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(This is a very large page and the links below to the sections do not all work until the page is fully loaded. Scrolling works right away.)
Diatonic Progressions with Sevenths
Chord Progressions up the Neck
Chord Progressions up the Neck
Abbreviated Chord Shapes for o7
Diminished Seventh Open Positions
Chord Progressions Using vii Revisited
Ninth, Eleventh, and Thirteenth Chords
Complex chord building formula, in order of importance
Seventh Substitutions while Sight Reading
No Root Suspension Substitutions
Five-note Substitutions for 13th Chords
Ninth, Eleventh, and Thirteenth Chords in Harmonic Minor
Melodic Minor Ascending Chords
Substitutions for Melodic and Harmonic Minor Ascending Chords
Quartal Chords based on Harmonic Minor
Quartal Chords based on Melodic Minor Ascending
Quintal Chords based on Harmonic Minor
Quintal Chords based on Melodic Minor Ascending
Septal Chords based on Harmonic Minor
Septal Chords based on Melodic Minor Ascending
Whole Tone Scale Harmonization
Transposing Chords with Roots other than C
Vertical Chord Progressions Complete
Adding Sevenths and Minor Shifts
An introduction to chords, beginning with knowledge of a single chord and weaving in new chords one by one.
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a |
d |
g |
b |
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Names of strings |
x |
o |
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Open o or muted x strings |
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First Fret |
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② |
Second Fret |
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Third Fret |
Learn the D chord. The cells on the grid represent the guitar fretboard.
The first row shown here contains the names of the strings in standard tuning. This row is only for information and does not usually appear.
The next row shows which strings play open (o) or muted (x). Do not play the strings with an x at the top.
The following rows are the frets on the guitar, with the first fret being the one closest to the nut (where the tuners are) and then moving higher up the fretboard on the second and succeeding rows.
Circled numbers ① indicate which finger usually goes on which string. In most chord forms, these contain just dots and the player figures out what fingers to use.
Place fingers close to the frets, straight down on the strings, so that the sides of the fingers do not interfere with the adjacent strings and so that all played strings ring cleanly without buzzing or dead sounds. Relax the hand as much as possible.
Set a metronome and practice paying the D chord repeatedly with a steady rhythm.
Begin very slowly at first before increasing tempo then moving on.
Learn the A chord.
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Practice switching between the A chord and the D chord.
Leave the first finger down as a pivot. Practice moving slowly between them with a minimum of finger movement. Make sure the pinky finger is relaxed and not tight.
Set a metronome and practice switching between the D chord and the A repeatedly with a stead rhythm.
Begin very slowly at first before increasing tempo then moving on. If the chord changes are not clean, the flaws become permanent with improper practice.
Learn the G chord.
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If the fourth finger is not able to make the stretch across the strings, try the alternate fingering.
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If that is still too hard, try leaving out the bass notes at first.
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Using a metronome, practice switching between the G chord and the D chord.
Then, practice switching between the G chord and the A chord.
Begin the process of learning new chords by weaving the new chord into the known chords. Each row in the following weaving table shows all possible combinations of chords.
DD |
DA |
DG |
AD |
AA |
AG |
GD |
GA |
GG |
Practice each of the changes four times in a row with a metronome,
DA DA DA DA DG DG DG DG AD AD AD AD
AG AG AG AG GD GD GD GD GA GA GA GA
A surprising number of songs contain just three chords. These three chords work together as the three primary chords in the key of D.
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Add one more row and column to the weaving table.
DD |
DA |
DG |
DC |
AD |
AA |
AG |
AC |
GD |
GA |
GG |
GC |
CD |
CA |
CG |
CC |
Read the table across row by row, playing each pair for times.
DA DA DA DA DG DG DG DG DC DC DC DC AD AD AD AD AG AG AG AG AC AC AC AC GD GD GD GD GA GA GA GA GC GC GC GC CD CD CD CD CA CA CA CA CG CG CG CG
As the rows get longer, concentrating on just the rows or columns with the new chord may be beneficial.
CD CD CD CD CA CA CA CA CG CG CG CG
The G, C, and D chords are the primary chords in the key of G. G and D are the two most popular keys for guitar, so with these four chords, a lot of guitar based music is now available.
Now would be a good time to start the first few scale exercises. Learning chord theory builds on using scale construction to figure out complicated chords and not just memorizing the pictures.
The G-C-D progression is known as a I-IV-V progression since G has a root of the first scale degree, C has a root of the fourth scale degree, and V has a root of the fifth. This I-IV-V progression is the basis for most of Western music. The already-learned I-IV-V progression for the key of D was D-G-A. Knowing all the I-IV-V progressions helps transpose music into different keys and also makes learning music easier. Understanding the function of the chord makes playing easier since the player is just working with common patterns across different keys and not just looking at the pictures.
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Each new chord adds another row and column to the matrix.
DD |
DA |
DG |
DC |
DE |
AD |
AA |
AG |
AC |
AE |
GD |
GA |
GG |
GC |
GE |
CD |
CA |
CG |
CC |
CE |
ED |
EA |
EG |
EC |
EE |
E is the V chord in the key of A, a new key possibility now available. IN A, I-IV-V is A-D-E
With all the easy major chords learned, start learning the easy minor chords. The minor chords are sadder sounding than the majors. Create a minor by lowering the third of the chord.
The scale exercises show how the third of A is C#, so the A minor chord lowers this to C natural.
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DD |
DA |
DG |
DC |
DE |
DAm |
AD |
AA |
AG |
AC |
AE |
AAm |
GD |
GA |
GG |
GC |
GE |
GAm |
CD |
CA |
CG |
CC |
CE |
CAm |
ED |
EA |
EG |
EC |
EE |
EAm |
AmD |
AmA |
AmG |
AmC |
AmE |
AmAm |
In chord charts, A Minor shortens to Am or A-
Read through the rows and columns as in the previous steps, paying special
attention to the last row.
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E minor is just the E chord with the third (g#) lowered to g natural. Simply lift the first finger. Full chord weaves are becoming cumbersome, so just concentrate on the last line.
EmD |
EmA |
EmG |
EmC |
EmE |
EmAm |
EmEm |
D minor requires rearranging the fingers from the D chord.
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DmD |
DmA |
DmG |
DmC |
DmE |
DmAm |
DmEm |
DmDm |
Minor chords can serve as the root chord for minor keys, similar to the way major chords did. For example, the i-iv-v progression for the key of minor is Am-Dm-Em. Notice that this progression is i-iv-v in lower case since all the chords here are minor. Often the E major chord substitutes for a stronger i-iv-V progression.
Minor chords can also be substitutions for the IV chord in the I-IV-V patterns. In jazz, substitution of the minor chord built on the second scale degree is common. Instead of IV-V, play ii-V. So, in the key of C, ii would be D minor. Therefore the progression Dm-G-C (ii-V-I). is common. In G, ii-V-I is Am-D-G and in D, ii-V-I is Em-A-E.
Minor chords also appear on the iii and vi chords in a chord progression. More on that later.
The V chord in nay key is the dominant chord and plays an essential role in harmonic structure. The dominant signals the return of the tonic, I chord. (For information why, please see the music theory document.) This is why the V chord substituted for v in minor keys. This dominant function enhances by adding a seventh to the dominant chord. After major and minor chords, sevenths (7) are the next most common. To produce a dominant 7 chord, take the upper root and lower it a whole step (two frets).
Begin with the G chord and lower the first-string G to F
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G7 is V7 in the I-IV-V7 progression in the key of C.
Practice weave:
G7D |
G7A |
G7G |
G7C |
G7E |
G7Am |
G7Em |
G7Dm |
G7G7 |
Lower the second-string D to C.
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D7 is V7 in the I-IV-V7 progression in the key of G.
D7D |
D7A |
D7G |
D7C |
D7E |
D7Am |
D7Em |
D7Dm |
D7G7 |
D7D7 |
For A7, just lift the first finger to lower the A to G.
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Alternate fingering
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A7 is V7 in the I-IV-V7 progression in the key of D.
A7D |
A7A |
A7G |
A7C |
A7E |
A7Am |
A7Em |
A7Dm |
A7G7 |
A7D7 |
A7A7 |
For E7, just lift the third finger to drop the e to d.
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E7 is V7 in the I-IV-V7 progression in the key of A.
Since the weave excerpts are becoming long, skip the majors for now.
E7Am |
E7Em |
E7Dm |
E7G7 |
E7D7 |
E7A7 |
E7E7 |
C7 is the first four-finger chord. Simply dropping the upper root two frets does not work with C since dropping the second string first fret c down two frets is impossible. Instead, just drop the fourth finger down to play the Bb.
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C7 is V7 in the I-IV-V7 progression in the key of F.
C7Am |
C7Em |
C7Dm |
C7G7 |
C7D7 |
C7A7 |
C7E7 |
C7C7 |
B7 is another four-finger chord. Learning B will come later, but B7 works well here.
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B7 is V7 in the I-IV-V7 progression in the key of E.
B7G7 |
B7D7 |
B7A7 |
B7E7 |
B7C7 |
B7B7 |
B7 is the final of the easily fingered seventh chords.
Adding a seventh to a minor chord is similar to the process with a major, just drop the upper root down a whole step. The minor seventh chords do not have the strong dominant function of the seventh chords. Minor sevenths in ii7-V7-I progression work well. The minor seventh adds color to the minor chord, and can occur anywhere a minor chord happens.
For A Minor Seventh, just lift the third finger from A Minor.
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In chord charts, A Minor Seventh shortens to Am7 or A-7
Abbreviated weave:
Am7Am |
Am7Em |
Am7Dm |
Am7G7 |
Am7D7 |
Am7A7 |
Am7E7 |
Am7C7 |
Am7B7 |
Lift the third finger from E Minor.
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Em7Am |
Em7Em |
Em7Dm |
Em7G7 |
Em7D7 |
Em7A7 |
Em7E7 |
Em7C7 |
Em7B7 |
Em7Am7 |
For Dm7, use the flat part of the first finger to bar the first fret on the first and second strings.
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Dm7G7 |
Dm7D7 |
Dm7A7 |
Dm7E7 |
Dm7C7 |
Dm7B7 |
Dm7Am7 |
Dm7Em7 |
Major seventh chords lower the top root one half step (one fret) instead of two. Abbreviate major seventh chords as Maj7, M7, or with a small triangle in hand written jazz parts. Major seventh chords usually occur on the first or fourth scale degree, so a IMaj7-IVMaj7-V7-IMaj7 progression would be typical for jazz playing.
Simply lift the first finger from a C chord to produce C Major Seventh
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Practice
CM7G7 |
CM7D7 |
CM7A7 |
CM7E7 |
CM7C7 |
CM7B7 |
CM7Am7 |
CM7Em7 |
CM7Dm7 |
Begin with the G chord and lower the first-string G to F#
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GM7G7 |
GM7D7 |
GM7A7 |
GM7E7 |
GM7C7 |
GM7B7 |
GM7Am7 |
GM7Em7 |
GM7Dm7 |
GM7CM7 |
Lower the second-string D to C# by barring all three notes with the flat of the first finger (or any convenient finger).
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DM7D7 |
DM7A7 |
DM7E7 |
DM7C7 |
DM7B7 |
DM7Am7 |
DM7Em7 |
DM7Dm7 |
DM7CM7 |
DM7GM7 |
Lower the a to g#
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AM7A7 |
AM7E7 |
AM7C7 |
AM7B7 |
AM7Am7 |
AM7Em7 |
AM7Dm7 |
AM7CM7 |
AM7GM7 |
AM7DM7 |
A significant milestone marking the transition from a novice player to an advanced beginner is the ability to play barred chords. Bars allow for chords such as F and Bb, and also allow the player access to the whole neck and not just the open position chords.
Before learning the barred chords, first work on a bar out of context. Begin higher on the neck, around the fifth fret or even higher and bar straight across with the first finger.
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This will be difficult at first until hand strength develops. Putting the second finger on top of the first finger for added strength might help at first. Keep working until all the strings ring clearly. Move the finger around the4 fretboard until hand strength is enough to play on the first fret.
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The first of the barred chords is F, always a great challenge to advanced beginners. F is essentially an E chord slid one fret up. The first finger plays the first fret on the first, second, and sixth strings.
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If the full chord is too difficult, try leaving out the bass notes
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For practice weaving exercises for this and subsequent chords, refer to the external table "Chord Weaving Level 0 Table."
Once F is established, the variations mirror the patterns from E and E Minor, with the bar covering more strings.
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Just as the F chord was shaped like an E chord slid up the neck, the next group of chords look like an A chord and variations slid up. The next chord is Bb.
For Bb, bar as in F and then bar the second, third, and fourth strings with the third finger.
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This will take some time to develop hand strength. Again, if this is too much, lave out the bass notes. Variations on Bb follow the same shapes as A.
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The huge advantage to knowing barred chords is that they can move anywhere to produce any chord. Simply sliding the E shaped chord F up one fret yields F# and its variants.
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Note that these forms are not the only way to play these chords. Because the same note appears on multiple strings, an advanced guitar player will know many different ways to play the same chord. One extreme example is the document "All Forms of the E Minor Chord," which shows an exhaustive list of the possible variants of just one chord. With F#m, for example on open form could be
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But with chords that are not natural on the guitar such as keys with flats or many sharps, just learning to move around the bar chords is a better way to fill in the more difficult chords.
The major seventh versions of the E shaped chord are
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The Major Seventh form of the E shaped chords bars with the first finger on two different frets for a pleasant sounding moveable chord.
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Take a glance at the tables
Major Chords up the neck with alternates
Minor Chords up the neck with alternates
paying attention to the open chords columns. If these chords are new, continuing here in the sequential order without all the variations is probably the best tactic. Just be aware that the picture of chords in sheet music are just approximations.
Sliding the Bb chord up one fret produces the B chord. Since B is the dominant in the key of E, the B chord and its variants are common.
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B has all the same patterns for variants as Bb did. Notice that this form of B7
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Is different than the B7 using open strings. The "correct" form to use would depend on what chords come before or after the B7. Whichever chord progression produces the least hand movement or cleaner voice leading is usually better, although the player may prefer the sound of one form over another.
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The last few groups showed how sliding bar chord shaped like E or A produces chords that are easy to remember. The chords based on sixth-string roots (F or F#) or second-string roots (Bb or B) on the first nor second fret are often more appealing than the open forms of the chords. Pushing these chords to the third fret is often not as appealing, though. Consider the E shaped chord on the third fret.
