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Page 1: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1
Page 2: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

conlenlsIntroduction " 3

Explanation of Terrns 4

Practice Tips 5

Eighth-Note Triplets 8

Eighth Notes 10

Quarter-Note Triplets in 4/4 14

Dotted Quarter Notes in 3/4 19

Dotted Quarter Notes in 4/4 .23

Core Grooves ········ 25

Displacing the Harrnonic Rhythm 27

Chord Progressions .32

Suggested Listening .35

About the Authors .36

2

Page 3: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

inlroduClionWelcome to Volume I of our Intro to Polyrhythms: Contracting and Expanding Time within Form

So you are curious about polyrhythms, about the language and vocabulary of metric modulation and super-imposition? Maybe you only have a vague idea what these concepts mean and would like to know more. Oryou've always wanted to incorporate more rhythmic freedom into your playing but are not quite sure how todevelop this skill. Maybe you recently found yourself in a musical situation in which you felt rhythmicallyunprepared. Whatever your reasons are, you've come to the right place. We will attempt to demystify the subjectand present you with a codified approach to learning the vocabulary and language of metric modulation andsuperimposition.

This language is nothing new. Polyrhythms such as three against two and four against three have been partof the African music tradition for many centuries, and polyrhythms have always been an integral part of the jazztradition.

The Miles Davis Quintet of the 1960's was one of the first jazz ensemble s to explore and develop a languagebased on this vocabulary. The result was an amazing freedom within form. In the last decade or two, the use ofmetric modulation in jazz has increased exponentially: Polyrhythmic vocabulary has become very sophisticated,and it is rare to hear a jazz ensemble perform original music that does not employ it in one way or another. Ithasbecome so cornmon that the ability to understand and apply time shifts and modulations has in fact become afundamental skill, a skill that in our opinion every serious jazz musician should acquire to sorne degree.

We have found that there are very few educational material s available that address the subject as a whole,and those who do are almost exc1usively geared towards drurnmers.

The material on this DVD addresses all instrumentalists and presents a comprehensive approach to under-standing and applying the language of polyrhythms, metric modulation and superimposition within a jazz con-text.

The text and notational examples should be referred to if necessary only after listening to and trying to absorbthemusical examples by ear. The idea is that these musical examples should be learned primarily aurally, in anorganicway. This process will aid you in making musical decisions that are dictated by emotion and not by math-ematics.

Ari and Johannes

3

Page 4: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

lermsHere is a quick explanation of sorne of the terms we are using:

Metric Modulation

In technical terms, metric modulation signifies changing the tempo of a piece so that the new tempo has sonkind of mathematical relation to the original tempo. This is achieved by making a note value from the first temfequivalent to a note value in the second. For example if you take a half note in your original tempo and ma].that half note equal to the quarter note in the new tempo you end up with a modulation to halftime.

Superimposed Metric ModuIation

On this DVD we are applying all the modulations over a form, in which the original harrnonic structure antime feel stay intact. Therefore we are actually superimposing one time feel or pulse over another. Polyrhythmare a good example of this. The superimposed or layered pulse or what we call core rhythm and core groovcreate the illusion of the tempo momentarily shifting when in fact it is noto So, technically speaking, most of tbexamples on this DVD are superimposed metric modulations, but for the sake of simplicity we will stick witthe term "metric modulation".

Core Rhythms

Subdivisions such as eighth notes, triplets and sixteenth notes can be grouped to form what we call a corrhythm. For instance, a dotted quarter note is a core rhythm; it is based on the subdivision of eighth notes i:groupings of three. There are three basic core rhythms that we explore in Volume 1: dotted quarter-notes, eighthnote triplets and quarter-note triplets. Core rhythms are the basic building blocks for what we call core groove~

Core Grooves

Core grooves are a more musical application of core rhythms. To create a core groove, first we take a corlrhythm and play it in groupings oftwo, three, four or five etc ... Examples of core grooves inelude a basic swingsamba or bossa that is superimposed over a different time feel.

Forms

There are a few reasons why we think it is more beneficial to apply these exercises over a form rather tharjust over a particular pulse. First of all, one of the purposes of superimposing one groove or time feel over anotb.er is to create tension. Rhythmic superimposition creates two sets of pulses competing for your attention anctherefore two sets of competing musical expectations. A form - any cyelical set of bars, with or without harmonÍcmovement - provides an opportunity to raise the intensity of your expectations for resolution. Without a fonnover which to apply the new groove, you won't achieve the same amount of tension nor the effect of any subse.quent release. Second of all, in order for musicians to cornmunicate with one another, we must have some kindof a framework or road map as a basis of cornmunication. A form can be that framework. Finally, your musicalfacility is already based on the ability to navigate chord progressions and forms, and the ultimate purpose oftbeexercises in this book is for you to be able to use in a musical way. The forms that we are playing over areatwelve-bar blues in 4/4, a twelve-bar blues in 3/4, rhythm changes and a 32-bar AABA form.

