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gypsy jazz 2

February 21, 2017 | Author: peterlouisanthony7859 | Category: N/A
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Lick 96 - Joscho Stephan - Spain - CD   



q=250





2 guitars

5 7 2 4

     7

5 7

7 7

     3

 7 7













3 5

2 3

2 3

2 3

0

3

 

 

   

5 7 2 4

5 7 2 4

5 7 2 4

5 7 2 4





     12

0 2

2





0 2

0

 0

  

q.=70

  

14 15 14 12

   6 7 3 4

  

 

 

   

6 7 3 4

6 7 3 4

6 7 3 4

6 7 3 4

Lick 97

 

      

1415

1415 14

11







 



    

12 14

12

10

11

12 12

Lick 98

 A7 D                                    11



E-7

15 12

12

14 11 14

12

14 14

13 12

11 14

9 12 10

8 7 10

9

9 9 10

8 7 0

4

0

0

5

5

 

Lick 99

2

14 E-7                



14

18

D

12 12

12 12 13 13

12 12 12

12 12

12



12 12



 

12 12



         

12 12

12 12

12 12

12 12

11 12

10 10

9

9 12

                

A7

10 11 12

10 11

10 11

G



 



   

 

 

11 11 14

14

12

10

12 12

13

13

 11 12

11 12

11 12

11 12

10 11

10 11

 

13



Licks 100-103 Joscho Stephan Caravan note values doubled for easier reading Lick 100

                              A7

6

Bb7

5

4 5

6

5

6

5 15

6 6 8 7

5

5

8

8

Lick 102                                3  12 15 13 15 13 12 17 13 15 12 13 10 14 14 11 15 13  12    11 14 12 14 14 14 11

  

12 11 12

                         12

8

10 10

7

8 8

5

5

6

6

5

4

5

6



5

6

8

6

5 7

6 4

Lick 103              10 5 5 8 5 10 6 6 7 9 10 7  7 7 8  5 7 8 12

6



5 8 8 7 5

12



5 7



 

7 8 6

15 12

9

Lick 101

5



 

etc

Dm

           8

3

5

5

5

Lick 104 - John Jorgenson - Hungaria

                    q=230 G^

   3



17 14 11







18

11

12

17

16

15

15

16

17

18

16

12



G#^

12

18

    18 18

  

   

 

  

G^



16

16

18

16 18

16

17 18

17

17

17

Lick 105

G#^                       3      G^

6



16

14 12 14 12

12 14

12 14

15

15

G^                13 13

13 15

13 15

13

15

16

15

15

15

Licks 106-109 Jimmy Rosenber Unaccompanied                                Lick 106

2



2

3

3

3

6

6

0

3

6

4

4

2

0

3 6

3

3

6

4

4

6

4

2

3

6 4

6

4

0

4

0

                              0 0 0 0 3



3

3

6 4

0

6

0

4

3

0

0

4

3

0



0 0

0

0 4

2

   

0

4

4

 

2 0

             0

0

0

2

2

4

4

3

4

2

2

0

0

4 2

2

4 3



 

4

3

2

0

  

0 3

3

1

                    3 3    Lick 107

3



2

5

3

2

5

5

3

5

3

2

3

2

3 2 1 2

4

4

2

        9

    

  

             

15 13



0

0 2

5

8

3

6

4

    

3

6

11 4

3

9 12 5

4 2

8 5

4 2

11 10 5

4 3

2

9

11

14

14



12 14

15 14

11 11 12 11

2

                    

Lick 108          

11

7

12 10 5

9

7

6

AD lib up and down

6 6

6

              AD lib up and down

AD lib Down pics, Resolve to 2nd chord

7

10

7

0 8 11 9 7 0

7

8

5 7 5 7 5

5 6 5 7 5

5

   

 

6

5

 



8



10



8

4

7

9

8

8

7

5

7

7 6 4 5



5



5

7 6 4 5

7 6 4 5

7

5

        

5



5

Lick 109 5

7



8

         