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Since the root is on the sixth string, this is just a variant of the G chord. This G chord is not as easy as the G learned early on, so why use it? This form may be appropriate later when playing rock music that uses power chords up the neck, but for working with other open chords, it is in an inconvenient place and more difficult to finger.
Two variants of G, however, did not appear in the earlier list, G minor and G Minor Seventh. These could work with barred chords in a pinch, but these forms are usually better.
G Minor
Bar the first three strings with the third finger, and mute the second string with the second finger.
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G Minor Seventh
This moveable form of Gm7 is probably the best to learn first.
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Just as the E shaped chords and the A shaped chords move up the neck nicely, chords shaped like a D chord can also bar and move up the neck. The most common of these is Eb.
Bar the first and third strings with the third finger.
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D shaped chords use the similar shapes as D.
Barred with third finger
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Barred second finger
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The D shaped chords are less elegant than the A or E shapes, so they occur less often. Eb is typically the only chord regularly played in this form, other than E Major Seventh
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C minor is a difficult chord, but important since chords based on C are so common. The open position version is unsatisfying because both E strings need to be muted.
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The third fret A minor shape of this chord is often easier to play, but is far from the other open chords.
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A workable open form of C minor seventh is possible, but not recommended. Instead use the barred form when possible.
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The C chord may also bar and shift higher, although this is a difficult process. The C#/Db chord is one form that often calls for the C shaped version.
The f on the sixth string is possible to bar, but does not sound good as a bass note in most circumstances. The alternative to this difficult fingering is to play an A form on the fourth fret, but that is far from the other open chords.
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The minor form of Db is the open C minor chord shifted up into a moveable version.
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The seventh form is also moveable and quite useful.
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Uses a bar
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The beginning of the lesson started with five open chords. Each of these shifted up the neck into forms that are moveable. The last chord to shift up is the G chord. G shifted up is Ab (or G#).
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While this fingering is certainly possible for some players, the stretch to the fourth finger is difficult for most, so mute the top string and use these fingers.
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At this point, all the major chords are playable. The level 0 chord weaving was useful at first, but usually becomes tiresome long before now (you probably gave up doing those long ago). Now, with all the major forms learned, access the Level 1 chord weaving section to practice the chords in a more meaningful sequence, the circle of fifths. The circles of fifths and fourths ingrain many of the common chord changes found in Western music.
Uses the same shape as G minor, shifted up.
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At this point, all minor chords are presented. Access the Chord Weaving level 2 for exercises using major and minor chords around the circle of fifths.
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At this point, all seventh chords are presented. Access the Chord Weaving Level 3 for exercises using seventh chords around the circle of fifths. The tables for level three also contain patterns for other chord forms as they complete.
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At this point, all major and minor seventh chords are presented and ready to work on the Chord Weaving Level 3 Table.
Before moving on to diminished and augmented chords, take some time to play through some common chord progressions that use the chords learned so far.
Begin with
This section shows all the basic relationships essential to Western music. Work the sections on major chords, natural minor chords, and seventh chords, both major and natural minor. The other sections, up the neck, harmonic minor, and melodic minor (with their respective sevenths) come later. These support tables do not have fingerings, though. The numbers in those cells refer to the fret number. Typically chords forms do not include fingerings, but just have a large dot and the player figures out the fingerings.
After I-IV-V relationships are ingrained, work on substituting the minor ii for IV, jazz style in the section
Then work some of the common four chord patterns popular in many songs.
I-iii-ii-V-I Chord Progression
I-V-vi-iii-IV Chord Progression
Finally, work and memorize the 12 Bar Blues Chord Progression, a staple for rock and roll music.
So far, all the chords build on the root, third, fifth, and seventh of the scales. Other notes of the scale can add to the mix also. In fact, before reaching this point, you have probably come across lots of other chords. The sequence of chords so far has been in the order that they evolve naturally.
The scale degrees not considered part of the basic chords are the second, fourth, and sixth scale degrees. These may also have the labels ninth, eleventh, and thirteenth, respectively. In the C scale two octaves, for example,
cdefgabcdefgab
d is the second note and also the ninth note
f is the fourth and also the eleventh, and
a is the sixth and also the thirteenth.
The most important way these other notes function is as suspension. In a suspension, the new note replaces one of the other chord tones.
The most common of these suspensions is the suspended 4, notated sus4, or just sus. Producing these are as simple as raising the third a half step. Refer to the table sus4.xls for all versions. The fingerings for the open forms are.
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D |
sus4 (Common) |
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Suspended fourth often resolve back to the I chord. Try the progression G-Csus4-C to see how the suspension delays the resolution aback to I in a pleasing manner.
Note that no minor version of suspended chords exists since the third is not in the chord. Amsus4 and Asus4 would be the same chord.
Suspended second chords (sus2) also replace the third of the chord, but with a second instead of a fourth.
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F#/Gb |
sus2 |
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① |
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③ |
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② |
② |
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C#/Db |
sus2 |
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① |
① |
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② |
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④ |
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Ab/G# |
sus2 |
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① |
① |
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③ |
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Eb/D# |
sus2 |
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① |
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Bb/A# |
sus2 |
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① |
① |
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① |
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③ |
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F/E# |
sus2 |
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Suspended seconds are common in the key of D, often accompanied by a sus4, in patterns such as D-Dsus4-D-Dsus2
Suspended sixth chord replace the fifth of the chord rather than the third. Unlike the other suspensions, since the sixth has a third which can be major or minor, two different versions of the chord exist. However, no chords with altered fifths and sus6 at the same tine would not exist; the chord symbol Cm7b5sus6 does not make sense since a fifth cannot use both lowered and removed by a suspension. (The minor 6th chords shown here are the ones with the same 6th as the major, useful with a melodic minor sale. Later chord charts will show a more typical lowered 6th that fits better with a natural minor scale.)
C |
sus6 |
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C |
msus6 |
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② |
③ |
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② |
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④ |
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G |
sus6 |
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G |
msus6 |
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① |
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② |
① |
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② |
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③ |
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③ |
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D |
sus6 |
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D |
msus6 |
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① |
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① |
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② |
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③ |
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③ |
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A |
sus6 |
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A |
msus6 |
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① |
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① |
① |
① |
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② |
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④ |
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E/Fb |
sus6 |
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E/Fb |
msus6 |
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x |
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① |
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② |
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③ |
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② |
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① |
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④ |
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B/Cb |
sus6 |
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B/Cb |
msus6 |
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x |
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① |
② |
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① |
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③ |
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② |
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③ |
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④ |
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F#/Gb |
sus6 |
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F#/Gb |
msus6 |
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① |
① |
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① |
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② |
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③ |
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② |
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③ |
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④ |
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④ |
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C#/Db |
sus6 |
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C#/Db |
msus6 |
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① |
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② |
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① |
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② |
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③ |
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③ |
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④ |
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④ |
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Ab/G# |
sus6 |
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Ab/G# |
msus6 |
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① |
① |
① |
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① |
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③ |
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② |
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④ |
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③ |
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④ |
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Eb/D# |
sus6 |
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Eb/D# |
msus6 |
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① |
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① |
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① |
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② |
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② |
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③ |
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③ |
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③ |
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④ |
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④ |
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Bb/A# |
sus6 |
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Bb/A# |
msus6 |
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x |
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x |
o |
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① |
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① |
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③ |
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③ |
③ |
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F/E# |
sus6 |
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F/E# |
msus6 |
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① |
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① |
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② |
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① |
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② |
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③ |
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Add chords are like suspensions, except that the added notes do not replace any other note, they just add to the mix. Add2 chords sometimes notate as add9, since the second scale degree and the ninth are the same note. In practice, add2 and add4 chords are mostly interchangeable with their suspended counterparts. The truly accurate add chords tend to have more awkward fingerings since finding fingerings that have a third and an added note at the same times can be challenging.
C |
add2 |
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C |
add4 |
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① |
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② |
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② |
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G |
add2 |
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G |
add4 |
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o |
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② |
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② |
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D |
add2 |
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D |
add4 |
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x |
o |
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x |
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① |
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① |
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② |
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② |
③ |
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④ |
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A |
add2 |
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A |
add4 |
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o |
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① |
② |
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① |
① |
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③ |
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④ |
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④ |
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E/Fb |
add2 |
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E/Fb |
add4 |
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② |
③ |
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① |
① |
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B/Cb |
add2 |
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B/Cb |
add4 |
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F#/Gb |
add2 |
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F#/Gb |
add4 |
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C#/Db |
add2 |
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C#/Db |
add4 |
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② |
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Ab/G# |
add2 |
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Ab/G# |
add4 |
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① |
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Eb/D# |
add2 |
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Eb/D# |
add4 |
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① |
① |
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Bb/A# |
add2 |
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Bb/A# |
add4 |
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① |
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① |
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① |
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① |
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③ |
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F/E# |
add2 |
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F/E# |
add4 |
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① |
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① |
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① |
① |
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① |
① |
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Chords with an added sixth notate with just a 6, and not add6. These chords are quite common and pleasant. Note that a 6 chord and a relative m7 chord are the same notes. C6 is cega, and Am7 is aceg. Chords with an added sixth may be major or minor, just as with suspension. The minor sixth version here would be appropriate for melodic minor or Dorian more. The minor sixth appropriate for natural minor comes later. 6 chords often follow seventh chords in pattern like D-Dmaj7-D6-DMaj7-D, using the chord forms for voice leading purposes.
C |
6 |
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C |
m6 |
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① |
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① |
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② |
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④ |
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G |
6 |
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G |
m6 |
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② |
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③ |
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② |
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③ |
④ |
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D |
6 |
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D |
m6 |
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x |
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① |
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A |
6 |
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A |
m6 |
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o |
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o |
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① |
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① |
① |
① |
① |
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② |
③ |
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E/Fb |
6 |
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E/Fb |
m6 |
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① |
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② |
③ |
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② |
③ |
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B/Cb |
6 |
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B/Cb |
m6 |
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① |
② |
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① |
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③ |
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③ |
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F#/Gb |
6 |
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F#/Gb |
m6 |
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① |
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① |
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② |
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③ |
③ |
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C#/Db |
6 |
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C#/Db |
m6 |
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① |
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② |
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① |
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③ |
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② |
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④ |
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Ab/G# |
6 |
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Ab/G# |
m6 |
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x |
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① |
① |
① |
① |
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③ |
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② |
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④ |
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③ |
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③ |
③ |
③ |
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Eb/D# |
6 |
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Eb/D# |
m6 |
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① |
① |
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① |
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① |
① |
① |
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② |
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③ |
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④ |
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③ |
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Bb/A# |
6 |
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Bb/A# |
m6 |
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x |
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① |
① |
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① |
① |
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② |
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③ |
③ |
③ |
④ |
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③ |
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④ |
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F/E# |
6 |
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F/E# |
m6 |
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x |
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① |
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① |
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① |
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① |
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① |
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② |
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③ |
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④ |
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② |
③ |
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④ |
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Most of the chord forms presented already arrange so that the root of the chord is the lowest note. Consider the C Chord
x |
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o |
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o |
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① |
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② |
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③ |
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The sixth string on the C chord does not sound quite right playing the open e even though e is in in C chord. Plying the open e as the lowest note (the bass note) is the same chord in first inversion, notated with a slash to indicate the bass.
C/E
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Note that the bass note and the root note can refer to two different notes. The root of C/E is still C, but the bass is now E. Any note can serve as the bass note.
The most common bass note other than the root is the fifth. For the C chord, the second inversion is
C/G
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Alternating the root and fifth is essential for playing in folk style, and any genres influenced by folk such as rock and country. The typical pattern is to play the bass note, then strum the chord, alternating between the bass notes.
C (note) – C Chord - G (note) – C Chord (repeat)
Being able to pick apart the chords is the first step in getting away from simple strumming patterns and beginning some more interesting picking patterns. The pattern alternates the root and the fifth, so for G, the bass note becomes the open D string
G/D
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For D, the open A string
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Note that the standard A chord did include the A already, this just emphasizes the A as the bass.
So, a pattern using C, G, and D might go
G (note) – G Chord - D (note) – G Chord
C (note) – C Chord - G (note) – C Chord
D (note) – D Chord - A (note) – D Chord – (repeat all)
Knowing the /fifth chords is all keys gives the player more flexibility. The others are
A/E
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E/B
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F/C
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Bb/F
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F#/C#
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B/F#
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Eb/Bb
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Db/Ab
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Ab/Eb
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The variations on these chords including minor, seventh, major seventh, and minor seventh all use the same alternate bass for second inversion.
Any note can be the bass note of a slash chord. The most common alternate bass notes are the ones in the scale that matches the chord. (Anyone this far along with learning chords should already be well into the scale exercises also. Learning scales is essential for calculating complex chord forms.) For a root position C Chord, the group of notes in open position containing the scale is
e-----------------------------o-1-3- |
e-3-1-o----------------------------- |
b-----------------------o-1-3------- |
b-------3-1-o----------------------- |
g-------------------o-2------------- |
g-------------2-o------------------- |
d-------------o-2-3----------------- |
d-----------------3-2-o------------- |
a-------o-2-3----------------------- |
a-----------------------3-2-o------- |
e-o-1-3----------------------------- |
e-----------------------------3-1-o- |
The scale exercises appear horizontally, tablature style. For adding notes to chords, a vertical presentation makes more sense.
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To find the slash chord, substitute the bass note for the lowest root of the chord. Changing fingers may be necessary on the chord tones. The bass note should always be the lowest note played.
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Note that some of these note combinations are different spellings of other chords. For example, C/A is an Am7 chord.
Try walking the bass line down.
C (note) – C Chord - B (note) – C Chord
A (note) – C Chord - G (note) – C Chord
F (note) – C Chord - E (note) – C Chord
D (note) – C Chord - C (note) – C Chord
In the key of G, the added notes follow the G scale.
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And the key of D follows the D scale
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D/C# |
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D/G |
D/F# |
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For the other scales presented vertically, see the table vertical scale major
Try the following common bluegrass pattern in the key of G.
