resolute: b2, b5, 5, b6, 6, b7 (nice) - odd: 2, 3, 4 - searching: b3, 7 augmented: - floaty: 1 - misty: b2, 2, 5, b6, 6, b7 - eerie: b3, 3, 4, b5, 7 diminished: - schlocky: b2, 4, b5, 5, 7 (not too schlocky) - floaty: 2, b3 (eerie), b6 (striking), 6 (eerie), b7 - modulative: 3 seventh: - resolute: 1, b2, b3, 3, b7 - cool: 2, 4, 5, 6, 7 - modulative: b5 - sinister: b6 minor seventh: - natural: 1, b3, 4 - modulative: b2, 3, 6, b7 - surreal: 2, b5, 7 - cool: 5, b6 major seventh: - resolute: 1, b2, 5, b6, 6, b7 - disco: 2, b3, 3 (odd), 4, b5, 7 minor/major seventh: - gloomy: 1, b2 (resolute), 2 (jarring) - despondent: b3, 3, 4, b5 (funnily), 5 (seriously), b6, 6, b7, 7 diminished seventh: - building: 1, b2, b3 (direct), 3, b5 (direct), 6 - odd: 2, 4, b7, 7 - surprising: 5, b6 seventh diminished fifth: - misty: 1, 2 (eerie), b5, b6 - eerie: 6, 7 - schlocky: b2, 4, 5 - odd: b3, 3, b7 minor seventh diminished fifth: - building: 1, b2, b5 (nice), 5, b6 (nice) - despondent: 2, b3, 3 (schlocky), 7 - eerie: 6 - schlocky: 4, b7 seventh suspended fourth: - neutral: 1, 4 - optimistic: b2, 2, b3 (floaty) - odd: 3, b5, 5, 6, b7, 7 (striking) - resolute: b6 major seventh suspended fourth: - jarring/odd: 1, b2, 2, b3, 3, 4, b5, 5, b6, 6, 7 - gloomy: b7 sixth: - resolute: 1, b2, b3, 3, 5, 6, b7 - striking: 2 (stylish), 4, b5 - searching: b6, 7 minor sixth: - gothic: 1, b3 (direct) - odd: b2, 2, 3 (striking), b7, 7 (useful) - gloomy: 4, b5 (over the top), 5, b6, 6 (striking)
The diminished is a compact, tense chord with a structure containing two stacked minor third intervals which end up forming a tritone from end to end. The tritone lends it that floating structure and so this chord resolves to a lot of things and evokes a gloomy/floating sound when followed with other chords that tend to float as well, like the seventh flat fifth.
ravenspiral guide · page 87
Cadences from seventh to..
major: - simplifying: 1 - grandiose: b2, 2 (sci-fi), 3, b5 - smooth: b6, b7, 7 - quirky: b3, 7, b6, 6 (slight friction) - perfect: 4 - imperfect: 5 minor: - contradictory: 1 - odd: b2, b3, b5, b6 - sombre: 2, 3 (smooth), 6 (smooth), b7, 7 - perfect: 4 - grand: 5 suspended fourth: - neutralised: 1, 5 - odd: b2, 2, b3, 3, b5, b6, 6, b7, 7 - optimistic: 4, b7 augmented: - gothic: 1, 2, b3, b5 (ethereal), b7 - suddenly sombre: b2, 5, b6 (misty) - fearful: b3, 3, 4, 6, 7 (grand) diminished: - fearful: 1, b2, b7 - mystical: 2 - suspenseful: b3, 4 (jarring), b5 (jarring), 5, b6 (jarring), 6, 7 - carried: 3 seventh: - dizzy: b2, 7 - cheesy: 2, b3, 3, b5, b6 - bluesy: 4, 5, b7 (sort of) - modulative: 6 minor seventh: - contradictory: 1, b3, b6 - modulative: b2, 2, b7 - sophisticated: 3, 6 - sombre: 4 - portentious: b5, 7 - warm: 5 major seventh: - glamorous: 1, b3, 3 - modulative: b2, 2, 3, 7 - perfect: 4 - grand: b5 (jarring), b6 - resolute: 5 - blissed: b7 minor/major seventh: - suddenly doomed: 1, 2, b3, 3 (modulative), 5, b6 (modulative) - mystical: b2 - consonantally doomed: 4 - odd: b5, 6, b7, 7 diminished seventh: - coiling: 1, 5, 6 - portentious: b2, b3, 3, b5 (striking), 6, 7 - odd: 2, 4, b6 - mystical: b7 seventh diminished fifth: - souring: 1, b5 - mystical: b2, 2, 3, 5, b6, 6 (jarring), b7 - odd: b3, 4 (jarring), 7 (jarring) minor seventh diminished fifth: - souring: 1 - gloomy: b2, 2 - sad: 3 (smooth), b5 (smooth) - sombre: 6, b7 (jarring) - cutting: b3, 4, 5, b6, 7 seventh suspended fourth: - rearing up: 1, 2, 4 - odd: b2, b3 (modulative), 3, b5, b6, 6, 7 (modulative) - neutralising: 5 - grand: b7 major seventh suspended fourth: - odd/unresolved: 1, b2, 2, b3, 3, b5, 5, 6, b7, 7 - tangential: 4 - misty: b6 sixth: - sinking: 1 - modulative: b2, 2 (jarring), 3, b6, 7 - smooth: b3, 4 (final), 5 (final) - odd: b5, 6 - grand: b7 minor sixth: - souring: 1, b2 - schlocky: 2, b3 (smooth), b7 - gothic: 3, 6 (smooth) - sad: 4 - odd: b5, b6 (modulative), 7 - grand: 5
The seventh or dominant seventh's main home is the blues, and using the IV and V chords with it make for a fairly bluesy sound. However, the tritone in the seventh chord gives it a floating quality that's definitely enhanced by all sorts of different chords. Some chords in particular it has a hard time meshing with, even.
ravenspiral guide · page 88
Cadences from minor seventh to..
major: - contradictory: 1 - sensible: b2 - grand/striking: 2, 3 (odd), 4, b5, 5, 6, 7 (sci-fi) - exhausted: b6 - resolute: b7 - following: b3 minor: - consolidating: 1 - modulative: b2, 2 - gloomy: b3, b6 - spooky: 3, b5 (sci-fi) - resolute: 4, 5, b7, 7 suspended fourth: - suspenseful: 1, b2 - inhaling: 4, 5 - sci-fi: 2, b6, b7 - neutralised: b3 - odd: 3, b5, 6 - modulative: 7 augmented: - gloomy: 1, 3, b6, 7 - modulative: b2, 2 (sci-fi), b3, 6 - odd: 4, b5 - sinister: 5, b6, b7 diminished: - sinister: 1, b2, 3, b5, b6, 6, b7 - gloomy: 2, b3, 4, 5, 7 seventh: - contradictory: 1 - brightening: b2 - elfmanesque: 2 - continual: b3 - odd: 3 - plain: 4 - sinister: b5, 5, b6 - striking: 6, b7, 7 minor seventh: - swaggering: b2 - sophisticated: 2, b3, 3 (unsteady), 4, b6, 6 (unsteady) - modern: b7 - modulative: b5, 7 - obvious: 5 major seventh: - brightening: 1 - modulative: b2, 2 (rough), 3 (rough), 5, 6, - obvious: b3 - modern: 4 - wistful: b5, b6, - relief: b7 - special: 7 minor/major seventh: - modulative/doomed: 1, b2, 2, b3, 3, 4, 5, b6, 6, b7, 7 - very doomed: b5 diminished seventh: - coiling: 1, b2 - sinister: 2, b3, 3 (campy), 5, 6 - gloomy: 4, b5, b6 (gothic), b7 (gothic), 7 seventh diminished fifth: - odd: 1, 3, 4 - misty: b2, 2 (gloomy), 7 - gloomy: b3, b6, b7 - sinister: 5, 6 - about to resolve: b5 minor seventh diminished fifth: - paired: 1 - gloomy: b2, b3, 4 (plain), 5, b6 (striking) - misty: 2, 3 - sinister: b5, 6, b7, 7 seventh suspended fourth: - neutralising: 1, 2 (lifting), b3, 3, b7 - modulating: b2 - lifting: 4 - odd: b5, 7 - moody: 5 - modern: b6, 6 seventh suspended second: - sad: 1, b2, 4, 5, b7 - modulative: 2, b5 - wistful: b3 - odd: 3, b6, 6, 7 (striking) sixth: - contradictory: 1 (nice) - modulative: b2, 2, 3, 4, b5, 5, 6 (grand) - continuative: b3 - moody: b6, 7 - smooth: b7 minor sixth: - continuative: 1, b3 - sinister: b2, 3, b5, 6, b7, 7 - modulative: 2, 3 - despondent: 4, 5, b6
If anyone finds these charts remotely useful and would like to see them finished, please do write to me. Email address in a couple of pages.