     

18             



6

6 6

AD lib Down pics, Resolve to 2nd chord

14



7 8 7

14 13 10 14 13 10





3

7 6 4 5

7 5 6

7 5 6

4

4

7

Lick 110 - Django - Swing 41

5M M 5 4 = 5 5 5 5 4: 4 = 5 5   M M

1 ? G 2g

1 4 G 6

2g

Ô 6

 5M M 5 5 5 4 = 5 5 5 5 ?   M M

2

62

10

10 9

9

10

10

9

10

10

12

9

10

10

9

10

12

 2 5 5  5 E 5  5 5 5 5 E 5 : 5 5 5 5 5 5 5 5: 5 5 5 5  = 5 = ?  9 7

9 10

11

12

9

9 10

7

7 9

10

12

11

10

10

10

10 10

10

10

Licks 111-117 - Django Reinhardt - Cou Cou   

q=140

              Lick 11



5

     3

8

7

8

7

6

5

5

5

Lick 112 bent from G# A-  

          



C^

7

5

  3

bent from G#



7

8

8

9 10

9

7

5

7

9

7

9

8

9

10

12

     

Lick 113



3

13

12

7

13

10

9 10

7

10

10

12

C^ Ebº7 D-7                      8

10

10

8

8

9 10

3

10

10

F#º7



10

7

F   6           3 



10

5

9

9

10

9

10

   

G7

12

7 9

10

1/4 bend                           

2

11

A-

Lick 114

C^

1/4 bend

12



10 13

12

13 10 8

11 9

10 12 10

9 10

9

8

10

10

 Lick 115     

    14



10

8

F

     

12

10

8

5

10

6

9 7

7



7

5

5

10

F#º7

        16

D-7 G7  Ebº7          

C^

8



5 5

7

5

5

5

5

8

9

5

6 7

4

5

7

Lick 116 C^

  

bent up from f# 19 

      



A

3 f# bent up from



7

8

6

7 6

5

9 10

5

Lick 117           3   8

9 10 9 7

7

9

5 7 10

           F

23

8

12

10

12



10

10

6

5 7



C^

5 5

8

9

     



8

Ebº7             25

F#º7

6 7

4

5

D-7

 

7

5



4

5

G7

    

8

5 5

5

5

3

Lick 118-126 - Django Reinhardt - Viper's Dream                       

Lick 119

q=156 Lick 118

7 10



5

8

8

8

8

8 10 8 8

9

5

5 5

5

5 14

  5              3

3

14 15 15

15

17 15

            Lick 120

3

17



7

5

13

11

17

11 15

13 12

13

13 10 13

13 17 15 12 13 14

 bend          1/4                          9

Lick 122 bent from D

Lick 121



bent from D

11 10 8



13 12 15

12

14

14

11

10

13 13 11

             Lick 123

13

12



13

12

12 13

8 10 8

11

11

10 7

              3



3

12 13 13



1/4 bend

13

11 13 11

11 13 11 14 12

14 12

12 14

              

2

Lick 124

17

3

               Lick 125

13



15

14

13

13 10

12

10 13

10

          