G (note) G Chord D (note) G Chord
G (note) G (note) A (note) B (note)
C (note) C Chord G (note) C Chord
C (note) C (note) B (note) A (note)
G (note) G Chord D (note) G Chord
G (note) G (note) F# (note) E (note)
D (note) D Chord A (note) D Chord
D (note) C (note) B (note) A (note)
(Repeat)
Notice that the last line has a C naturals and not a C sharp and would happen in a D chord. So, when in the key of G, do not use D/C#, instead use
D/C |
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The list of appropriate scales to match to the right chords is always in the chord progression documents. Check out the I-IV-V-I Chord Progression table to see the basics.
The Chord Weaving Level 3 exercise is a great way to ensure that the player has all the chords in a certain form in any key. Musically, though, chords tend to work together in certain groups. Understanding diatonic chords hinges on knowing the scales well. Most of the diatonic chords appear in the progressions above. For the triads, build the diatonic chords by taking each of the scale tones, taking a note a third above (skip a note in the scale), and then adding another note a third above that. Details on this process are in the music theory support document. So, in the key of C, the diatonic chords already presented are
I C ceg
ii Dm dfa
iii Em egb
IV F fac
V G gbd
vi Am ace
the chord built on the seventh scale degree has been noticeably absent so far. Following the patterns already established, the next chord would spell bdf. This is a combination unseen so far, neither major or minor. A triad built on two minor thirds is called a diminished triad. This chord is B Diminished, shortened to BDim or Bo in charts. So, completing the last row of the chart,
viio Bo bdf
Bo is the viio chord in the key of C. It requires muting of the third sting with the pinky.
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All the diminished chords in context are in the table "I-ii-iii-IV-V-vi-vii Chord Progression." This table also shows the scales that the chords build upon. Knowing scales is essential to chord building based on knowledge, and not just memorizing the pictures. Chord progressions follow around the circle of fifths, so the next group of chord is in the key of G.
I G gbd
ii Am ace
iii Bm bdf#
IV C ceg
V D df#a
vi Em egb
viio F#o f#ac
The viio chord in the key of G.
Mute the fourth string with the side of the third finger.
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Continuing around the circle of fifths, in the key of D, build viio on c#
The viio chord in the key of D.
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Continuing around the circle of fifths,
G# o |
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F oF#/Gb Relative |
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Memorizing the diminished chords can be difficult and is probably unnecessary for most players. The diminished chords in their open forms are awkward, and have muted strings that are difficult to remember. Instead of memorizing the diminished chords, spend more time on the seventh version, which can substitute in most cases.
Adding another note to the triads produces the diatonic seventh chords. In the key of C, the diatonic seventh chords already presented are
IMaj7 CMaj7 cegb
iim7 Dm7 dfac
iiim7 Em7 egbd
IVMaj7 FMaj7 face
V7 G7 gbdf
vim7 Am7 aceg
For the seventh, add an a to the bdf diminished triad. This chord is m7b5. Note that this is not a o7 chord. The o7 designation is a different chord that will come later. The label m7b5 happens because the spelling would be the same as a minor seventh chord with a lowered fifth. This chord is sometimes referred to as a half diminished seventh chord, and uses a circle with a slash in hand written jazz shorthand.
So, completing the chart for diatonic sevenths in the key of C,
viim7b5 Bm7b5 bdfa
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The diatonic seventh chords in the key of G are
IMaj7 GMaj7 gbdf#
iim7 Am7 aceg
iiim7 Bm7 bdf#a
IVMaj7 CMaj7 cegb
V7 D7 df#ac
vim7 Em7 egbd
viim7b5 F#m7b5 f#ace
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Finding the fingerings of the m7b5 chords are easier than the diminished. Just take the ii chord and put the root of the new chord in the bass. So, F#mb5 is just Am (ii) with an F# bass.
The diatonic seventh chords in the key of D are
IMaj7 DMaj7 df#ac#
iim7 Em7 egbd
iiim7 F#m7 f#ac#e
IVMaj7 GMaj7 gbdf#
V7 A7 ac#eg
vim7 Bm7 bdf#a
viim7b5 C#m7b5 c#egb
C#m7b5
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For other keys,
G# m7b5 |
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Eb/D# m7b5 |
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Bb/A# m7b5 |
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F/E# m7b5 |
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C m7b5 |
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G m7b5 |
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Lift the center of the bar |
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D m7b5 |
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A m7b5 |
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E/Fb m7b5 |
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The best way to learn the chords based on vii is in context. First check out the chord basic progression in the exercise
I-ii-iii-IV-V-vi-vii Chord Progression
The learned chords so far are enough to play the sections on major, natural minor, and their respective sevenths. The rest will come later, but feel free to dive in if this is something that helps you.
Then work on the progressions that cycle in fourths (jazz style)
I-IV-vii-iii-vi-ii-V-I Chord Progression
And in fifths (classical style)
I-V-ii-vi-iii-vii-IV-I Chord Progression
Finally, for a more robust workout, spend a lot of time on Chord Weaving Level 4. These are exercises based on fourths, but containing all the possible chord pairs.
For the sake of completeness, all the chords so far have been in open form or near the first fret. But the moveable forms already learned in chords such as F, Bb, Ab, Eb, and Db, can easily slide up the neck to play any chord in multiple positions.
Open the table Major Chords up the neck with alternates
First take a look at the patterns in the left most column groups. These contain the notes in the chords but extended across the entire fretboard. Numbers here indicate frets and not fingering (unless you have 20 fingers) For C,
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Any combination of notes that contains c, e, and g is a C chord. These charts are similar to the scale exercises that encourage vertical playing, except that the fretboard lays out vertically, as is typical of chord representation.
Now look at the next column group, marked Open Shapes. The first should be familiar, the C chord learned early on. But below are alternate forms of C for different situations. For example,
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Makes the chord brighter by adding a high g on the first string.
Now, skip two column groups and look at the forms marked A Shape.
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This pattern should be familiar, as it is just the Bb chord slid up two frets. The fingering would be the same.
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This is a C chord, just in a different place. This shape is one of the two big rock shapes for playing up the neck, along with the E shape. Practice sliding this shape up and down, all the way to the 12th fret. The root for the chord will be whatever note is on the fifth string. Theoretically, this one form could play all the major chords in a song.
Now, look at the next column group.
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This shape should be familiar as the moveable G shaped used in the Ab chord, and the fingerings are the same. The 5th in the rightmost column indicates the fifth fret
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This chord is difficult, so pay more attention to the next chord up the neck, C in E Shape, fingered like an F chord.
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The root of the E shape is the note on the sixth string. The E shape and A shape are essential to rock playing. Work these chords until they are clean up and down the neck, and so that you know which chords are in which positions. Check out the section on Power Chords for variations easier to play on electric.
The next shape to practice is the D shape, fingered like an Eb chord
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D shaped chords happen occasionally in rock as a power chord, but much less than E or A shapes.
The final of the shifted neck chords is the C shape, fingered like a Db chord.
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This form is rare in rock, but useful in jazz.
Since the Moveable C Shape is so far up the neck to be difficult on an acoustic, an alternate was back on the first fret.
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Three other forms, the Moveable Bb Shape, the Moveable F shape, and the Moveable Alternate E shape are best left for later. Except for the Moveable C shape, all the other forms should be just transpositions if chords already known.
The huge advantage to the moveable versions of the chord is that forms in different keys are just the same patterns slid around. For example, consider the key of G.
In G, the E shaped chord is on the third fret, and overlaps the open form.
G Full Pattern |
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Just as with the C chord, the D shaped chord is just above the E shaped chord, followed by the C Shaped chord. (All of these are G chords. The letters indicate the shape.)
Open |
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C Shape |
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A Shape |
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The key of C ended with the C shaped chord, but in G the A Shaped chord continues. Then the octave ends with the G shaped chord, an octave up from open G.
Practice starting on the open forms and moving up the neck sequentially. Use a metronome, just like a scale exercise.
These patterns cycle for all chords. In D, for example, The C form follows the open form and then the pattern continues as before.
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15 |
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Refer to the table "Major Chords up the neck with alternates" for all major forms.
The advantage to knowing all the chord forms is that in chord progressions up the neck, vertical movement is not as necessary. Consider these excerpts from the I-IV-V Chord Progression table. As a comparison, start with the key of C. The basic pattern is simple enough C-F-G-C.
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This same pattern translates to the third position as
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And up the neck in fifth position
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In eighth position
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In tenth position
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And in twelfth position
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The external table covers the other positions as well, but these positions call for the rarely played versions of the major chords. Players drawn to this style playing should experiment with all of the forms. For most players, knowing the five basic forms is sufficient.
These forms only need learning once as they easily transpose into other keys. Just find the root of the new key and move the chord forms to the appropriate place, as outlined in the previous section. For example, since the tonic G chord in the key of G is in open E position on the third fret, the I-IV-V progression in G in the third position mirrors C in eighth positions.
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Then just move other chords around using the same relationships.
Refer to the tables Minor Chords up the Neck with Alternates.
Notice that the tables for the minor chords begin with A Minor rather than C Minor. A Minor is relative to C Major, so organizing the tables this way makes more sense. Also notice that another set of rows precedes the actual chord forms. This set of rows shows all the chord tones within reach in any position.
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5 |
These notes provide the basis for the alternate versions of the chord. When learning the chords for the first time, skip over these and look at the highlighted version below.
The fingerings for the minor chords that are similar to the five basic major shapes are covered previously.
Moveable E Shaped Minor chords finger like F# Minor.
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① |
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④ |
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Moveable A Shaped Minor chords finger like B Minor.
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Moveable D Shaped Minor chords finger like Eb Minor.
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Moveable C Shaped Minor chords finger like Db Minor
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Moveable G Shaped Minor chords finger like Ab Minor
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③ |
③ |
③ |
Notice that the Minor Chords document has more column groups than the one based on major chords. Some of these column groups have no entries. For example, the A minor chord has no notes on the fourth fret, so no true A Minor in fourth position exists. When playing in fourth position, shift either up or down to the third or fifth position chords. This and future documents no longer refer to chord shapes because the shapes do not hold up for more complex chords. The document column groups refer to position only.
Notice also that minor chords have more alternate fingerings than the major chord chart. E Minor is particularly fruitful because so many open string notes occur for E Minor. Take a look at the informational table All Forms of the E Minor Chord for over 100 ways to play E Minor. This table is not meant to be memorized—the takeaway for this exercise is simply to understand that no series of pictures could represent all the different ways of playing guitar chords. Knowing the fretboard is essential to choosing the correct chord form for the situation.
In chord progressions, the five already learned shapes hold up well when the minor chord is on vi. Access the document I-vi-IV-V-I Chord Progression. Use the key of C for reference.
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vi |
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1 |
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The progressions built on the five most used shapes flow well for the first three of the forms.
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As written, the form based on 10 would require a new chord shape for vi.
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Learning the new form is certainly possible, but not always necessary. An easier method might be to shift down a position for the vi chord.
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Shifting up is also a possibility
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14 |
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Similarly, in the 12th fret, the vi chord holds well, but the IV chord could shift from
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14 |
14 |
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14 |
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14 |
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15 |
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15 |
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15 |
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15 |
To the more basic shape
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12 |
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12 |
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12 |
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12 |
12 |
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12 |
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12 |
12 |
12 |
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13 |
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13 |
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13 |
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13 |
13 |
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14 |
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14 |
14 |
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14 |
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14 |
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15 |
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15 |
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15 |
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15 |
This shift produces a chord not only easier to play, but also having the chord root as the bass note. The charts for chord progressions default to the least position shifting, but in actual practice moving the hand position may be a better option.
Unfortunately, minor chords on ii do not fit the five basic patterns as well, and require either learning the other patterns of shifting.
Refer to the table ii-V-I Chord Progression. For reference, in C
ii |
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V |
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I |
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x |
o |
o |
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o |
o |
o |
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x |
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o |
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o |
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1 |
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1 |
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2 |
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2 |
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2 |
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3 |
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3 |
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3 |
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3 |
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In third position, the chart reads
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x |
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3 |
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3 |
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3 |
3 |
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3 |
3 |
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3 |
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4 |
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5 |
5 |
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5 |
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5 |
5 |
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5 |
5 |
5 |
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6 |
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The shift to a more basic form is the same as in the previous section
x |
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x |
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2 |
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3 |
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3 |
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3 |
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3 |
3 |
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3 |
3 |
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3 |
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4 |
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5 |
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5 |
5 |
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5 |
5 |
5 |
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The fifth position does not require a shift
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x |
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5 |
5 |
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5 |
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5 |
5 |
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5 |
5 |
5 |
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6 |
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7 |
7 |
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7 |
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7 |
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7 |
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8 |
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8 |
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8 |
The seventh position
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x |
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7 |
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7 |
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8 |
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8 |
8 |
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9 |
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9 |
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10 |
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10 |
10 |
10 |
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10 |
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10 |
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Might work better with a shift on 1, as in the previous example.
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7 |
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7 |
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7 |
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7 |
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8 |
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8 |
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8 |
8 |
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9 |
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9 |
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10 |
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10 |
10 |
10 |
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10 |
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10 |
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8th position might work better with a shift on V, from
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x |
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x |
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x |
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8 |
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8 |
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8 |
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8 |
8 |
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9 |
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9 |
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10 |
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10 |
10 |
10 |
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10 |
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10 |
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10 |
10 |
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To
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x |
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7 |
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7 |
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7 |
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8 |
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8 |
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8 |
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8 |
8 |
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9 |
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9 |
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10 |
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10 |
10 |
10 |
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10 |
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10 |
10 |
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But, actually works better using a V7
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x |
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x |
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x |
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8 |
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8 |
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8 |
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8 |
8 |
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9 |
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9 |
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10 |
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10 |
10 |
10 |
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10 |
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10 |
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10 |
10 |
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10th and 12th position work well as is
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x |
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10 |
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10 |
10 |
10 |
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10 |
10 |
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10 |
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10 |
10 |
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12 |
12 |
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12 |
12 |
12 |
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12 |
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12 |
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13 |
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12 |
12 |
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12 |
12 |
12 |
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12 |
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12 |
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12 |
13 |
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13 |
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13 |
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14 |
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14 |
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14 |
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15 |
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15 |
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15 |
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15 |
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The seventh chords follow the same fingering patterns as their counterparts.