Rhythmic Displacements

A rhythmic displacement is any rhythm or musical phrase that begins on a different part of the beat than itsoriginal starting point. This DVD covers rhythmic displacement extensively as well as polyrhythms and metricmodulation.

4

Page 5: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

Draclice lipsGeneral Practice Tips

Before you start playing any of these exercises on your instrument you should be able to elap, speak or singthem [ust. This helps you isolate the exercises and elirninates factors that could interfere, such as note choicesor other technical aspects of your instrument etc.

There are many different ways to practice these exercises. Keep in mind that no matter what core rhythm orgroove you are displacing or superimposing, the original time (eighth note, quarter note or half note) has to stayyour reference point.

At the begining you might find it necessary to maintain an extemal reference point for the original time suchas a metronome, a recording that you play along with or a fellow musician who is willing to keep time for you.As you get more cornfortable, your dependance on an extemal time keeper will diminish and you will be able torely more and more on your intemal metronome.

Here are sorne suggestions for practicing the exercises away from your instrument:

1. CIap the core rhythm while keeping the metronome on all four beats of every bar.

2. Clap the core rhythm while keeping the metronome on beats two and four of every bar.

3. CIap the core rhythm while keeping the metronome on beat one of every bar.

4. Replace the metronome with tapping your foot and repeat the aboye exercises.

5. Sing or speak the core rhythm while elapping all four beats of every bar.

6. Sing or speak the core rhythm while elapping on beats two and four of every bar.

7. Sing or speak the core rhythm while elapping on beat one of every bar.

8. When you're walking, think of your steps as half notes or quarter notes. While doing this, elap your handsor sing the core rhythm.

For 3/4 time adjust the aboye exercises accordingly.

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Page 6: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

cymbal hi-hat hi-hatwith foot

bass drum snare

practice tips lor drummersWhile learning the examples in this book, it is helpful to keep the quarter-note pulse with either the hi-hat or

bass drum. This is good for coordination as well as rhythmic understanding.

Be creative. Improvise within the core rhythm. Try playing the quarter-note pulse with two limbs while play-ing the core rhythm with the other two limbs. Try altemating these pattems between each pair of limbs. Then tryplaying the quarter note with one limb while the other three limbs play the core rhythm.

Drum Key

practice tips lor bass plaversWe found that there is a tendency to play shorter notes when they are anticipated or delayed, particularly

when it comes to the core rhythm of waIking bass. In order to create the illusion of the time shifting temporari-ly, it is important that you play the full note values.

As a bass player, you must not only superimpose a core rhythm over a form - which is challenging enough-but at the same time you must displace the harrnonic rhythm. Expressing the harrnonic structure of a piece whenthe bass notes don't fall on beats one or three is not easy. If you find that you are having trouble with this seeifthe following suggestions help:

First, play the core rhythm or groove against a metronomic pulse making sure that you are completely securewith that. Then add the form but stay on one pitch and don't worry about expressing the harrnony yet. Check tomake sure you are hearing the form in your head. Finally add the harrnonies. If you are unsure about where thechords fall in the new harrnonic rhythm, write out a few choruses and consult the examples later in the book.

6

Page 7: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

practice tips lor pianistsAll of the exercises and ideas presented in this book can be applied to comping as well as to soloing. Many

pianists have limited independence of the right and left hand, and it is not uncornmon that the left hand will fol-low the right hand or vice versa. Rere are sorne suggestions on how to develop more independence while work-ing with the core rhythms in this book.

Preliminary exercisesPick a chord and voicing that are you are cornfortable with (either left hand or two-handed voicing) and stick

with it.

1. Play the core rhythm while keeping the metronome on all four beats of every bar.

2. Play the core rhythm while keeping the metronome on beats two and four of every bar.

3. Play the core rhythm while keeping the metronome on beat one of every bar.

4. Replace the metronome by tapping your foot and repeat the aboye exercises.

If you are cornfortable with this, repeat the exercises while playing them over a form. Adding the element ofform can get pretty challenging, particularly if the core rhythm goes over the bar-line and therefore changes theharmonic rhythm. Choose a chord progression that you are really cornfortable and familiar with. The less youhave to worry about finding the right notes or chords the better. You can find sorne suggestions on how toapproach the subject in the chapter about harrnonic rhythm.

Left and right-hand independence using the core rhythms.