10 10

10 12

              21

7 9

10

12

10 8 12

11

Lick 126

1/4 bend



1/4 bend



8 8

8 8

7

12

10

7

11 7

10 8 8 10

10

10

5

Licks 127-131 - QHCSF - 'Round Midnight =170 lick 127

lick 128

                         Ô

U

ÔU

6





12 11

10 11

11

10 11

13

11

10 11

11

13

10 11

13

11

11

11 13 11

11

12

11 13

13

6Ô        6 Ô                        5



11

10

9

9



12

13

12

13

9

7

10 8

5

9

9

7 6

9 6

9

9

7

5

       6Ô         6                        8

lick 129



6



6

9

9

8

6

6

4

4

6

3

3

6

7

6

8

0

0

7

8

6 8

8

lick 130

11 6 6 lick 131 6Ô                                 2



6

4

4

5

3

5

3

3

3

6

5

4

3

4

4

0

7

5 10

4

6                                14



6

10 13

11 12

12

12

12

13 12

11

9

0

0

9

6

0

0

6

3

4

4

2

3

Licks 132-137 Lollo Meir

q=210

                                   Lick 133

Lick 132 G^7

7 10

7

7



8

7 8 7

7 5

7 9

9 7

5

5

5

7

7

8 10

9

8

8 10

7

9

Lick 135

Lick 134

5                              D7

8

8

7



9 10

7

5

10 9

10

5

9

9

5

7 5

4

5

5

8 10

5 9

5 9 10

7

                             3  Lick 136

9

8 10 8



10

9

8

10

10

9

9

8

7

8

10

9

8

5 10

9

7

6

8

7

12              G^7                    

Lick 137

3

8



G^7

11 12

11 11 10

8

7

8

10

7

8

6

7

10

7 8

10

7

8

7

5 7

15                        5



7 8

5

5 7

6

5

5

4

3

4

4 5

5

5

6

Licks 138-146 - Frank Vignola - Gypsy Bach   

q=130

  

   5

  0

0

               

3

0

0

2

2

3

3

3

0 0

2 0

0

0

3

3 4

0

0

4

4

0

3

1

3                                



3 2

0

2 4

0

0

2

3

3 2

3

0

3 2 0

2

0

3

0 3

1

3

3 2

3 2 0

2

4

                                    9

1 3



2



3 5

1 3

6

3

2

2

3 5

1

3

3 5 0 2

3

0

3

2 3 0

   14

5

1

1

3         3 3                              3 3 

accel.

5

3

0

3 2

0

6

6

8

6 8 6

5

7

2

2

3

3

2 0

8 7 5 4

3

6

4

8 7 5

                                    18



q=130

8 5 6

8 6

6

8

6 8

5 8

6

5

4

5 4

3

4

5

4 7

5

                        

2

0



0

1

1

0

0

3

3

1

0

2

0

5

7

8

7

1

1

5 5

4

3

   3 3                       3

6 10 8 6

6

6

6

7

7

8

8 8

11 12 11 10 11 14 15 14 13 14 10

   

       31

3

12

13

6

 

11 12 13 12 11 12

accel.   

       

12 15

13

12

13

12

12 14

14

   34



0

2

27



3

2

       

q=130

accel.

23

9

15

14

13

14

   10

12 13

9

8



9

 

 

  

  

 13

 12

 10

  10

 9

12 10

Licks 147-153 - Tchavolo Schmitt Sheik of Araby q=270

  

1/4 bend lick 147

Bb

                   1/4 bend 3

   4



F7

0 1

1

2

3

3

4

2

1

0

3

3

2

1

0 3

2

1

0

 lick  148                  3    4 3 2 1 1 3 1 4

1

4

1

2

2 3

3

2

2

1

0

0

3

2

1

lick 149

7 Bb Bb/D 3                           3 3



3

1

3 1

0

0 4 3 2

0

3

2

3

4 3

2

3

3

4

1

lick 150

C-7 F7                                 10

Dbº7

5



3

1

6

6

3

3

3

4

0

0

3 4

3

3

0

0

3

3 6

bent from f#    Bb bent from  f#                 

2

lick 151

13

3



6



8

6 8

7

6 8

7

6

8

8



bent from f#

bent from f# 8

8

7

7

5

8

8

8

6

7

bent from f#

Bb                             16

bent from f# lick 152

F7





7

8

8



 

bent from f#

bent from f# 8

7

6

8

8

7

6

8

6

6

10 7 8

6

6

7

      lick 153

1/4 bend

              1/4 bend   7 8 7 8 8 8 9 9 10 9 10  7 19

7

F7



11

11

8

22 D7                         



7

8

7

9 10

9

8

7

7

6

7

8

8

6

7

7

7

q=185

Licks 154-162 - Joseph Reinhardt Lick 154 Sweet Georgia Brown F7

                          