Moveable E Shaped Seventh chords finger like F# Seventh. |
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7 |
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Maj7 |
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m7 |
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x |
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① |
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① |
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① |
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① |
① |
① |
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② |
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① |
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① |
① |
① |
① |
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③ |
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③ |
④ |
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② |
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② |
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Moveable A Shaped Seventh chords finger like B Seventh. |
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① |
① |
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① |
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① |
① |
① |
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① |
① |
① |
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① |
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① |
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② |
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② |
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③ |
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③ |
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③ |
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③ |
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③ |
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Moveable D Shaped Seventh chords finger like Eb Seventh. |
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① |
① |
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① |
① |
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① |
① |
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② |
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② |
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② |
② |
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③ |
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④ |
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③ |
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④ |
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Moveable C Shaped Seventh chords finger like Db Seventh. |
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x |
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① |
① |
① |
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① |
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① |
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① |
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② |
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③ |
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③ |
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④ |
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④ |
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② |
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③ |
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④ |
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Moveable G Shaped Seventh chords finger like Ab Seventh. |
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x |
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① |
① |
① |
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① |
① |
① |
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② |
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③ |
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③ |
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② |
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④ |
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④ |
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② |
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③ |
③ |
③ |
③ |
One of these chord forms is new, the minor seventh in C Shape.
x |
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① |
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① |
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② |
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③ |
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④ |
This chord is simpler leaving out the fifth.
x |
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x |
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① |
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① |
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② |
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③ |
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Each of these chord types has its own set of tables in the section on chord types.
The sections
Now all the chords are in play.
For sevenths and other more complicated chords, only the basic forms appear in the table. Create your own alternate versions by adding notes form the Chord Notes Within Reach rows that precede the chords.
Revisit the Chord Progressions worked previously, working now on the versions up the neck.
I-iii-ii-V-I Chord Progression
I-V-vi-iii-IV Chord Progression
12 Bar Blues Chord Progression
As the lessons proceed to the more complex chords with all of their variations, memorizing chord forms becomes more and more challenging. Instead, emphasize learning how to create chords from scales, and what simple chords can substitute for more complex chords.
The chords based on viio are a good example. Previous analysis showed how the diminished chords were difficult and awkward, and that substituting m7b5 for diminished was often easier since m7b5 is just I chord with the seventh scale degree added. This pattern continues up the neck. But an even easier substitution for diminished is the fully diminished chord.
The fully diminished chord (o7) is not diatonic to the major scale. The chord forms from the harmonic minor scale, with its raised seventh. So, in the A Minor Harmonic scale, g#o7 would spell g#-b-d-f. This is an interesting chord in that all the intervals of the chord are minor thirds. This means the chord is symmetrical. Any of the notes in the chord could be the root. For example, spell and arrange the chord this way, b-d-f-Ab, and the chord becomes Bo7. All the notes are the same, so it is essentially the same chord. The other variations are d-f-ab-cb and e#-g#-b-d (An alternate spelling would be f-Ab-Cb-Ebb. The Ebb is not a typo, just the note D spelled strangely.)
Because one set of note is four chords, only three diminished seventh chord note groups exist. The one above, and
a#-c#-e-g, with any alternate spellings or arrangements, and
a-c-eb-gb, with any alternate spellings or arrangements.
All the diminished seventh chords up the neck work off these two basic chord forms,
x |
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① |
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③ |
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④ |
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① |
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① |
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① |
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② |
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③ |
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④ |
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On the second chord, either of the notes on the fifth or sixth strings could be the bass,
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x |
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① |
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① |
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① |
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① |
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① |
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② |
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② |
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③ |
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④ |
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③ |
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④ |
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And variations on the first form provide different bass notes
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① |
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① |
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① |
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① |
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① |
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② |
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② |
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② |
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③ |
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④ |
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② |
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③ |
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③ |
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④ |
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④ |
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Simply slide one of these forms into the proper place depending on the surroundings. Here viio7 substitutes for V in the I-IV-V-I progression
I |
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IV |
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viio7 |
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And up the neck in fifth position |
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In eighth position
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In tenth position |
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And in twelfth position |
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The open position chords are simply variations on the same two forms, but with open strings.
C# |
o7 |
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G# |
o7 |
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Consider adding the 4
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(4) |
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D# |
o7 |
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Bb |
o7 |
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F |
o7 |
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C |
o7 |
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G |
o7 |
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D |
o7 |
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A |
o7 |
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E |
o7 |
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B |
o7 |
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F# |
o7 |
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o |
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① |
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Revisit these exercises, but substitute viio7 for whatever chord is in the vii slot.
I-ii-iii-IV-V-vi-vii Chord Progression
I-IV-vii-iii-vi-ii-V-I Chord Progression
I-V-ii-vi-iii-vii-IV-I Chord Progression
While the o7 chords are easier to grasp, they are technically not 100% accurate for major keys. Eventually the accomplished jazz artist will need to learn the viim7b5 forms up the neck. The complete list is on the table m7b5.xls, but these shifts may be easier to start with for the five basic chord shapes.
I |
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IV |
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viim7b5 |
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I |
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In third position |
x |
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x |
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① |
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2nd |
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3 |
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3 |
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3 |
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3 |
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④ |
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5 |
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5 |
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5 |
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And up the neck in fifth position |
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5 |
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① |
5th |
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7 |
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8 |
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8 |
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In eighth position |
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8 |
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8 |
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8th |
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10 |
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④ |
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In tenth position, with a big stretch |
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And in twelfth position, shifted to match the F. |
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12th |
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13 |
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14 |
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15 |
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15 |
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15 |
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Diminished chords without a seventh up the neck are in the file o. Most of the time a o7 or a m7b5 works better than a diminished chord up the neck. A purist who wants to learn all the forms may do so, but this text will not supply the fingerings. As the chords get more complex, the fingerings may not be provided for all chords. Anyone who has gotten this far in the course probably has a good idea of where to put the fingers anyway.
Now revisit the chord progressions using 7 again, this time with the m7b5 chords in the appropriate places.
The concepts of playing up the neck was unknown at the introduction of suspended chords. These are the forms left out. More forms are in the Chord Forms section.
Moveable E Shaped Sus4 chords finger like F# Sus4.
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① |
① |
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③ |
③ |
③ |
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Moveable A Shaped Sus4 chords finger like B Sus4.
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① |
① |
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① |
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③ |
③ |
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④ |
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Moveable D Shaped Sus4 chords finger like Eb Sus4.
x
① |
① |
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③ |
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④ |
④ |
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Moveable C Shaped Sus4 chords finger like Db Sus4
x |
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x |
① |
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② |
② |
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④ |
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Moveable G Shaped Sus4 chords finger like Ab Sus4
|
x |
① |
① |
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x |
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② |
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④ |
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The remaining chord forms are in the table sus4
Moveable E Shaped Sus2 chords finger like F# Sus2.
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x |
x |
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① |
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③ |
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② |
② |
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Moveable A Shaped Sus2 chords finger like B Sus2.
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① |
① |
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① |
① |
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③ |
④ |
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Moveable D Shaped Sus2 chords finger like Eb Sus2.
x
① |
① |
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① |
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③ |
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④ |
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Moveable C Shaped Sus2 chords finger like Db Sus2
x |
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① |
① |
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x |
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② |
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④ |
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Moveable G Shaped Sus2 chords finger like Ab Sus2
|
① |
① |
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x |
x |
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③ |
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④ |
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The remaining chord forms are in the table sus2
Moveable E Shaped Sus6 chords finger like F#Sus6. |
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sus6 |
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msus6 |
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x |
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x |
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x |
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① |
① |
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① |
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② |
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③ |
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② |
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③ |
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④ |
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④ |
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Moveable A Shaped Sus6 chords finger like BSus6 adapted. |
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x |
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x |
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x |
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x |
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① |
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① |
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② |
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③ |
③ |
③ |
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③ |
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④ |
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Moveable D Shaped Sus6 chords finger like EbSus6.
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x |
x |
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① |
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① |
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① |
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② |
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② |
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③ |
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③ |
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③ |
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④ |
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④ |
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|||||||||||||||||||||
Moveable C Shaped Sus6 chords finger like DbSus6
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|||||||||||||||||||||||||||
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x |
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x |
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x |
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o |
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|||||||||||||||
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① |
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② |
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① |
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② |
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|||||||||||||||
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③ |
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③ |
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④ |
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④ |
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Moveable G Shaped Sus6 chords finger like AbSus6 |
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|||||||||||||||||||||||||||
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||||||||||||||||||||||||||||
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x |
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x |
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x |
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||||||||||||||||
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① |
① |
① |
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|||||||||||||||
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③ |
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① |
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|||||||||||||||
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④ |
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② |
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③ |
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④ |
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|||||||||||||||
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||||||||||||||||||||||
The remaining chord forms are in the table sus6
|
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|||||||||||||||||||||||||||||
Moveable E Shaped Add chords finger like F# Add Chords. |
||||||||||||||
Add2 |
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Add4 |
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||||||
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x |
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② |
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① |
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④ |
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③ |
③ |
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① |
① |
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① |
① |
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③ |
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④ |
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||||||
Moveable A Shaped Add chords finger like B Add adapted. |
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||||||
x |
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x |
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x |
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x |
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① |
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① |
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① |
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② |
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③ |
④ |
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③ |
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④ |
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||||||
Moveable D Shaped Add chords finger like Eb Add.
|
||||||||||||||
x |
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x |
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① |
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① |
① |
① |
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② |
③ |
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③ |
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③ |
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④ |
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④ |
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||||||
Moveable C Shaped Add chords finger like Db Add |
||||||||||||||
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||||||
x |
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x |
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① |
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① |
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① |
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② |
② |
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② |
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③ |
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③ |
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④ |
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④ |
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||||||
Moveable G Shaped Add chords finger like Ab Add |
||||||||||||||
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||||||||||||
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x |
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x |
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① |
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① |
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① |
① |
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② |
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② |
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③ |
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③ |
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④ |
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④ |
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|
The remaining chord forms are in the tables add2 and add4
Moveable E Shaped 6 chords finger like F# 6. |
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||||||||||||||||||||||||||||
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||||||||||||||||||||||||||||
|
6 |
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m6 |
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x |
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x |
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x |
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① |
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① |
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② |
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③ |
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② |
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③ |
③ |
③ |
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④ |
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Moveable A Shaped 6 chords finger like B 6 adapted. |
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x |
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① |
① |
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① |
① |
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|||||||||||||||
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② |
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③ |
③ |
③ |
④ |
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③ |
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④ |
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|||||||||||||||||||||
Moveable D Shaped 6 chords finger like Eb 6. |
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||||||||||||||||||||||||||
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x |
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x |
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|||||||||||||||
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① |
① |
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① |
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① |
① |
① |
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||||||||||||||||
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② |
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③ |
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④ |
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③ |
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|||||||||||||||
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|||||||||||||||||||||
Moveable C Shaped 6 chords finger like Db 6 |
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|||||||||||||||||||||||||
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x |
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x |
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x |
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o |
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|||||||||||||||
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① |
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② |
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① |
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② |
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|||||||||||||||
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③ |
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③ |
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|||||||||||||||
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④ |
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④ |
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|||||||||||||||||||||
Moveable G Shaped 6 chords finger like Ab 6 |
|
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|||||||||||||||||||||||||||
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||||||||||||||||||||||||||||
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x |
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x |
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x |
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||||||||||||||||
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① |
① |
① |
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|||||||||||||||
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③ |
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① |
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|||||||||||||||
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④ |
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② |
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③ |
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④ |
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|||||||||||||||
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|
||||||||||||||||||||||
The remaining chord forms are in the tables 6 and m6
Like diminished seventh chords, augmented chords do not occur naturally in the major scale. They are a product of the harmonic minor scale, as later analysis will show. Augmented chords are major chords with a raised fifth. Augmented triads have an unhinged sound since they are symmetrical chords, like the diminished seventh.
Augmented chords are a good substitute for a dominant V chord. They also can serve as a pivot chord for a key change, as the really do not belong in any key.
All the intervals in an augmented chord are a major third. Consider C+, ceg#. The interval from c to e is a major third. The interval from e to g# is a major third. Also, the interval from g# to the c above it is a major third. So, rearranging the chord notes produces the same chord. Putting g# as the root still yields the augmented chord, although the enharmonic spelling Ab-c-e is more appropriate. Starting with e, e-g#-b# is the same chord. Thus, only four unique augmented chords exist.
c-e-g#
db-f-a
d-f#-a#
eb-g-b
All the other augmented chords are simply arrangements of the previous ones.
Augmented chords use the + symbol, or, sometimes, aug.
Open form augmented chords.
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F/E# |
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Augmented chords for the standard positions up the neck are
A Shaped Position
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G Shaped Position
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E Shaped Position
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D Shaped Position
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C Shaped Position
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All the augmented chords are in the table +
Previous lessons showed how scale tones could add to form the basis of slash chords. The same process holds true for slash chords up the neck. But now with the added skills learned so far, consider how more than just alternate bass can add to the chord mix. The scale pattern for C major up the whole neck is
Any of these notes could add to the C chord.
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Check out the tables in Vertical Chords Major to calculate the slash chords for the other moveable forms. With twelve possible bass notes in every chord, providing fingering charts for every possible chord becomes counterproductive. No one could possibly memorize all those forms. Instead, careful study of the scales and arpeggios associate with the chords allows the player to produce his or her own fingerings.
The scales also continue into the chord. Try adding the scale tones further up the scale.
C |
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Cadd9 |
C |
Csus4 |
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Cmaj7 |
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C |
C6 |
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8 |
① |
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C |
Cadd9 |
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① |
8 |
① |
① |
8 |
① |
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8 |
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④ |
Knowing the scale tones allows for quick calculation of the add and sus chords without having to refer to any charts. Knowing the notes also allows for superimposing melodies onto chords. Start with the C chord on the bottom left and work down the scale backwards. This is the Christmas song "Joy to the World." To create melodies with chord changes, just insert the proper chords.
Diatonic chord theory culminates with the maddeningly complex world of the jazz chords. The basic concepts are simple enough. Chords build on the triads below them. So, a G triad plus a seventh is a G7, and then just add one more third up, gbdfa, to produce a ninth chord. (See the music theory document for a detailed explanation.)
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All the ninth chords are in the table 9. I have provided chord forms that work for me, but figuring out the fingerings from here on is up to you. The chord symbols from now on just have the fret number, without the circle. Better still would be to look at the Chord Notes within Reach section and create your own forms.