Pick a chord and a left-hand voicing that you are cornfortable with, and a scale in the right hand that fits withthat chord.

1.With your left hand, comp on all four beats of the bar and play the core rhythm with your right hand usingnotes of the scale.

2. With your left hand, comp on beats two and four of the bar and play the core rhythm with your right handusingnotes of the scale.

3.With' your left hand, comp on beats one and three of the bar and play the core rhythm with your right handusingnotes of the scale.

4. With your left hand, pick a standard comping rhythm and play the core rhythm with your right hand.

Reverse the exercises.

1.With your left hand, comp using the core rhythm and with your right hand play half notes using notes ofthescale.

2. With your left hand, comp using the core rhythm and with your right hand play quarter notes using notesofthe scale.

3. With your left hand, comp using the core rhythm and with your right hand play eighth notes using notesof the scale.

Next repeat the exercises but play them over a form. Again, choose something that you are really cornfort-ableand familiar with. The more advanced you get the more you can experiment with making up your own exer-cises.Try to play the melody of a tune in your right hand while comping core rhythms in your left. You couldcombinetwo core rhythms, for example: solo using the core rhythm of quarter-note triplets in your right hand,and comp on every second triplet in your left. The possibilities are endless.

1

Page 8: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

eighlh-nole IriplelSThis chapter deals with the core rhythm of eighth-note triplets.1t is essential in all triplet-based music,

such as swing, that you are able to feel equally cornfortable on all three parts of the triplet. If you don't havethis foundation set, all subsequent metric modulations based on triplets are going to be shaky and insecure, somake sure you really have these exercises down before you move on.

The form we are using for the exercises in this chapter is a 12-bar blues in the key of F.

Watch Chapter 1 on the DVD to see how eighth-note triplet modulations can be applied in a musical way.

DVD Chapter 3: First Triplet

Core Rhythmr--- 3-----, r--- 3-----, r--- 3-----, r--- 3-----,, ' , t' , t' , t' , I etc

F7 B~7

19: e J J J J [ij ¡'F . q~r etc.

A quick note: the first triplet is obviously the downbeat of every quarter-note, and while this might seemdeceptively simple, it is not. Just playing quarter notes while keeping good time and swinging hard is more dif-ficult then you think, and should be the foundation for any more complicated and advanced pattems.

Core Groove A: 4/4 Swing

'>( '>( '>( '>(

Basic Walking Core Groove

DVD Chapter 4: Third Triplet

Core Rhythm

,--- 3----, r--- 3-----, ,--- 3----, r--- 3--,

q , .b r ' .b r ' .b r ' .b I etc

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Page 9: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

DVD Chapter 5: Starting on the third triplet

Core Groove A: Swing

.---- 3 --, .--- 3 ----, .--- 3 ----, .--- 3 ----,

DVD Chapter 6: Second triplet

Core Rhythm

,--- 3 -----, ,--- 3 -----, ,--- 3 -----, ,--- 3 -----,

tKf J), r J) , r J) , r ~ etc

DVD Chapter 7: Starting on the second triplet

Core Groove A: Swing

ro-- 3 ----, .---- 3 ----, .--- 3 ----, .---- 3 ----,.~:p '~? : p ,: ? ::~L-- 3 -----' '-- 3 ------'

~ B~r- 3 ---, 3 ---. r- 3 ---, r--- 3 ---, .-- 3 ---, .-- 3 --,

~"--:e---'-'í--"'-_?5_ ~__ etc.--~ , .....-3---' L--3----1

DVD Chapter 8: Aaron demonstrates on the piano how to solo using second and third triplets.

9

Page 10: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

eighlh nOlesThis chapter deals with the core rhythm of an eighth note. Again, you want to feel equally cornfortable on

all eighth notes in a bar. This is the prerequisite to more complicated metric modulations. The form we areusing in this chapter is rhythm changes in the key of B flat.

Watch Chapter 9 on the DVD and see the trio apply the material in this chapter over "Rhythm Changes'

Core RbytbmsFirst eighth note on One and Three.

DVD Chapter 11: Second eighth note on the and of One and Three.

DVD Chapter 13: Third eighth note on Two and Four

DVD Chapter 15: Fourth eighth note on the and of Two and Four.

10

Page 11: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

Youcan also think of these exercises as a grouping of four eighth notes that is being displaced by an eighth note.

Core Groove B: Half- Time Swing Feel

I 3 I I 3 I

~:~ 1 p~ J

I~~

P

~ J?lI

J J J-¡ -¡

m6 G-7 C-7 F7 D-7 G7 C-7 F7

~ J ~ j fr r ~ r I etc.

DVDChapter 12: Core Groove B displaced by one eighth starting on the second eighth note. Eighth notes areswung.