6

7

6

6 8

7

7

6

6

8

8

7

7

6

6

8

8

7

7

6

8

Lick 155

8

7

8

Bb7                             

Lick 156

4

8



6

7 6

6

9

6

9 6

6

7

8 7 8

7 7 8

7

6

7

6

7

5

Lick 157                              3 Eb7

8

8

8



6

8

6

6

7

6

7

7

6

6

8

8

7

7

6

6

                               

Lick 158

Ab

11

6 8

6 6 0

8 7

6

4

6

6

                   C7



4

4

5 5

3

4 7

6 5 4

3

5

15

6

6

4 5

0

5

6

8

4

7

F7



     

Lick 159

5

6

7 7

8

Lick 160 Bb7                                    

2

18

8



  22

6

7

7

8 7



6

7

7

7

5 5

5

            



6

6 7

8

     

8

6

6

8

9

7

7



6

8

11

C7   3  F-        



C7

F- Lick 161

8

3

10

10

9

11 10

9

8

9 10

F7               

   

Ab7 Lick 162



9

G7

Gb7

8 8

9 10

  

3

8 9 10 9

Bb-7

3

8

9

29

  8



8

5

8

           

31



8 9

6

7

5 5

8

25

7

5

9

11

9

8

11

10

10

Eb7





8

6

 

Ab



6

7 6

6





7

9

Licks 163-171 - Swing 39 - Sarane Ferret G

Lick 164 Bb  3                         

q=180

Lick 163



8

8

4 4

7

7

7 8

8

5

4

C7            



5

4

4

11

10

7

10 8 11

10

9 8

10

10

7

5

Bb 3              3  8 10 8 5

7 8 10 9 8 7

         Lick 165

8

C7

3





  

    



3

4 5

8

8

Lick 166 Bb

3 7

9

8

  

6

6 7

7 8 12

8 7

8 10



7 10

7

8

7

   D7     3 3 3           3               3 3 3    12

6



5

3

2

3

4 3

5

3 3 3 8 8 8 5

0 3 8

6

5

1 8

6 5

4 3

2

2

   15



Eb7

   

Lick 167

3

 



8

6



D7

3



8

        

7 5 8

    

Lick 168

3 10





8 10 8

6

6 8 6 5

      C7               

bent from E



10

11 12 13 10

11





bent to 13 10 12

11 9

10

12 10

9

10 13 12 13

12 8 10

11

11

10

10

12 10 12

10

12

C7 Lick 169       1/4 bend 22                    1/4 bend  12

12

11

Bb





3

7

Bb 19



   

12

12 13 12

11



       

Lick 170 Bb

  

  

26

10



10

10

10

 





11



10

32

D7

9

    Bent from D

1/2 bend









7

7

7

7

1/4 bend     

  1/4 bend 



G

8 7

7

10

7

12

7

7

 

10

12

    





11

30

 

10



D7

Lick 171

7

7



     

Eb7















7

7

7

7

7

7

       



7



8

7

9

10

12

3

Licks 172-192 - Tchan Tchou - La Gitane   

q=175 Lick 172



3 3                     3 3  3

Dm

1

1 3 1 0



3

3

1 0

3

1

3

2

2

0

1

1

2

3

2

2

A7

5

1

1 3 1 0



Lick3 173

      

3

3

1

0 3

3 1 3

2

3 3

1 3

2

2

3 2 0

3 2 0 3 2 0

3

    



   

            Lick 174

 

3

  



 

0

3 2 0

4

3 2 0

0 0 2 4

4

3

1

0

2 0



0 0 2 4





3

0

1

2

1

3

3               

10

0

3

2

3

2 0

4

3                             3 3 3 3  3

Dm

15

1 3 1 0



2 3 2

1 3 1 0

3 1

3 2 0

0 3

2

3 1

3

2

2

2 3 2 0 2 3

2

2

3

3

Lick 174                                     AØ7

20

Gm

D7

3

2



3 2

2

4 3

2

3

2

3

4

3

1

1 3

2

0

2 4

5

3 5 3

4 3

0 3

2

Eb Dm 3                                     3  3 3 25

3



5



3

3

0

4

5

3

5

3

3 5 3 1

4

3

3

0

1 3 1 0

3

3

3 1

2

3 3 2

2

     30

6

3

E7

   