In the key of C, the ninth chord above based on G is the most common. The next most common would be a ninth chord built on c, spelled cegbd. This chord is not the same color as the ninth above--a Bb would occur for C9. This new chord is a Major 9th (Maj9)
C Maj9
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This open version of C Maj 9 is quite easy to play, but the versions up the neck sound better (as tends to be true for most of the more complex chords).
In the key of C, a Major ninth occurs also on the fourth, faceg.
All the ninth chords are in the table Maj9.
The ninth and major ninth chords are enough information to revisit the I-IV-V Chord Progression table. Work the section with sevenths, but substitute major ninths for major sevenths and dominant ninths for dominant sevenths.
A minor chord ninth is a minor seventh chord with a ninth added. The minor ninth occurs naturally on the sixth scale degree, in C, acegb
Am9
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4 |
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A minor ninth also occurs naturally on the second scale degree, bdfac.
All the minor ninth chords are in the table m9.
The third scale degree is a bit more problematic. The spelling egbdf is not a minor ninth because an f# would be necessary to keep all the same interval relationships. Since the 9th is lowered from the expected note, the interval is a b9. Chord nomenclature tries to avoid putting an altered note first (eb9 could mean an e chord with a ninth or an eb chord with a ninth). Instead, the first unaltered number comes first, in this case, the 7,
Em7b9
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All these chords are in the table m7b9.
The chord built on the seventh scale degree, bdfac, has none of the scale intervals so far. To calculate which notes are altered, always compare the chord to the dominant form.
A B9 chord would spell bd#f#ac#.
Since the d is not sharp, that makes the chord minor.
Since the f is not sharp, the chord has a b5 like the m7b5 chord.
The chord has an a, as expected, so the seventh is unaltered.
Since the c is not sharp, the ninth is lowered, b9.
The chord symbol starts with the root note, B, then the minor symbol, m, then the highest unaltered number, 7, then the altered tones in order from smallest to largest, b5 then b9, for a final chord of
Bm7b9b5
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All these chords are in the table m7b9b5.
Work on some of your favorite chord progression charts, but substitute the ninth chords for the seventh chords.
Just as ninth chords were just seventh chords with another third stacked on top, eleventh chords add a third to ninth chords. When calculating complex chords, always start with the dominant. In C, the dominant is on G. That is why so many of the chord exercises start on G. The key of C has no flats or sharps, so C tonic, G dominant is less confusing at first. G11 is gbdfac
G11
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(These are fret numbers, not fingers)
All these chords are in the table 11.
An eleventh chord based on the root would spell cegbdf in the key of C. This is the major 11th chord
C Maj11
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All these chords are in the table Maj11.
The chord built on the fourth scale degree adds a new wrinkle. In C, the eleventh chord built on f is facegb. To analyze this chord, compare it to the expected dominant chord, F11, spelled facEbgBb. (If you need help spelling your dominant chords, look at the theory pages or work the scales more.) Note by note,
F, the root
A, the third, is as expected, so no alterations necessary
C, the fifth, is as expected, so no alterations necessary
E, the seventh, is not the Eb expected. The way to notate a raise seventh is the Maj symbol
G, the ninth, is as expected, so no alterations necessary
B, the eleventh is not the Bb expected, it is higher. The notation for a raised 11th is #11
So, the chord symbol is FMaj9#11. The highest unaltered number replaces the 7.
FMaj9#11
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All these chords are in the table Maj9#11
The easiest to calculate minor eleventh chords build on the sixth scale degree, in C, acegbd
Am11
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A minor eleventh also occurs naturally on the second scale degree, bdface.
All these chords are in the table m11.
The chord built on the third scale degree is egbdfa. Instead of going through the whole process of analyzing the chord note by note, understand the eleventh chord inherits all the alterations of the ninth chord it builds on. The ninth chord built on the third scale degree is Em7b9. The 11th would be an a. The a is the expected note in e Mixolydian, so the 11th is unaltered. The 11 takes the place of the 7 in the previous chord since it is now the highest unaltered number.
Em11b9
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All these chords are in the table m11b9.
The 11th chord built on the seventh scale degree, bdface, inherits all the alterations from the ninth built on the same scale degree, Bm7b9b5. Since the e is unaltered relative to the E Mixolydian scale, the 11 replaces the 9.
Bm11b9b5
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All these chords are in the table m11b9b5.
Anyone attempting to create all the 11th chords from the tables will run into problems. The key of C was very forgiving, so the open position chords are not difficult. Moving up the neck or changing keys is problematic, though. Because the 11 chords have six notes, every string has to play, and some combinations are impossible. With very complex chords, the challenge is not adding more notes to the mix, but deciding which notes not to play.
When deciding which notes to leave out, try to retain notes based on the following order of importance.
1. Highest Number. So, for an 11b13 chord, the b13 is the most important.
2. Add notes. If the composer thought add4 was important, it probably is.
3. Altered 5th. A b5 or #5 needs to be heard.
4. Other altered tones. If they are important enough to notate, use them.
5. Slash bass notes, solo playing. For playing with a bass, omit the bass note for now.
6. Thirds or suspensions. To identify the color of the chord
7. 7ths. To further identify the color of the chord.
8. Root, solo playing. For playing with a bass, leave out the root for now.
9. Other chord tones besides fifth or root.
10. Unaltered 5th. An unaltered fifth is less important than the other notes.
11. Root or slash bass, playing with a bass. Do not interfere with the bass.
The final group of chords based on thirds are the thirteenth chords. Thirteenth chords are eleventh chords with another third put on top. Since the 13th chords have all the notes of the scale, no further diatonic chords based on stacks of thirds are possible. A theoretical 15th chord would just wrap around to the root tone again, so 15th chords do not exist. Also, since the 13th chords have seven notes, playing the entire chord on a standard guitar is impossible. At least one note must go.
The fully unaltered thirteenth chord in the key of C is G13, gbdface
G13
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This fingering omits the fifth. Many other fingerings are possible.
All these chords are in the table 13.
For the above process of naming chords, comparison to the Mixolydian scale, or the way the dominant chord spells, is essential for creating chord symbols. The following chart shows the reference notes for the most common thirteenth chords.
G |
13 |
g |
b |
d |
f |
a |
c |
e |
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D |
13 |
d |
f# |
a |
c |
e |
g |
b |
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A |
13 |
a |
c# |
e |
g |
b |
d |
f# |
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E |
13 |
e |
g# |
b |
d |
f# |
a |
c# |
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B |
13 |
b |
d# |
f# |
a |
c# |
e |
g# |
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F# |
13 |
f# |
a# |
c# |
e |
g# |
b |
d# |
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C# |
13 |
c# |
e# |
g# |
b |
d# |
f# |
a# |
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D# |
13 |
d# |
f# |
a# |
c# |
e# |
g# |
b# |
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Gb |
13 |
gb |
bb |
db |
fb |
ab |
cb |
eb |
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Db |
13 |
db |
f |
ab |
cb |
eb |
gb |
bb |
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Ab |
13 |
ab |
c |
eb |
gb |
bb |
db |
f |
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Eb |
13 |
eb |
g |
bb |
db |
f |
ab |
c |
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Bb |
13 |
bb |
d |
f |
ab |
c |
eb |
g |
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F |
13 |
f |
a |
c |
eb |
g |
bb |
d |
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C |
13 |
c |
e |
g |
bb |
d |
f |
a |
The 13th chord built on the first scale degree, cegbdfa, has one deviation from the chart above. The seventh is higher than expected. The Maj symbol indicates a major seventh.
CMaj13
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This fingering omits the fifth.
All these chords are in the table Maj13.
The thirteenth chord built on the fourth scale degree is facegbd. Both the seventh and the eleventh are higher than expected.
FMaj13#11
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This fingering omits the fifth.
All these chords are in the table Maj13#11.
The 13th chord build on the second scale degree, dfacegb, deviates from the expected dominant chord only in the third. The symbol for a lowered third is m, so the chord is Dm13.
Dm13
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This fingering omits the fifth.
All these chords are in the table m13.
The chord built on the sixth scale degree in C is acegbdf. This chord varies from the expected dominant in two places, the third is lowered and the thirteenth is lowered. Since the 13th is lowered, the 11 is the highest unaltered note, so the symbol is
Am11b13
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This fingering omits the fifth.
All these chords are in the table m11b13.
The chord built on the third scale degree is egbdfac. Three notes differ from the expected dominant, the third, ninth, and 13th are all lowered. After the m, the highest unaltered tone is the 11th. Then the other altered tones follow in numerical order, first the b9, then the b13 for
Em11b13b9
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1 |
1 |
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This fingering omits the fifth.
All these chords are in the table m11b13b9.
The 13th chord built on the seventh scale degree, bdfaceg, has four altered tones, lowered 3rd, 5th, 9th, and 13th. The highest unaltered tone is the 11th.
Bm11b9b5b13
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This fingering omits the seventh. Omitting the seventh is not optimal, but the only other options would be to put the g on the first string, which eliminates the important b5, or to put it on the sixth string, which is too low for the important altered note, and would make the chord sound too much like G7sus4.
All these chords are in the table m11b13b9.
The previous chord probably sounds better without the sixth string at all.
x |
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o |
o |
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1 |
1 |
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2 |
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|
|
Otherwise it sounds like some variant of an E minor chord. In fact, all of the fingerings shown so far for the more complex chords are not the ones typically used in practice. The fingerings above try to get as many notes as possible playing. This makes sense from a pedagogical perspective to teach which note go in which chords, but in practice these chords are difficult to play and memorize. Instead, jazz players use chord substitutions to play the important notes in the chords while allowing for some flexibility in playing.
Complex chords can be difficult to calculate quickly, and when reading music, the amount of time is minimal. A quick method of playing something without stopping is just to play the underlying seventh chord. In major keys, the underlying seventh chord is a dominant seventh (7) on the fifth scale degree, a major seventh chord on the first and fourth scale degree, a minor seventh on the second, third, and sixth scale degrees, and a m7b5 on the seventh scale degrees. A fully diminished seventh chord (o7) is often easier to grab quickly for those still learning their m7b5 forms. Knowing which scale degree the chord builds on is not necessary when sight reading, just look at the chord symbol. A quick substitute for Gm11b13b9 could be Gm7. The following chart shows the substitutions.
Degree |
7th |
9th |
11th |
13th |
1 |
Maj7 |
Maj9 |
Maj11 |
Maj13 |
2 |
m7 |
m9 |
m11 |
m13 |
3 |
m7 |
m7b9 |
m11b9 |
m11b13b9 |
4 |
Maj7 |
Maj9 |
Maj9#11 |
Maj13#11 |
5 |
7 |
9 |
Maj7 |
13 |
6 |
m7 |
m9 |
m11 |
m11b13 |
7 |
m7b5 |
m7b9b5 |
m11b9b5 |
m11b9b5b13 |
A slightly better substitution would be to add the important color note to a triad. A quick substitution for a ninth chord is to simply use an add2 chord (sometimes called add9). The add2 chord contains the important ninth note, but omits the seventh. The add 2 chord works on the first, fourth, and fifth scale degrees, although on the fifth degree that missing seventh is not as satisfying, so the full ninth chord might be worth learning.
For the second on sixth scale degrees, a minor add2 chord would be necessary. For the third scale degree, the chord would need to be maddb2. For the seventh, the chord would be mb5add2. (Some of these later substitutions might be just as difficult as learning the full ninth chord, so time might be better spent there.)
All these chords are in the charts add2, madd2, maddb2, mb5addb2.
The process continues for 11th and 13th chords. An add4 substitutes for an 11th chord and a sixth chord substitutes for the 13th chord. Whenever the 11th or 13 is altered, the added note also needs alteration.
9th |
11th |
13th |
||
1 |
add2 |
add4 |
6 |
|
2 |
madd2 |
madd4 |
m6 |
|
3 |
maddb2 |
madd4 |
maddb6 |
|
4 |
add2 |
madd#4 |
6 |
|
5 |
add2 |
add4 |
6 |
|
6 |
madd2 |
madd4 |
maddb6 |
|
7 |
mb5addb2 |
mb5add4 |
mb5addb6 |
Again, most of these substitutions work fairly well, less so on the fifth and seventh scale degrees. All of these chord forms are in their respective chord charts.
The Complex Chord Building Formula showed that the root of the chord is ironically one of the least important notes in very complex chords. Other players in the band are probably covering the root, and even in solo playing, the brain will fill in the root because of the context of the chord progression and psychoacoustic phenomena (see the theory document for a discussion of psychoacoustics).
So, a systematic method of leaving out the root produces a substitution system that is easy to learn. For a ninth chord, just substitute a seventh chord built on the third of the ninth chord, this leaving out the root. For the CMaj9 chord built on I, the substitute would be Em7. The color of the seventh chord depends on its position in the scale, as follows, shown in general form and then in C.
9th |
7th substitution |
9th |
7th substitution |
||||
I |
Maj9 |
iii |
m7 |
C |
Maj9 |
E |
m7 |
ii |
m9 |
IV |
Maj7 |
D |
m9 |
F |
Maj7 |
iii |
m7b9 |
V |
7 |
E |
m7b9 |
G |
7 |
IV |
Maj9 |
vi |
m7 |
F |
Maj9 |
A |
m7 |
V |
9 |
vii |
m7b5 |
G |
9 |
B |
m7b5 |
vi |
m9 |
I |
Maj7 |
A |
m9 |
C |
Maj7 |
vii |
m7b9b5 |
ii |
m7 |
B |
m7b9b5 |
D |
m7 |
The root of the substitution chord is not a true root, but rather a quick way to calculate a substitution. Chord voicings should not feature this new root as a bass note. For example, the Em7 chord substitution for CMaj9 will not sound right with the e played on the open sixth string. The open sixth string is too strong as a root tone. Instead, the e should be in the upper stings, and the lower stings should perhaps be muted to avoid confusion.
All of these chord forms are in their respective chord charts.