3 3

~:¡ & ¡ t ~ J ~ I ~ & t ; , J t :~

m6 G-7 C-7 F7 D-7 G7 C-7 F7

DVDChapter 14: Core Groove B displaced by a quarter note starting on the third eighth note.

,3----, ,3----,

~:' J J i r I ' J J i r :~-

Asa harmonic instrument you have the option of either anticipating or delaying the harrnonic rhythm. Both work:justbe aware that anticipating the harrnonic rhythm will create a sense of forward motion.

11

Page 12: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

For bass, delaying the harrnonic rhythm looks like the following example:

m6 G-7 C-7 F7 D-7 G7 C-7 F7

d zga===µ ------ j @t19: e l~

~ I etc."-"

Whereas anticipating looks like the following example:

m6 G-7 C-7 F7 D-7 G7 C-7 F7

19: e - l ~~ ~ ~ ~~Jaetc.

DVD Chapter 16: Core Groove B displaced by three eighths starting on the fourth eighth note.

3 3

~I:S [;Ji ' ~ ¡ [;Ji , ~ :~I, -etc.

m6 G-7 C-7 F7 D-7 G7 C-7 F7

,lijij. ~. . ~ m· ~r ~$I:)=e ~.'--'" .

'--'"

DVD Chapters 17,18 and 19: Aaron demonstrates on the piano how to apply the second, third and fourth eighthnote displacement to soloing over "Rhythm Changes".

DVD Chapters 20, 21 and 22: Rere the trio demonstrates the musical application of the second, third andfourtheighth note displacement over "Rhythm Changes".

12

Page 13: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

Below is an example of a simple funk groove displaced in the same manner.

Core Groove C: Funk

~r f r

~ f f r :~

F7

[9:c~ 1 r 1 ~:~

Displaced by one eighth note starting on the second eighth note.

F7

Displaced by a quarter note starting on the third eighth note.

~'r!'fg'rrf:~F7

~ S sS 'ª=W :~Displaced by three eighth notes starting on the fourth eighth note.

13

Page 14: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

guarler-nOle Iriplels in 4/4This chapter deals with the core rhythm of a quarter-note triplet.

If you are not completely cornfortable with playing quarter-note triplets, go back to eighth-note triplets andmake sure you are cornfortable with those first. Eighth-note triplets are the building blocks for quarter-notetriplets.

The form we are using for this chapter is a 4/4 blues in F.

Watch Chapter 23 on the DVD and see the trio apply the material in this chapter over a blues.

Core Rhythm

3 I 3I

msf ~ ~ ~ ~ ~µ etc.r r r r r

Take a basic eighth-note triplet pattem and accent every other note. The pattem repeats after six eighth-notetriplets or two quarter notes.

DVD Chapter 25: Quarter-note triplet starting on beat One.

In 4/4 time, the pattem repeats after one bar.

Core Rhythm

.-3-----,

~3 3 3 3

etc.

F7Bb7

DVD Chapter 26: Quarter-note triplet starting on the second eighth-note triplet (you can also think of it asstarting on beat Two or beat Four).

Core Rhythm

I 3 I I 3 I

~

:113 3 3 3

14

Page 15: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

As a bass player you have the choice to either anticipate or delay the harrnonic rhythm. Anticipating chords- in this case playing the chord change on the and of beat Four as opposed to on the second eighth-note tripletof beat One - gives the bass line a nice forward motion.

F7,..--3~

-/9: e'"-' L----- 3 -----' ~ 3 ----.,t-- 3 .-J ~

3---.J

DVD Chapter 27: Quarter-note triplets grouped in twos.

Core Rhythm

etc.

¡ 3 ¡ ¡ 3 I

3 3 3 3

Core Groove A: Swing

¡ 3 I

3 3 3

~: ; ~-, J i j' J ifJ~I 3 I

I 3 ¡ '----- 3 ------'

F7ro 3

L 3

DVD Chapter 28: Quarter-note triplets grouped in threes.

CoreRhythm

I 3 I I 3 I

~3 3 3 3

15

Page 16: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

Core Groove D: 3/4 Swing

3 3 3 3

I 3 ' , 3 '

3 1

~ J etc.W Il '~ J ~~

DVD Chapter 29: Quarter-note triplets grouped in fours.

Core Rhythm

I 3 I I 3 I I 3 I I 3 I

Core Groove F: Bossa

F7 ,3, r-3-¡

'f 'f ~ etc.r-3---,

DVD Chapter 30: Rere the trio demonstrates musical applications of quarter-note triplets over a blues.

DVD Chapter 31: Displaced quarter-note triplets in groupings of two.