ravenspiral guide · page 89
Z.0 The Final Word
Z.1 Changes 0.6 (13 May 2007) - gutted rhythm section - added just intonation/equal temperament notes - fixed the stuff people keep emailing me about.. oh wait no i didn't.. 0.5.3 (70 Bur 3172/16 October 2006) - gutted lyrics section and added a brief section on rap, released public stuff 0.5.2 (31 Aft 3171/19 Nov 2005) - added notes on jazznik stuff as well as various sixth chords, specific jazzy chords 0.5.1 (24 Con 3171/19 Jun 2005) - added shorter guide to chord progressions - more about intervals - more about structure - added glossary (such as it is) - minor copy changes 0.5 (6 Con 3171/1 Jun 2005) - added chromatic voice leading info - redid rhythm section almost from scratch and added crossword diagrams - copychecked and redid structure section in large chunks, exemplified more 0.5.-1.1 (*18 Dis 3171/1 Apr 2005) - added hyperlinks of note - laid out plans for chapters four, six and nine - discussing bass in the rhythm section and added suggestions - changes and edits here and there in the first five chapters - discussing timbre melodies in the melody - more in the lyrics section, though it's still woefully incomplete - renamed a couple of chapters - condensed the bit on different structural levels, need to exemplify more - added stuff about pattern and psychology of music to chapter four - conceived, added and started to complete the three thousand cadence appendix before abandoning it for the horrific headache it is 0.4.3 (71 Cha 3171/12 Mar 2005) - fixed 220.127.116.11 diagram and redid a couple of missing ones in section 4 - kidnapped modulation section and put it in part 4 - added melodic minor scale and diagram - front page index! - added more furinotes underneath chords - joined chapters 3a and 3b together - enlarged the modulation section to include direct and pivot modulation - cut out some of the ranting about atonality and serialism :) - updated the weather report - added tritone substitution and plotted for chapter 6 - made the title page prettier - stole closing comments at end of chapter 9 from end of chapter 4 - scowled as the number of pages peaked at 74 then dwindled the more errant page breaks i fixed 0.4.2 (68 Cha 3171/9 Mar 2005) - switched to OpenOffice for editing duties (yay PDF export!) - redid the chord diagrams in Eve while listening to 2001, imported as EMF files - added and commented on a heap more chords
ravenspiral guide · page 90
- added section on cadence and dominant sevenths - somehow came up with ten more pages of info in the space of three days - new location: http://www.ravenspiral.com/ravenspiralguide.pdf (this version upped to old URL) - URL finally hyperlinked, i am a twat for not doing it sooner and i apologise! - strangely, the filesize seems to have dropped 100k or so even though there's more in it.. go figure.. 