The process of eliminating the root could continue for eleventh and thirteenth chords. Eliminating the root of the eleventh chord leaves the underlying ninth chord. Eliminating the root of the thirteenth chord leaves the underlying eleventh chord
11th |
9th substitution |
13th |
11th substitution |
||||
I |
Maj11 |
iii |
m7b9 |
I |
Maj13 |
iii |
m11b9 |
ii |
m11 |
IV |
Maj9 |
ii |
m13 |
IV |
Maj9#11 |
iii |
m11b9 |
V |
9 |
iii |
m11b13b9 |
V |
Maj7 |
IV |
Maj9#11 |
vi |
m9 |
IV |
Maj13#11 |
vi |
m11 |
V |
Maj7 |
vii |
m7b9b5 |
V |
13 |
vii |
m11b9b5 |
vi |
m11 |
I |
Maj9 |
vi |
m11b13 |
I |
Maj11 |
vii |
m11b9b5 |
ii |
m9 |
vii |
m11b9b5b13 |
ii |
Maj11 |
All of these chord forms are in their respective chord charts.
The no root substitution for 11th and 13th chords sound good, but they are still very complex. Four notes combinations seem to work best on the guitar for most players, and these substitutions still have five or six notes.
A quick solution might be to also leave out the third, building seventh chords on V. Unfortunately, the third is too important a note to leave out, and chords built on the fifth have too strong a dominant function to serve as substitutes. Instead, take the remaining notes and build a suspension based on the third above, as before. For example, the eleventh chord built on I in C is cegbdf. Leaving out the c gives egbdf. Also leaving out the fifth leaves ebdf. This could be an E chord with a suspended lowered second. For the 13th chord, replace the f with a sus4.
11th |
sus substitution |
13th |
sus substitution |
||||
I |
Maj11 |
iii |
7susb2 |
I |
Maj13 |
iii |
7sus4 |
ii |
m11 |
IV |
Maj7sus2 |
ii |
m13 |
IV |
Maj7sus#4 |
iii |
m11b9 |
V |
7sus2 |
iii |
m11b13b9 |
V |
7sus4 |
IV |
Maj9#11 |
vi |
7sus2 |
IV |
Maj13#11 |
vi |
7sus4 |
V |
Maj7 |
vii |
7b5susb2 |
V |
13 |
vii |
7b5sus4 |
vi |
m11 |
I |
Maj7sus2 |
vi |
m11b13 |
I |
Maj7sus4 |
vii |
m11b9b5 |
ii |
7sus2* |
vii |
m11b9b5b13 |
ii |
7sus4* |
*These substitutions are not optimal for diminished-based chords because they leave out the important b5. Learning the full chord may be necessary for advanced players.
All of these chord forms are in their respective chord charts.
The forms above are not the best for thirteenth chords because they leave out the seventh of the chord, which is an important note. A better substitution would include both the suspended fourth and the second.
13th |
sus add substitution |
||
I |
Maj13 |
iii |
7sus4addb2 |
ii |
m13 |
IV |
Maj7sus#4add2 |
iii |
m11b13b9 |
V |
7sus4add2 |
IV |
Maj13#11 |
vi |
7sus4add2 |
V |
13 |
vii |
7b5sus4addb2 |
vi |
m11b13 |
I |
Maj7sus4add2 |
vii |
m11b9b5b13 |
ii |
7sus4add2* |
*Not optimal
All of these chord forms are in their respective chord charts.
Work on some of your favorite chord progression charts, but use substitutions.
Substitutions provide a more manageable way to play very complex chords. The substitutions listed here are not the only possible substitutions. These are substitutions that flow naturally from the evolution of the patterns associated with the Pattern Obsession method. Also, many of the chord forms in the charts are incomplete. Full disclosure: this author is not an expert in fingering advanced jazz chords. This is simply a method to learn the theory behind the chords. Refer to a jazz theory method for fingerings and substitutions that derive from practice and jazz expertise.
Modes simply shift which chord is the tonic. The most common more is Aeolian, commonly known as minor mode. For minor mode, the note that would have been the sixth scale degree becomes the first scale degree. Then the major seventh degree becomes the minor second degree, the major first degree becomes the minor third degree, and so on. The natural minor chord sequence in A Minor (relative to C) would be
Minor |
i |
iio |
III |
iv |
v |
V |
V |
Am |
bo |
C |
Dm |
Em |
F |
G |
The other diatonic chords for natural minor are just the chords for major shifted into the new position.
Degree |
Triad |
7th |
9th |
11th |
13th |
1 |
Minor |
m7 |
m9 |
m11 |
m11b13 |
2 |
Diminished |
m7b5 |
m7b9b5 |
m11b9b5 |
m11b13b9b5 |
3 |
Major |
Maj7 |
Maj9 |
Maj11 |
Maj13 |
4 |
Minor |
m7 |
m9 |
m11 |
m13 |
5 |
Minor |
m7 |
m7b9 |
m11b9 |
m11b13b9 |
6 |
Major |
Maj7 |
Maj9 |
Maj9#11 |
Maj13#11 |
7 |
Major |
7 |
9 |
11 |
13 |
All substitutions simply shift with the major chords.
Work on the chord progression charts, but use the minor chords.
Chord progressions based on the natural minor mode lack the strong V-I conclusion of the major modes. The cadence in a natural minor tonality is v-i. To strengthen this cadence, minor keys often raise the seventh scale degree to simulate the leading tone-tonic relationship of major tonalities. In A minor, for example, the natural g raises to g#. This changes the v chord, egb, to a V chord, eg#b. The cadence becomes V-I, which has more finality. This process is called borrowing a chord from another tonality.
The g# also can apply to the VII chord natural to the minor key. Raising the seventh scale degree here not only changes the color of the chord, it also changes the root. The VII chord gbd becomes g#bd, a diminished chord, again borrowed from the major.
The other triad affected by the change in the seventh scale degree is the III chord. The natural major chord ceg becomes ceg#, an augmented triad.
Any chord with the seventh scale degree could have a new version in the harmonic minor tonality. Chords that do not have a seventh scale degree are the same as the natural minor, including seventh chords built on the second, fourth, and sixth scale degrees. Some change into chords already presented. The fifth scale degree becomes a dominant seventh, for example.
The chord built on the altered seventh becomes a diminished seventh chord, which was presented early because of its importance. Note that the root of this chord is the altered seventh, g# in the key of A minor.
Finally, some chords change into totally new forms. For example, the seventh chord built on the root, aceg# in A minor, is a minor chord with a major seventh, AmMaj7, often notated with parentheses Am(Maj7). The minor-major seventh chord has a jarring sound, and rarely occurs unless the voice leading from the g# to the root is important to the chord progression. The natural from of the minor seventh is more likely.
All these chords are in the table mMaj7.
The seventh chord built on the third scale degree in A harmonic minor would be ceg#b. This is a major seventh chord with a raised fifth, notated Maj7#5. This is the first instance of the fifth being raised, and the notation functions just like the b5 did, but the other direction.
All these chords are in the table Maj7#5.
The more complex jazz chords change as the raised seventh adds to the mix.
For chords built on the sixth scale degree, the raised seventh translates into a raised ninth, so the ninth chord becomes Maj7#9.
For chords built on the fourth scale degree, the raised seventh translates into a raised eleventh, so the eleventh chord becomes m9#11.
For chords built on the second scale degree, the raised seventh translates into a natural thirteenth, raising the lowered thirteenth of the natural scale back to it expected position, so the thirteenth chord becomes m13b9b5.
All the other altered chords simply inherit the alterations of the chord below them. For chords based on the first scale degree, the altered seventh remains, but all the other notes are the same as the natural minor. The new chords mMaj9, mMaj11, and mMaj13 occur.
On the third scale degree, the #5 carries through to all higher chords. Similar occurrences happen according to this chart, with new chord forms shown in yellow.
Degree |
Triad |
7th |
9th |
11th |
13th |
1 |
Minor |
mMaj7 |
mMaj9 |
mMaj11 |
mMaj11b13 |
2 |
Diminished |
m7b5 |
m7b9b5 |
m11b9b5 |
m13b9b5 |
3 |
Augmented |
Maj7#5 |
Maj9#5 |
Maj11#5 |
Maj13#5 |
4 |
Minor |
m7 |
m9 |
m9#11 |
m13#11 |
5 |
Major |
7 |
7b9 |
11b9 |
11b13b9 |
6 |
Major |
Maj7 |
Maj7#9 |
Maj7#11#9 |
Maj13#11#9 |
7 |
Diminished |
o7 |
o7b9* |
o11b9* |
o11b13b9* |
Notice that the dominant style seventh chords do not continue to follow the pattern of major chords. These inherit the b9 and b13 from the natural minor.
*Notating the chords built on the altered seventh scale degree is difficult. The notation here with the o7 is not typical, but just to show the relationship to the natural minor. Since these chords are so rare, consensus on how to notate the does not exist. The d7 would probably show up as the enharmonic 6th, so
o7b9 could be m6b5addb9
The b11 is just the third of the major chord, so
o11b9 could be m6b5add4addb9
o11b13b9 could be m6b5add4addb6addb9
All these chords are in their respective tables. Practice the chords progressions using these substitutions for the sevenths.
The melodic minor scale raises the sixth and seventh scale degrees when ascending. Harmonization of this scale leads to more pleasant chords than the harmonic minor because it eliminates the jump between the sixth and seventh scale degrees. The harmonizations of the scale are in the table below.
Harmonic |
|||||
Degree |
Triad |
7th |
9th |
11th |
13th |
1 |
Minor |
mMaj7 |
mMaj9 |
mMaj11 |
mMaj13 |
2 |
Minor |
m7 |
m7b9 |
m11b9 |
m13b9 |
3 |
Augmented |
Maj7#5 |
Maj9#5 |
Maj9#11#5 |
Maj13#11#5 |
4 |
Major |
7 |
9 |
9#11 |
13#11 |
5 |
Major |
7 |
9 |
11 |
11b13 |
6 |
Diminished |
m7b5 |
m9b5 |
m11b5 |
m13b5 |
7 |
Diminished |
m7b5 |
m7b9b5 |
m11b9b5 |
m11b13b9b5 |
Note that the root of the sixth scale degree is raised relative to the minor, so in A minor these chords begin on f# instead of f.
Most of the chord forms are the same as the other minor forms, with the new chords highlighted in green.
Melodic minor chords would revert to natural minor chords for a descending line.
All these chords are in their respective tables. Practice the chords progressions using these chords in place of the sevenths.
The process for calculating substitutions is the same as for major chords, but be careful of the alterations.
For quick sight reading, use the seventh chords.
For easy substitutions, use the base triad and add the important highest number note.
For ninth chords, substitute the seventh chord built on the third of the chord.
For eleventh chords, substitute the chord built on the third with a suspended second.
For thirteenth chords, substitute the chord built on the third with a suspended fourth, adding a suspended second if possible for greater accuracy.
For all these steps, be cognizant of the alterations. If the original chord had a #11, the suspension of the 4th should also be #.
When determining the chord forms for natural minor, the sixth scale degree became the new first scale degree, and all the other chord types shifted also. The same process can apply to the other modes. To calculate the harmonization of the Dorian mode, take the standard (Ionian) chords
IMaj7 iim7 iiim7 IVMaj7 V7 vim7 m7b5
And shift each chord type over one to the left, wrapping the major I back to VII.
Dorian
im7 iim7 IIIMaj7 IV7 vm7 vim7b5 VIIMaj7
For the other modes, continue shifting one place each time.
Phrygian
im7 IIMaj7 III7 ivm7 vm7b5 VIMaj7 viim7
Lydian
IMaj7 II7 iiim7 ivm7b5 VMaj7 vim7 viim7
Mixolydian
I7 iim7 iiim7b5 IVMaj7 vm7 vim7 VIIMaj7
Aeolian
im7 iim7b5 IIIMaj7 ivm7 vm7 VIMaj7 VII7
Locrean
im7b5 IIMaj7 iiim7 ivm7 VMaj7 VI7 viim7
For chord forms for these shifts, refer to the tables
Diatonic Chords All Mixolydian
These tables show chord forms for the triads first, and the sevenths (shown above) later. Before getting to the sevenths, though, the tables introduce the concept of modal equivalents for minor chords.
Since the altered notes in the harmonic and melodic minor tonalities change the chord structure, other shifts similar to modes can occur on these chords. For example, taking the chords from harmonic minor
i mMaj7 ii m7b5 III Maj7#5 iv m7 V7 VI Maj7 vii o7
And shifting them one to the left produces the same effect as a Dorian shift would to major chords.
Harmonic Alterations Relative Dorian Equivalent
i m7b5 II Maj7#5 iii m7 IV7 V Maj7 vi o7 vii mMaj7
Technically one could argue this is a shift from an altered Aeolian to an altered Locrean, but functionally it works more like a Dorian shift. Continuing the process.
Harmonic Alterations Relative Phrygian Equivalent
I Maj7#5 ii m7 III7 IV Maj7 v o7 vi mMaj7 vii m7b5
Harmonic Alterations Relative Lydian Equivalent
i m7 II7 III Maj7 iv o7 v mMaj7 vi m7b5 VII Maj7#5
Harmonic Alterations Relative Mixolydian Equivalent
I7 II Maj7 iii o7 iv mMaj7 v m7b5 VI Maj7#5 vii m7
Harmonic Alterations Relative Aeolian Equivalent
I Maj7 ii o7 iii mMaj7 iv m7b5 V Maj7#5 vi m7 VII7
Harmonic Alterations Relative Locrean Equivalent
i o7 ii mMaj7 iii m7b5 IV Maj7#5 v m7 VI7 VII Maj7
The tables have minor modal equivalent shifts for natural and melodic minor also. The shifts for natural minor are just the same shifts from major in a different place.
Practice the chord progressions using these chords as substitutions.
Ninth, eleventh, thirteenth chords, along with any suspensions or substitutions, shift along with their relative counterparts, so no new chords occur in the modal shifts. Since this is simply using known chords for a new function, modal shifts are a great way to explore new tonalities. Harmonizing of the modes occurs most often in classical music, but a wealth of chordal possibilities exists for jazz or progressive rock also. The modal equivalents of the altered minor scales are extremely rare, so that might be a good place to look for a unique sound.
So far, all the chords have built on thirds, skipping a note of the scale each time. Chords can also build on other intervals. For example, skipping two notes of the C scale would yield the notes c-f-b. The best way to analyze this chord would be CMaj7sus4(no5th). Starting on the second scale degree, the notes would be d-g-c, D7sus4(no5th). Even though these are triads, the analysis shows seventh chords.
Adding more notes up the scale skipping every other note produces new chords with unique sounds. The chord based on the first scale degree is c-f-b-e, best analyzed as CMaj7sus4(no5th). For a complete explanation of building quartal chords, see the music theory document.