CoreRhythm

....-. I 3 I I 3~

:~

3 3 3 3

16

Page 17: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

Core Groove C: Funk

F7 m7 F7,3-,

#=1*,--3--, ,3---,

IfJ 'í ~ * * ~ª* 'í 'í ~ * ~ * 'í 'í ~ * I etc.L3-.J L-3--.:..J "---'

DVD Chapter 32: Displaced quarter-note triplets in groupings of three.

CoreRhythm

3 3 3 3

DVD Chapter 33: Displaced quarter-note triplets in groupings of three.

Core Groove D: 3/4 Swing

! 3 3 , , ___ 3 3

F7,3-,

1=J:e'1 j ~ etc.

also:Displaced quarter-note triplets in groupings of three.

CoreGroove E: Slow Blues in 3/4

')( '" '" ')( ')( '" ')( x '>( ..1" 1" 1" D 1"- 1" 1" 1"- 1" D

11

Page 18: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

,3, r 3 l ~ 3-----, ,3--,

19: e 't J 1 J J 1 .. 1 § 1 ~ etc.I 3 I L-3~

DVD Chapter 34: Displaced quarter-note triplets in groupings of four.

Core Rhythm

3 3 3 3 3 3 3 3

18

Core Groove A: Swing

í f :~L..-- 3 ------l

DVD Chapter 35: Rere the trio demonstrates musical applications of displaced quarter-note triplets over a blues.

Page 19: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

dORedqUarler nOles in 3/4This chapter deals with the core rhythm of dotted quarter notes in 3/4.

Dotted quarter notes are eighth notes grouped in threes.

The form we are using for this chapter is a 24-bar C minor blues in 3/4.

Watch Chapter 36 on the DVD and see the trio apply the material in this chapter over the tune "Pawprints".

DVD Chapter 38: Dotted quarter notes starting on beat One.

CoreRhythm

~o r~o L r ':0 r L ~o r :~r r

DVD Chapter 40: Dotted quarter notes starting on the 'and' of beat One.

CoreRhythm

rL

DVD Chapter 42: Dotted quarter notes starting on beat Two.

CoreRhythm

Mf r ~o r L P# r ~o r r t~~DVD Chapter 39: Dotted quarter notes grouped in twos.

CoreGroove A: Swing

C-7 F-7

19:!~· §t. ~

19

Page 20: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

C-7 F-7

DVD Chapter 41: Dotted quarter notes grouped in twos starting on the 'and' of One.

Core Groove A: Swing

Note: The harrnonic rhythm can either be delayed by an eighth note;

C-7 _ F=t- ~- t 1 etc.tfJ:I'~-~F-7

or can be anticipated by a quarter note.

C-7 F-7

19:1 ~. etc.

DVD Chapter 43: Dotted quarter notes grouped in twos starting on beat Two.

Core Groove A: Swing

Again the harrnonic rhythm can either be delayed by a quarter note

or it can be anticipated by and eighth note.

20

Page 21: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

C-7 F-7

DVD Chapter 44: Dotted quarter notes grouped in threes.

Core Rhythm

Note: Accent every third dotted quarter note.

DVD Chapter 45: Dotted quarter notes grouped in threes.

Core Groove D: 3/4 Swing

~

II t' ;. ~ ~ ~' 9' f P f' ~' etc,l. . I . . . . I . .

c·, ~r ~ rm:1 J. ¡'~ r- ~..F-7

C-7 C-7 C-7 etc.

~' Jc=j J. r- ~. r· ~. ~.

21

Page 22: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

DVD Chapter 46: Dotted quarter notes grouped in threes starting on the 'and' of One.

CoreRhythm

,

DVD Chapter 47: Dotted quarter notes grouped in threes starting on the 'and' of One.

Core Groove D: 3/4 Swing

etc.

C-7 F-7

t7: i ' J. & ? ~. J ~. ~~WJr=F >.

r .

C-7 C-7 C-7 etc.

J f#=a. ~

F= Ifd'~. r I~r F>-

DVD Chapter 48: The trio demonstrates dotted quarters starting on One.

DVD Chapter 49: The trio demonstrates dotted quarters starting on the 'and' of One.

22

Page 23: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

doned quarler-noles in 4/4This chapter deals with the core rhythm of dotted quarter notes in 4/4. There are two dotted q~arter notes for

everythree quarter notes and in 4/4 the pattem repeats after three bars. The form we are using for this chapter isa typical 32 bar AABA form. Watch Chapter 50 on the DVD and see the trio apply the material in this chapteroverthe tune "Take the G Train" .

DVD Chapter 52: Dotted quarter notes in 4/4

CoreRhythm

.

DVD Chapter 53: Dotted quarter notes grouped in twos.