0.4.1 (66 Cha 3171/7 Mar 2005) UNRELEASED - more chords, extended the ninth section and bolstered the dictionary - added more in structure - extended and split off the hex section in the chord dictionary 0.4 (46 Cha 3171/15 Feb 2005) UNRELEASED - updated contact information - checked through the copy for errors (thanks George!) - combined preface and 0.1 statement of purpose - revamped chords section, added more chords and cluster section - reformatted and made a note to do all the graphics again one day - general editing and tidying duties - changed section Z to 'The Final Word' 0.3.1 (46 Cha 3170/15 Feb 2004) - added interval chart 0.3 (45 Cha 3170/14 Feb 2004) - extra bits in scales section - big addition to interval section - longer introduction to chords - scrapped rhythm section and redid it - added to lyrics section - added preface - renamed variations section to harmonic progression - added to harmonic progression section - added more on arrangement 0.2.6 (44 Cha 3170/12 Feb 2004) UNRELEASED - very minor copy changes 0.2.5 (34 Cha 3170/02 Feb 2004) - changed lyrics section - tweaked structure section 0.2.4 (26 Con 3169/21 Jun 2003) - added to structure, lyrics and rhythm sections 0.2.3 (23 Con 3169/18 Jun 2003) - not publically released - started structural section - started lyrics section 0.2.2 (17 Con 3169/12 Jun 2003) - got some fan mail today which prompted me to start writing again :) - added subsection on basic counterpoint and a rant about serialism - started rhythm section 0.2.1 (36 Aft 3168/24 Nov 2002) - added subsection on key - expanded section on variations - added stub pages for other chapters 0.2 (36 Aft 3168/24 Nov 2002) - added material on resolution, I/IV/V relations - added melody chapter - started variations chapter - added index and front page
ravenspiral guide · page 91
0.1.5 (34 Aft 3168/22 Nov 2002) - added heaps more about scales - edited other material to make it less harrowing to read 0.1.4 (34 Aft 3168/22 Nov 2002) - added more scale stuff and notes on key vs scale - fixed fluff in circle of fifths thingy - changed chord spellings from Roman to Arabic numerals * Roman numerals from now on refer only to chords, not to single notes - added thanks bit 0.1.3 (33 Aft 3168/21 Nov 2002) - added inversions and transcription info - added chord progression chapter - planned and plotted later sections 0.1.2 (33 Aft 3168/21 Nov 2002) - added whole tone scale and modes 0.1.1 (32 Aft 3168/20 Nov 2002) - PDF version with adapted guides, created better structure and added diagrams 0.1 (32 Aft 3168/20 Nov 2002) - GIF-only version Planned for the future - more on chord substitution and other tricks in chapter six - more on structure and arrangement in chapter nine Z.2: Find Me Email: [email protected]
ICQ: 11029830 AIM: kurreltheraven IRC: k-bird (Efnet) KvR: k-bird Web: http://www.ravenspiral.com/1 Details are still correct as of 13 May 2007. Z.3: Thanks For additions, suggestions, error spotting and moral support: IntrospectiveJourneys, Aaron McCammon/_mute, DANCEnrg, jts, bramble, George Buckley, Cataline Wen, Zephod, Ed Blake/cyanphase, Padraig Mac(Ia! Ia!)Iain/Nimheil Z.4: Software Text compiled and published to PDF using OpenOffice 1.1.4, http://www.openoffice.org/ Diagrams produced in OpenOffice and Eve, the incredible shrinking vector editor. The Ravenspiral Guide is displayed on 100% recycled and reusable pixels. Do not tumble dry. Z.-1: Licence This work is licensed under the Creative Commons Attribution-NonCommercial-NoDerivs License. To view a copy of this license, visit http://creativecommons.org/licenses/by-nc-nd/2.0/au/ or send a letter to Creative Commons, 559 Nathan Abbott Way, Stanford, California 94305, USA. Text and images in this document are Copyright © 2002-2007 Simon Bennett. Some rights reserved.
I am testing the foooootnotes.
ravenspiral guide · page 92