The following tables show the chords derived from using fourths instead of thirds. The charts build from the bottom up, with triads on the bottom, four note chords next up, five note chords above them, and the 13th chords (which happen to be the same as the diatonic thirteenths) on top. Chord analysis is difficult because the system was designed for chords based on thirds.
13th |
Cmaj13 |
Dm13 |
Em11b13b9 |
FMaj13#11 |
G13 |
Am11b13 |
Bm11b13b9b5 |
11th |
C11sus6 |
Dm11sus6 |
Em11b9susb6 |
Fmaj9#11sus6 |
G11sus6 |
Am11susb6 |
Bm11b9susb6 |
5 note |
CMaj7sus6add4 |
DMaj7sus6add4 |
EMaj7susb6ad4 |
FMaj7sus6add#4 |
G7sus6add4 |
AMaj7sus6badd4 |
BMaj7susb6ad4 |
7th |
CMaj7add4(no5th) |
DMaj7add4(no5) |
EMaj7add4(no5) |
FMaj7add#4(no5th) |
G7add4(no5th) |
AMaj7add4(no5) |
BMaj7add4(no5) |
triads |
CMaj7sus4(no5th) |
D7sus4(no5th) |
E7sus4(no5th) |
FMaj7sus#4(no 5th) |
G7sus4(no5th) |
A7sus4(no5th) |
B7sus4(no5th) |
|
|
|
|
|
|
|
|
Harmonic and melodic minor scales also produce quartal chords. For Harmonic:
AmMaj11b13 |
Bm13b9b5 |
CMaj13#5 |
Dm13#11 |
E11b13b9 |
Fm6(Maj7)add#4 |
G#b5add#2addb7addb9 |
AmMaj11susb6 |
Bm11b9sus6 |
C11#5sus6 |
Dm9#11sus6 |
E11b9susb6 |
FMaj7#9#11sus6 |
G#add#2addb7addb9 |
AmMaj7susb6add4 |
Bm67add4 |
CMaj7#5sus6add4 |
DMaj7sus6add#4 |
E7susb6add4 |
FMaj7sus6add#4 |
G#add#2addb7 |
AmMaj7add4(no5th) |
BMaj7add4(no5) |
CMaj7add4(no5th) |
DMaj7add#4(no5) |
E7add4(no5th) |
FMaj7add#4(no5th) |
G#msusb7 |
AMaj7sus4(no5th) |
B7sus4(no5th) |
CMaj7sus4(no5th) |
D7sus#4(no5th) |
E7sus4(no5th) |
FMaj7sus#4(no 5th) |
G#o7(no5th) |
Am(Maj13) |
Bm13b9 |
CMaj13#11#5 |
D13#11 |
E11b13b9 |
F#m6(Maj7)#11 |
G#7b13b9b5add#2 |
Am(Maj11)sus6 |
Bm11b9sus6 |
C9#11#5sus6 |
D9#11sus6 |
E11b9susb6 |
F#Maj7#9#11sus6 |
G#7b9add#2susb6 |
Am(Maj7)sus6add4 |
Bm67add4 |
CMaj7#5sus6add#4 |
D7sus6add#4 |
E7susb6add4 |
F#Maj7sus6add#4 |
G#7add#2susb6 |
Am(Maj7)add4(no5th) |
BMaj7add4(no5) |
CMaj7add#4(no5th) |
D7add#4(no5th) |
E7add4(no5th) |
F#Maj7add#4(no5th) |
G#7add#2(no5th) |
AMaj7sus4(no5th) |
B7sus4(no5th) |
CMaj7sus#4(no5th) |
D7sus#4(no5th) |
E7sus4(no5th) |
F#Maj7sus#4(no 5th) |
G#7(no5th) |
Quintal Chords are like quartal chords, except that the build on fifths rather than fourths. So, a quintal triad based on the first scale degree in C is c-g-d, best analyzed as Cadd9. For more information on building these chords, see the music theory document.
CMaj13 |
Dm13 |
Em11b13b9 |
FMaj13#11 |
G13 |
Am11b13 |
Bm11b13b9b5 |
C6Maj9 |
Dm69 |
Em9addb6 |
F69 |
G69 |
Am9addb6 |
BMaj7b9addb6 |
C6add2 |
Dm6add2 |
Emadd2addb6 |
F6add2 |
G6add2 |
Aadd2addb6 |
Bmaddb2addb6 |
C6sus2 |
D6sus2 |
Esus2addb6 |
F6sus2 |
G6sus2 |
Asus2addb6 |
Bsusb2addb6 |
Csus2 |
Dsus2 |
Esusb2 |
Fsus2 |
Gsus2 |
Asus2 |
Bsusb2 |
Am11b13 |
Bm13b9b5 |
CMaj13#5 |
Dm13#11 |
E11b13b9 |
Fm6(Maj7)#11 |
G#b5add#2addb7addb9 |
Am9addb6 |
Bm67b9 |
C6Maj9#5 |
Dm69 |
E9addb6 |
F67add#2 |
G#maddb2addb6addb7 |
Amadd2addb6 |
Bm6addb2 |
C6#5add2 |
Dm6add2 |
Eadd2addb6 |
F6add#2 |
G#maddb2addb6 |
Asus2addb6 |
B6susb2 |
C6#5sus2 |
D6sus2 |
Esus2addb6 |
Fm6 |
G#susb2addb |
Asus2 |
Bsusb2 |
Csus2 |
Dsus2 |
Esus2 |
Fm |
G#b5susb2 |
Am(Maj13) |
B13b9 |
CMaj13#11#5 |
D13#11 |
E11b13b9 |
F#m6(Maj7)#11 |
G#7b5add#2addb7addb9 |
Am(Maj11) |
B67b9 |
C6Maj9#5 |
D69 |
E9addb6 |
Fb77add#2 |
G#add2addb6addb7 |
Amadd2add#4 |
B6addb2 |
C6#5add2 |
D6add2 |
Eadd2addb6 |
Fb7add#2 |
G#add2addb6 |
Amsus2add#4 |
B6susb2 |
C6#5sus2 |
D6sus2 |
Esus2addb6 |
Fb7sus#2 |
G#sus2addb6 |
Asus2 |
Bsusb2 |
Csus2 |
Dsus2 |
Esusb2 |
F#sus#2 |
G#b5susb2 |
Chords based on sevenths are rare, but possible. A septal chord starting on c would spell c-b-a, which could be Cmaj7sus6(no3rd). For more information on building these chords, see the music theory document.
CMaj13 |
Dm13 |
Em11b13b9 |
FMaj13#11 |
G13 |
Am11b13 |
C6Maj7add4 |
D67add4 |
Em7addb6add4 |
F6Maj7add#4 |
G67add4 |
Am7b6add4 |
C6Maj7sus4 |
D67sus4 |
E7addb6sus4 |
F6Maj7sus#4 |
G67sus4 |
A7b6sus4 |
C6Maj7(no3rd) |
D67(no3rd) |
E7addb6(no3rd) |
F6Maj7(no3rd) |
G67(no3rd) |
A7b6(no3rd) |
CMaj7sus6(no3rd) |
D7sus6(no3rd) |
E7susb6(no3rd) |
FMaj7sus6(no3rd) |
G7sus6(no3rd) |
A7susb6(no3rd) |
Am(Maj11)b13 |
Bm13b9b5 |
CMaj13#5 |
Dm13#11 |
E11b13b9 |
Fm6(Maj7)#11 |
G#b5add#2addb7addb9 |
Am(Maj7)addb6add4 |
Bm67b5add4 |
C6Maj7#5add4 |
Dm67add#4 |
E7addb6add4 |
F6Maj7add#4 |
G67add4add#2 |
Am(Maj7)addb6sus4 |
Bm67b5sus4 |
C6Maj7#5sus4 |
D67sus#4 |
E7addb6sus4 |
F6Maj7sus#4 |
G#7b5addb6 |
AMaj7addb6 |
B67sus#4 |
C6Maj7#5(no3rd) |
D67(no3rd) |
E7addb6(no3rd) |
F6Maj7(no3rd) |
G#7b5addb6(no3rd) |
AMaj7susb6(no3rd) |
B7sus6(no3rd) |
CMaj7sus6(no3rd) |
D7sus6(no3rd) |
E7susb6(no3rd) |
FMaj7sus6(no3rd) |
G#7susb6(no3rd) |
Am(Maj11)b13 |
Bm13b9b5 |
CMaj13#11#5 |
D13#11 |
E11b13 |
F#m13 |
G#7b5add#2addb7addb9 |
Am(Maj7)b6add4 |
Bm67add4 |
C6Maj7#5add#4 |
D67add#4 |
E7addb6add4 |
F#m67add4 |
G67add4add#2 |
A(Maj7)b6sus4 |
Bm67sus4 |
C6Maj7#5sus#4 |
D67sus#4 |
E7addb6sus4 |
Fb77sus4 |
G#7b5addb6 |
A(Maj7)add6(no3rd) |
B67(no3rd) |
C6Maj7#5(no3rd) |
D67(no3rd) |
E7addb6(no3rd) |
Fb77(no3rd) |
G#7b5addb6(no3rd) |
A(Maj7)sus6(no3rd) |
B7sus6(no3rd) |
CMaj7sus6(no3rd) |
D7sus6(no3rd) |
E7susb6(no3rd) |
F#7sus6(no3rd) |
G#7susb6(no3rd) |
The chords so far all derive from the diatonic scales and the alterations for minor scales. Other scales that build off set interval relationships can also produce chords. Two of the chords occur naturally, the diminished seventh chord, built on all minor thirds, and the augmented chord, built on all major thirds.
Tone clusters are simple enough to envision. Every small child with a piano at one time or another bangs down all the keys at once to produce a cacophony of sound. However, the equivalent chords on guitar would be impossible in standard tuning.
While producing true whole tone clusters on the guitar is problematic, harmonizing the scale can produce similar results. The triad c-e-g# is familiar from harmonic minor, but the seventh, Bb, is different. So, the seventh chord is a 7#5, a new form. Going up the scale adding d would produce 9#5 and adding f# would produce 9#11#5. Since the whole tone scale has only six notes, no true thirteenth chord can exist. Also, since the scale is symmetrical, no true root exists, so building chords based on scale degrees would be redundant. These four chords are all the forms based on the scale, although a number of add chords are possible (e.g., C7#5add#4), just as in all scales.
The octatonic scale has eight notes, so can produce an astounding number of chords when harmonized. Like the whole tone scale, the root of the chord is fungible, so many notes could be the root. Two groups of chord arise depending on where the while step lies. The chords here staring on C have a half step after them, and those starting on C# have a whole step. Many of these chords are new. Refer to the theory document on how to build these extremely complex structures.
C |
C7 |
C7b9 |
C7#11b9 |
C13#11b9 |
Cm |
CMaj7 |
CMaj7b9 |
CMaj7#11b9 |
Cm13#11b9 |
Co |
CMaj7b5 |
CMaj7b9b5 |
CMaj7#11b9b5 |
Cm13#11b9b5 |
(Co) |
Co7 |
Co7b9 |
Co7#11b9 |
Co13#11b9 |
C#m |
C#mb7 |
C#m9b7 |
C#m11b7 |
C#m11b13b7 |
C#o |
C#o7 |
C#9b5b7 |
C#o11 |
C#11b7b5 |
Caddb9 |
C7addb9 |
Csusb2 |
C7susb2 |
Cmaddb9 |
CMaj7addb9 |
(Csusb2) |
(C7susb2) |
Coaddb9 |
CMaj7b5addb9 |
Csusb2b5 |
C7b5susb2 |
(Coaddb9) |
Co7addb9 |
(Cosusb2) |
C7susb2b5 |
C#add2 |
C#badd2 |
C#sus2 |
C#b7sus2 |
C#oadd2 |
C#o7add2 |
C#sus2b5 |
C#7sus2b5d7 |
Cadd#4 |
C7add#4 |
Csus#4 |
C7sus#4 |
C7b9sus#4 |
Cmadd#4 |
CMaj7add#4 |
(Csus#4) |
(C7sus#4) |
(C7b9sus#4) |
Coadd#4 |
CMaj7b5add#4 |
Cb5sus#4 |
(C7b5sus#4) |
C7b9b5sus#4 |
(Coadd#4) |
Co7add#4 |
(Cb5sus#4) |
Cb5sus#4d7 |
Cb5sus#4d7b9 |
C#madd4 |
C#mb7add4 |
C#sus4 |
C#(b7sus4) |
C#(9b7sus4) |
C#oadd4 |
C#o7add4 |
C#b5sus4 |
C#b5sus4d7 |
C#(9b5sus4d7) |
Cmaddb4 |
CMaj7addb4 |
Coaddb4 |
CMaj7b5addb4 |
(Coaddb4) |
Co7addb4 |
CMaj7b9b11 |
Cm13b9b11 |
(Co7b9b11) |
Cm13b9b5b11 |
CMaj7b9b5b11 |
Cm13b9b5b11 |
C6 |
C67 |
C67b9 |
Csus6 |
C7sus6 |
C7b9sus6 |
Cm6 |
Cm67 |
Cm67b9 |
Cmsus6 |
CMaj7sus6 |
CMaj7b9sus6 |
Co6 |
Cm67b5 |
Cm67b9b5 |
(Cmsus6) |
(CMaj7sus6) |
(CMaj7b9sus6) |
(Co6) |
Co67 |
Co67b9 |
(Cosus6) |
Cmsus6d7 |
Cmsus6d7b9 |
C#mb6 |
C#mb6b7 |
C#m9b6b7 |
C#msusb6 |
C#msusb6b7 |
C#m9susb6b7 |
C#m6 |
C#m6b7 |
C#m69b7 |
C#msus6 |
C#msus6b7 |
C#m9sus6b7 |
C#o(6) |
C#o7(6) |
C#o7(69) |
C#m(sus6)b5 |
C#(sus6)b5d7 |
C#m9b5sus6d7 |
Co7b7 |
C#9b7b5b7 |
C#11b7b5 |
C#11b7b5b13 |
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CMaj7b9b5b11#13 and C#m13b5
Eight note chord CMaj7b9b5b11#13add#2
Symmetrical quartal chords use all perfect fourths rather than following the scales.