Core Groove A: Swing

etc.

Cmaj7 D7hl D7 etc.

[:1: e J -- J. ~. r- ~. J.~F· ~.

DVD Chapter 54: Dotted quarter notes grouped in threes.

CoreRhythm

Note:Accent every third dotted quarter-note. This rhythm repeats after nine bars.

23

Page 24: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

DVD Chapter 55: Dotted quarter notes grouped in threes.

Core Groove D: Swing in 3/4

etc.

Note: Pattem repeats after 9 bars.

CMaj7 D7Ul

19:e J ~ Jr· ~. ~J.

D-7 G7 CMaj7

r ~~.~. m r r· ~.

r· ~. J.~

D-7 G7 etc.

r?Tijgf· ~r· 4§

The following are sorne more examples of core grooves of dotted quarter notes grouped in fours.

Core Groove C: Funk

etc.

etc.

Dotted quarter notes grouped in fours starting on the 'and' of One.

etc.

~

etc.

~

DVD Chapter 56: Trio demonstrates dotted quarter notes in 4/4 time.

24

Page 25: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

eore groovesHere is a listing of the core grooves we are using on the DVD

Core Groove A: 4/4 Swing

~ ~'F ~~~3 3

Core Groove B: Ralftime Swing

~ 1 1f

13 ,

3

Core Groove C: 4/4 Funk

Core Groove D: 3/4 Swing

~ ~'F-f :~3

F7

or

25

Page 26: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

F7

Core Groove E: 3/4 Slow Blues

F7

26

Core Groove F: Bossa

F7

Page 27: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

displacing Ihe harmonic rhVlhmSorne of the previous exercises involve displacing the harrnonic rhythm. When you apply é}. core rhythm such

as a dotted quarter note to a harrnonic structure, the harrnonic rhythm will be displaced and chords will no longerfall only on beat One or beats One and Three. Sometimes there will not be enough beats in the new time toexpress all the chords, and sometimes there will be too many beats and you will have to repeat chords. You haveto try to fit the new rhythm over the existing harrnonic structure/form and make it sound musical. Often timesyou are faced with having to either anticipate or delay the harrnony; both work. Anticipating the harrnony willgivethe tune a feeling of forward motion, whereas delaying it will give it a feeling of stretching the time.

Here is an example of a dotted quarter harrnonic rhythm over an F blues in 4/4. The chord changes that donot faH on beat One or Three are anticipated.

F7 B~ F7 F7 B~

~. J. ~. ( ~ ( ( W· ( ~rBO F7/C A-7 D7 G-7

~. ( ~ ( ( W· ( ( ~. ( ~

C7 A-7 D7 G7 C7

$ ( ( W· ( r ~. ( ~. ( :~

This is what a bass line for the aboye example could look like.

F7 B~7 F7 F7 B~7

~~. J. W=r' r b --~. J. ~. ~. §

BO F7/C A-7 D7 G-7

~' ~. tAo ~l ~. --r r r· ~-C7 A-7 D7 G7 C7 C7

r r be- tIr be- - -- J.F ~. r· m r· :~

21

Page 28: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

Rere is another way of playing the harrnonic rhythm. Sorne of the chords are now delayed.

F7 B~ F7 F7

~. ( ~. ( ~

~. ( W· ( F=rB~ BO F7/C A-7 D7 G-7

~. ( µ( ( ( W· ( (ttij4. ( ~

C7 A-7 D7 G7 C7

~ ( ( W· ( ( t1$=(. ( pr ( ( :~

28

This is what a bass line could look like for the aboye example.

F7 B~ F7 F7

~. J. ~. r· ~. ,. re· J. J§j

B~ BO F7/C A-7 D7 G-7

fi· §t j. ~. ~. -----r· r· r r· ~

C7 A-7 D7 G7 C7

""' ~j. ~. ~~.- J~ r· F· r· ~. :~

Notice that the basic rhythmic pattem repeats after three bars.

Page 29: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

Here is a dotted quarter core rhythm over the chord changes to "Take the G Train", a typical 32 bar, AABAformo

Take the G Traio

o Cmap Cmap D7~1l D7~1l D-7

~. ( ~. ( ~. ( W· ( ~

G7 Cmaj7 A-7 D-7 G7 Cmaj7

~. ( ~. ( W· ( ~. ( ~

09 Cmap D7 D7

~. ( W· ( rt7l#=r ( M ( F·

D-7 G7 Cmaj7 Cmaj7 Fmaj7/3

W· ( J1?ijE{. J. M ( ( W· ( (21rr~/7 Fmaj7 Fmap Fmap D7

ij:f. ( ~. ( W· ( ~. ( ~

2/ D7 G7 G7

~. ( W· ( rt7l#=r ( M ( r=.