They have the following triads
Co |
Csus4 |
Cm#5 |
Cb5sus4 |
Sevenths
CMaj7b5 |
C7sus4 |
CMaj7#5 |
C7b5sus4 |
CoMaj7 |
CMaj7sus4 |
Cm(Maj7)#5 |
C(Maj7)b5sus4 |
And more complex chords, with two separate types of eleventh chords possible.
#9 |
b11 |
#11 |
b13 |
(repeat) |
CMaj7b5b11 |
(repeat) |
CMaj7b13b5 |
C7#9sus4 |
(repeat) |
C7#11sus4 |
C7b13sus4 |
(repeat) |
CMaj7#5b11 |
CMaj7#11#5 |
(repeat) |
C7b5sus4#9 |
(repeat) |
(repeat) |
C7b13b5sus4 |
(repeat) |
CoMAJ7b11 |
CoMAJ7#11 |
CoMAJ7b13 |
CMAJ7#9sus4 |
(repeat) |
CMAJ7#11sus4 |
CMAJ7b13sus4 |
(repeat) |
Cm(MAJ7)#5b11 |
Cm(MAJ7)#11#5 |
(repeat) |
C(MAJ7)b5sus4 |
C(MAJ7)b5b11sus4 |
(repeat) |
C(MAJ7)b13b5sus4 |
At the time of this writing, many of the more exotic chord forms deriving from quartal, quintal, and symmetrical chords were not yet complete. There are many reasons for this, the main ones being:
1. I am only one person. Doing 24 versions of every chord form takes time, and the fingerings cannot be automated like much of the site.
2. There are a lot of chords. Look at all the chords based on the octatonic scale. Since it has eight notes, the octatonic scale actually could produce more chords than the major scale.
3. Fingerings for most of these forms are so obscure that your guess is as good as mine as to how best to finger them.
4. These chords are mostly weird and horrible and rarely used.
Instead, learn the build your own chord form charts, explained below.
Take a look at the Spelled Chords exercise in the theory section. This shows thousands of unique chords, not even counting all the chords that can spell in different ways, all the inversions, and all the alternate bass note possibilities. Take a look at the All Possible Chords exercise. This list shows over 490,000 chords, and leaves out a lot even then. Even a team of theorists would have a hard time completing them all.
No doubt eventually you will come across a chord that you cannot find in my charts. I have included a copy of the spreadsheet that I use to create the chord forms. Instructions are as follows:
Type the notes you want to consider in the yellow cell.
First, just try different notes. Delete the notes there already (the full chromatic scale) and type in one note and hit return. Try c. The fretboard shows every place where a c occurs.
Note that the spreadsheet is not smart enough to figure out what accidentals are. If you type in f#, it will show f and ignore the sharp. Instead, use these substitutions
Bb/A#=h Eb/D#=i Ab/G#=j Db/C#=k Gb/F#=l
Now type in a chord. Try ceg. The notes of the chord appear on the fretboard automatically. Also, the notes appear in the partial fretboards to the right. This is where you have to do some work. The white sections are not editable, but you can edit the green sections underneath.
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Start deleting notes until you find a form that works for you. Change the top row to x for muted notes.
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Use the Formula for Complex Chords guidelines to help form the best chord forms.
Now look at the grey rows underneath the white rows. This is the same group of notes translated into G. The ceg became gbd magically. Repeat the process of deleting notes from the g section as needed.
Notice that the open form chords do not have editable versions other than in C. Editing all those forms would be lots of unnecessary work. Instead, look at the far-left column marked Offset. The offset is the number of frets to move down the neck from the C chord to reach the G chord. So, this version of C
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Subtracted five each time to transpose to G.
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If subtracting five would run off the end of the neck, add 7 (12-5)
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Offset by +7 to get to G becomes
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So, always subtract by the offset or add by 12 minus the offset.
For D, offset 10, move chords down 10 frets or up 2 frets.
The transpositions work even if c is not part of the chord. Type in dfa, the ii chord in C. Now the G fields show ace, the ii chord in G, and all other keys transpose in a similar manner.
Scales also work in the spreadsheet. Suppose you wanted to find fingerings for the Hungarian Gypsy scale, a minor scale with the fourth and seventh raised. Type in the scale in C,
cdilgjb (cdEbf#gAbb)
Then find places on the fretboard that look like useable fingerings. One might be
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The scale exercises show all 3302 possible scales. If you find a scale you like, try creating arpeggios and chords that derive from the scale.
All the chord progression documents so far minimize vertical hand movement. All the chord changes are in the same or close positions. But just as in learning scales, vertical chord movement opens up new possibilities. Many styles such as heavy metal use lots of vertical movement.
Open the table Vertical Chord Progressions Simplified. This table shows the I-ii-ii-IV-V-vi-viio chord progression in major, with the minor equivalents below. Read the table left to right. The progressions line up with the fret position on the guitar. Each successive group of rows starts on a chord based on a new scale degree; the second group starts on D Minor, the third on E Minor, and up the scale.
The chords starting on C are a bit difficult, so the best place to begin is on the E Minor group. This group uses the E shaped chords all the way up the neck. The Bo chord is the only real challenge here. Play this group with a metronome until the vertical movement becomes comfortable, clean, and relaxed.
The next group to explore is the one starting on A Minor, which uses the A shaped chords. The troublesome Bo chord begins right away, but after that, smooth sailing up the neck. Play this group with a metronome until the vertical movement becomes comfortable, clean, and relaxed.
Transposing to different keys means using the shifts from the chord exercises. Shifting to G using the A shaped chords yield
Am open position
Bm 2nd position
C 3rd position
D 5th position
Em 7th position
F#o 9th position
G 10th position
Am 12th position.
As with the chord shifting, once the pattern in one key is solid, shifting to other keys is easy.
After learning the A Shaped and E shaped progressions, try experimenting with the D shaped chord, beginning on D Minor. This group is more difficult but still yields some interesting combinations. The C shaped and G shaped forms are also worth a look, but take a lot of practice to pull off. The remaining two forms beginning on F and B are challenging, and probably work better shifted to one of the easier forms.
Once comfortable with these progressions, open the Vertical Chord Progressions Complete document. The complete list of progressions includes duplicate versions of the same chord when that chord might have alternate versions close together, such as Bo here
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This chart gives more options when choosing chord forms.
Scroll down the document to find versions of these progressions in the minor keys and alterations, and then further down with sevenths. Ninths, eleventh, thirteens, their substitutions, suspensions, and added notes all follow patterns already learned on previous material.
Review the section on adding scale tones to chords. The rightmost column group is the reference scale that the chords build upon. Try adding the other scale tones in to produce color notes, melodies, or functional harmonies.
Scale tones are sure to work as added notes, but the notes in between can also be quite effective when added in the right place. Chromatic tones help in voice leading. When writing for a group of individual instruments that play a single note each, or voice, good part writing tries to make each line sound like its own melody, smooth and free from awkward jumps. Functions harmony also calls from certain note lines to continue in one direction. The seventh degree of a scale leads to the root above it nicely, just as the fourth degree leads down to the third degree because of the half step interval. This tendency is called note gravity because the gravity of the closer note pulls the note toward it.
Voice leading is difficult for the guitar because trying to keep lines together often leads to awkward fingerings. Playing vertically can help with voice leading since the hand is already moving in one direction. Vertical playing and chromatic harmonies go hand in hand.
A good example is F-Fm-C
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Fm |
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Notice how on the third string, the note walks down chromatically a-Ab-g. This progression enhances the half step resolution f-e on the first and fourth strings. The Ab is not just a passing tone, but becomes part of a functional harmony, a chromatic harmony. Any place on the scale with an open note becomes a possibility for chromatic harmonies, and playing vertically leads to many of these possibilities.
The vertical charts show progressions up the scale, but
other progressions also work vertically. A common practice in jazz is to move
up in fourths.
Access the table Vertical
Progressions Using Fourths. Move up the fretboard using fourths
I IV ii V iii vi IV vii V I vi ii vii iii I
And back down using fifths.
IV vii iii vi ii V I IV vii iii vi ii V I
A common chromatic substitution in jazz is to walk a bass line down chromatically. Consider the chord progression iim7-V7-I moving down from the tenth position to the eighth in C.
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V7 |
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Now in the V7 chord, substitute a b5 on the sixth string, and adjust the fingerings.
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(For the V7b5 chord, the first finger bars the second and fifth strings on different frets.)
Now the bass line walks down chromatically in a pleasing fashion with nice voice leading. This type of chromatic harmony is a tritone substitution because the bass note is a tritone (d5) from the root. Similar substitutions may occur between any of the open notes in the progressions using fourths/fifths. Tritone substitutions are quite common in jazz music.
Vertical progressions often take place over truncated groups of strings. An accomplished jazz player may choose to play the inner chords, those using only strings 2-5, to avoid the muddiness of the sixth string or the tininess of the first string. The upper strings are more common when playing solo with melodies mixed in the harmonies since those notes tend to stand out. Use of four string patterns work well in jazz because the complex chords often call for the use of all the fingers, and the substitutions often come in groups of four.
Using groups of three strings is common in many types of music. Listen to the introduction of "Run Like Hell" by Pink Floyd. Gilmour uses the top three strings for the lick, and plays the open D string as a drone with delay. Using the top three strings in the key of D or D minor is common, particularly with drop D tuning. Consider this common downward progression.
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To learn the chords, work a set of strings in the key. Use the vertical chords table, then begin adding scale tones within reach. For example, in the fifth fret D form progression above, variations include
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Chromatic harmonies also work quite well
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Check out "My Sweet Lady" by John Denver for use of chromaticism in partial chords.
Breaking the vertical patterns down even further leads to two note interval patterns. The scale exercises on playing vertically taken one step further lead to two note patterns. Consider vertical intervals based on their interval.
By far the most common interval played vertically is the fifth. Rock and metal playing bases much of the rhythm guitar parts on open fifths, or power chords. Two-note power chord typically are on either the fifth and sixth string, as in this G for, sometimes called G5.
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Or on the fourth and fifth strings, as in the C5 form
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The 5 in the chord symbol indicates that the chord does not have a third, so the form is possible for both major or minor chords. Power chords work best with distortion.
Power chord typically slide up and down the neck according to the key of the song, here in G on the sixth-string roots
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And here is G on the fifth string roots
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Typically, power chords use the left-hand first and third fingers, although other finger combinations are possible. Slide the fingers up and down without lifting off the strings. Often power chords are played with down strokes only to emphasize the bass note Power chords also sound great with a palm mute.
To move between strings on a pattern like this G5-C5 progression
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Roll the fingers up and down instead of lifting them.
A power chord based on the seventh scale degree should technically be a tritone, here the F# form in G,
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But this interval is not typical in most rock styles, so that chord is more likely to show up as F#5
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Or the lowered seventh borrowed from the minor key, F5
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Occasionally power chords show up on the third and fourth strings
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But the higher strings do not have that ominous feel of the lower strings, so the power chord loses effectiveness.
Open fifths on the first and second strings are possible as a tool to harmonize melodies.
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Try sliding these up and down according to the scale notes on the second string, here in G.
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But when harmonizing, the tritone on the seventh is probably necessary
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Fifths on the second and third strings need a slightly different fingering
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Because most of the strings on the guitar are a perfect fourth apart in standard tuning, finding fourths is as easy as barring two strings together. Listen to "Gimme Three Steps" by Lynryd Skynyrd for an example of adding fourths to a lick. The term for an interval entering a melody is double stop. Double stops usually happen with thirds and fourths.
Revisit the Vertical Scale Major document to see the numerous easy to access fourths up the fretboard in C.
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Everywhere on the fretboard where two notes are next to each other (with the exception of the 2nd-3rd string combinations) is an open fourth. Try using the first finger to fret the first two strings and slide up the fretboard from the 1st fret to frets 3, 5, 8, 10, and 12. The only twist in major tonalities is the augmented fourth between the fourth scale degree and the seventh, which shows up in C on the 6th and seventh fret. Similar patterns transposed happen on most of the other string combinations.
The exception is the second and third string combination. Since the natural interval between these strings is a major third, the second string needs to be one fret higher than the first in most places to form a fourth. The augmented fourth in this combination shows up on the 10-12 fret combination.
Power chords often play with an added octave to the root, which is the same interval as a fourth above the fifth scale degree, yielding these forms
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The octave can finger with the fourth finger, or a third finger bar.
Thirds up the fretboard work in a similar manner than fourth, but are a bit more difficult to calculate. While fourths were mostly perfect interval, thirds are either major or minor depending on their place in the scale.
The easiest place to play ascending thirds is on the 2nd-3rd string combination. This table shows just those two strings up the neck in C
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Listen to "Time in a Bottle" By Jim Croce for thirds on these strings.
Thirds on the other strings are also fairly easy vertically, shown here on isolated first and second strings in C.
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The patterns on the other string combinations follow these shapes transposed. Refer to the vertical scales documents for guides.
Sixths and thirds complement each other the way fourths and fifths do. A third plus a sixth equals an octave. More specifically, a minor third plus a major sixth is an octave, and a major third plus a minor sixth is an octave.
Playing sixth on adjacent strings is possible,
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But the amount of stretching involved is prohibitive. Instead, most players skip a string when playing sixths. Playing sixths across the first and third strings woks particularly well.
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This cliché country/blues lick uses a chromatic harmony with sixths.
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Patterns between the second and fourth strings are similar.
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5-2 and 4-1 patterns
Playing parallel octaves is a great way to add color to melody or solo lines. Unlike the other intervals, the octave does not change shape for any scale degree. The easiest place to find octaves for melodies is on the first and third strings, with the fourth finger on the upper note
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This shape also works a string down
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For the lower string, the shape changes slightly.
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Octaves as melody lines are less effective on the lower strings as they begin to sound like power chords.
Octaves can also skip two strings, as in this form
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Alternating between this form and the first octave form shown cuts down on the amount of hand movement necessary. On the lower strings this shape becomes
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Sliding around seconds and their complement sevenths is less common. An exception is the "South Park Theme" by Primus.
Other scales also produce intervals. The harmonic minor is primarily for chord building, and the augmented second between the six and seventh scale degrees can cause issues. The melodic minor scale is quite nice, bringing in sonorities from minor and major.
For guides to these intervals, check out the tables
Vertical Scale Melodic Minor Ascending
The intervals from the symmetrical scale tend to be easier as they do not change forms as much. Check out
And for any other scale, calculate the forms using the Build Your Own Scale Generator.
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