025 Cmap Cmaj7 D7hl D7~1l D-7

~. ( (1?J#=? ( Fd? J. ( W· ( (21f

29 G7 Cmaj7 A-7 D-7

~. ( ~. ( W· ( ~. ( FJ

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Page 30: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

Rere is a bass line for the same dotted quarter core rhythm.

Take the G Train

G7

D7~1l D7~1l D-7

~. ,. OC· [ @,

Cmaj7 A-7 D-7 G7 Cmaj7

r ~. r r I~r r- ~

D7 D7

~. r· ~r ~.

o Cmaj7 Cmaj7

~. r. ~. IJ~

o Cmaj7

~ ~~. r· tr·D-7

D7

G7 Cmaj7 Cmaj7 Fmaj7

D7 G7

r --~. ~

G7

G7

D7~1l D7~11 D-7

J. ~. J.~~

J.Cmaj7 A-7 D-7 G7

~. J. ~. [ 49

o Cmaj7 Cmaj7

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Page 31: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

Chapter 34 from the section on quarter-note triplets. The Core Rhythm is a displaced quarter-note triplet ingroupingsof four and the form is a blues.

F7 m7 F7

J§=jl r-3iJ§ ,3,

J§=jl,--3---,

~ - I ~ - '1'~' ,L3-.J ---

m7 Bdim F7/C A-nS D7,3--, ,3--,

§W!@ - ~I , , rgr I tR - ~I , '1~ IL-3.-:.J

L-3.-:.J

G-7 C7 A-7 G-7 C7

J§=jl r-3iJ§ ,3,

r-3@:?

~ - I ~ - ~I I :11' , , ,L3-.J

Below is the same example but with Core Groove C: Funk.

F7 m7 F7

9 ~I,-- 3---, ,3,

~ I I ''1 ~ I~

I "~~ IL3-.J L-3---.:...J '-"

B7 Bdim F7 A-7~S D7,3,

~I , '1~ I~

I ~I 't'l~L-3---.:...J L-3---.:...J 3-.J

G7 C7 F7 G-7 C7al ,--3---, ,--3---, ,3,

~ I I " ~ I~

I mI "~ I :~L3-.J

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Page 32: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

chord progressionsBines in F

F7 BIr7 F7 C7 F7l'I! 1 .- I .- 1I .- I .-1I .- .- .- I .- I .- .-, , , , , t , t t , , t ,

BIr7 BIr7 F7 A-7 D7

I .- .- .- I I I.- .- .- I I

.- .- .- I .- :; .- .-t t t t t Z t t t t , t t , t ,

G-7 C7 F7 D-7 G-7 C7

1 I

.- .- .- 1.- I I .- 1/ .- .- .- I .- .- .- .- :~t t t e ' t , t t t , , t , t

C-ll C-ll F-ll F-ll

1'21 .- .-1I t .- 1/ .- .-

1I .- .-

t t t t t t t

C-ll C-ll C-ll C7b 9

I .- .- I1I .- .-

1I .- .- 1I .- .-

t , t t t t t , ,

Pawprints

I,F;1 F-ll F-ll F-ll

:; :;

11 :; :; I :; :; :; I~ 2 :;, , , , , , , ,, ,

1 ,e;1 C-ll C-ll C-ll

.- :; I~ :; :; I 2:; :; I~ :; 2, t t t t t t , t t ,

I,D;" D-7~5 G7~9 G7 ~9

:; .- I :; :; :;

11 :; :;

11 :; :;

t , , t t t t t ,

fijC-~1 e-ll D-7 ~5 G7~9

" .- I " .- .- I " " " I " " " ~, , , , , , , , , , ,,

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Page 33: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

Take the G Train

0, Cm,i' Cmaj7 D7~1l D7~1l

~ I ~ 1I ~ ~ ~1I I ~ I I ~ -~ ~ -~1 e I ? ? ? ? ? ? ? , ? r , , ?

D-7 G711.

A7 D-7 G7 II~maj7 Cmaj7E-7

1I ~ ~ ~

1 ~~ ~ ~ 1/ ~ ~ ~ 1/ ~ ~ ~ :~ I I ~ ~ 1/ ~ ~ ~

~? , , ? , ? ? ? , ? ? ? , ? , ? ,. , ?

[!]Fmaj7 Fmaj7 Fmaj7 Fmaj7

~ I~ ~ ~

1 ~~ ~ ~ 1I ~ ~ ~

1 ~~ ~ ~? ? , ? Z , ? ? , ? ? ? ? ? ,

D7 D7 D-7 G7

1I ; ; ;

11 ; ; í I í

; í ;

1I ; ; í

~? ? ? ? ? ? ? ? ? ? ? ??

~Cmaj7 Cmaj7 D7~1l D7~1l

1 ;~ ; ;

1I ~ ; ;

11 I ~ I

1 í; ; 1? ? ? ? ? ? ? , ? ? ?

Z?

D-7 G7 Cmaj7 D-7 G7

It ; ; ;

11 ; ; ~ 11 ; ; í 1 ;

; ~ ;~

? ? ? ? ? ? ? ? ? , ? ?,

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Page 34: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

Rhythm Changes

0 B~6 G-7 C-7 F7 D-7 G7 C-7 F7l'Il 2" ~ ~

11 ~ " " IZ " " ~

1I " ~ ", , , , , , , , , , , ,

F-7 B!r¡ E~6 A!r¡ 1~-7 G7 C-7 F7 112c~ F7 B~6

1I ~ I " 1 ~ " ~ " I~ " " ;

11 " " ~ :~I ~ ~ "

1I ~ ; ~

~, , , , , , , , , , , , , , , , , , ,

[I]D7 D7 G7 G7

~~ ; ; í IZ ; I ; IZ ; ; ;11 í ; I, , , , , , , , , ,,

C7 C7 F7 F7

IZ í ~ ;1I " I ;

11 " ; ;

1 ;; ; Z ~, , , , , , , , , ,,

0BP6 G-7 C-7 F7 D-7 G7 C-7 F7

1 ~ í ; ;11 í I ; IZ í ; ; 11 ; ; I, , , , , , , , , ,,

F-7 B!r¡ E~6 A!r¡ C-7 F7 B~6

I ; ; ; ;11 ; I ; IZ " ; ; IZ ; ; ;

~, , , , , , , , , , , ,

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Page 35: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

suggesled lislening

Are you looking for musical examples of metric modulation?Virtually every recording of the second great Miles Davis quintet between 1963 and 1968 contains exam-

pIesof metric modulation. Rere are just a few suggestions:

Miles Davis: Miles Srniles

Miles Davis:

My Funny Valentine

Nefertiti

Miles Davis:

Miles Davis: Four and More

Miles Davis: The Sorcerer

Since then, metric modulation has become an integral part ofthe jazz vocabulary. You can find it on a major-ity of the recordings released since 1990. Rere are sorne examples:

Wynton Marsalis:

Wynton Marsalis:

Kenny Wemer:

Kenny Wemer:

Kenny Wemer:

Ari Roenig:

Ari Roenig:

John O'Gallagher:

Standard Time Vol. I

Live at Blues Alley

Form and Fantasy

Peace

Beat Degeneration

The Painter

Inversations

Axiom

Ari Roenig:

Introducing Jochen Rueckert

Bert's Playground

Jochen Rueckert:

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Page 36: Intro to Polyrithms - Ari Hoenig & Johannes Weidenmueller-1

aboUI Ihe aUlhors

Johannes WeidenmuellerBassist Johannes Weidenmueller has been a member of Ray Barretto's New World Spirit, the Carl

Allen-Vincent Herring quintet, the John Abercrombie quartet, the Joe Lovano trio and the Kenny Wemer trioamong others. Other associations include Benny Golson, James Moody, Gary Bartz, Clifford Jordan, DeweyRedman, Randy Brecker, Kenny Wheeler, Toots Thielemans, George Benson, Wynton Marsalis, Joshua Redman,Jonny Coles, Joe Chambers, Norah Jones, Madeleine Peyroux and many others. Johannes has appeared on over60 recordings as a sideman. He has been on the faculty of the New School's jazz and contemporary music pro-gram in New York since 1997 where he teaches bass and ensemble. He is an in-demand clinician who gives lec-tures and workshops at universities and colleges around the world.

Ari HoenigDrurnmer Ari Hoenig was bom in 1973 in Philadelphia, PA. He has worked extensively in bands led by

Shirley Scott, Jean Michel Pilc, Kenny Wemer, Chris Potter, Pat Martino, Joshua Redman, Wayne Krantz,Richard Bona, Mike Stem, Kurt Rosenwinkel, Bojan Z, Jazz Mandolin Project and James Hurt. Since 2002, Arihas been leading his own group in New York City where they play regularly at "Smalls" jazz club on Mondaynights. Ari is a Dreyfus recording artist who has recorded five CD's and a live DVD as a leader. He is also onmore than 80 recordings as a sideman. As an educator, Ari teaches privately in Brooklyn and also for the NewSchool for Social Research in Manhattan. He gives clinics and lectures at music schools and universities world-wide and writes a regular educational column for Modern Drummer magazine.

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