1 3 1

1

 Dm    

A7

3

2

3       

Dm



3 1

0 2 0 2 0

0



 3

1

0 3

3

1 3

2 3

2

2

0

0

1

3

 3                       35

3

3

3

2



2

0

1

3

2

3

2

3

2

3

A7 3

2

3

2

3

     

0

3

2

3

    

    

0 3

3



      40

2

3 1

3 1

3 1

3 1

1 0

1 0

1 3 1 0

2

0

0 0 2 4

3





3

3

1 3 1 0

4

2

3

  

0 3

2

0 4

  0 0 2 4

Dm     A7 3    Lick 175        3                       3 45

3



2 0 2 4

3

3 2 3

3 2 3

3 2 3

6 5 6

6 5 6

9 8 9

9 8 9

12 11 12

10 10 10 10 10 10

1 3 1 0 3 1 3

3

   3                           3 3 3   50

Dm

AØ7

1 3 1 0



3

3 1

2

2

0

1

2

3

2

2

4 3

2

3 2 3

4 3 1

3 2 0

2

3

Gm 55 D7 Eb                                2



1

5

3 5 3 3

2

3

0

0 3



Dm

3

5

3

3

1



1

3

3

5

6

3

3

3

4

     3  60

3

4

1

4

3

3

3

0

3

Dm           

     1 3 1

1

2

5

3

3

A7

E7

3

3

3

2

0

3

5

4

2

1

0 2 0 2 0

0

2

3 2 3

   Dm        A7                    3 3 3 Lick 176

65

3

5



6

5

4

5

6

5

6 8

6

5

5 7

5 5

8

6

6

6

5

5 7

6

6

8

7

0

Lick 177 Dm        A7                           3 3  3  69

5



5

6 5

5

8

6

5

5

6

8

5

6

7

6

8

6

8

6 8 6 5

3

5

5

6 5

8

6

E7 Lick 178         Dm                          

4

74

Eb

3

5



6

8

3

6 8 6

4 6 8

6

5

3

6 5

8 6 5

5

6

6 8 6 8

6 8 6 5 7 5 4

7 7

        A7                             3 3 3 3 3   3 Lick 179

A7

79

5



  84

6

6

6

6

4

6

5

6

5

6 5

5

6 6 6

8 6 5 8 6 5

5 6 8

7

4



   

6

4

   Dm

6 8

5

           A7             5



6 7

5

4

5

8

7

6

5

6

8

6

5

6

5

5

5

7

6

Eb 88 Dm                                   3 3 3  3 3 5



5 6 5

5

7

6

5

6

5

6 8

6

8

6

6

7

8

8

6

8 6

10

6

10 8

6 5

8

Dm A7  E7                                    3 3     92

Dm

5



6 5

5

6

6 5

4

5

8

7

6

5

6

8

7

6

5

5

7 7

6

8

5

6

7 7 8

5

                     3 3  3   3 Dm

97

2



  102

1 3 1 0

1 0

3 1

3 1

3

2

2

3

2

3

5

   

Lick 180

 

4:3 9

8

7

    

6 8

6



      

A7

Lick 181 3

   

3

    3

  3

9 10

5

  

2 3

10

107



8

6

6 8

6

5

5 6

7

11

11

8 9 12 11 8

                 3

3

12 10 12 10

9 12 9

11 12

        

9



11

6 5 11 8 11 8

8 9

5 9

6 9 6

8

8 6 5

6 7

6 5

7

Lick 182

                                                       3 3 3 3 3 3  

  117



Dm



112

8

7

7

7 5

 

12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 10 10 10 10 10 10 10 10 10

8 7

4

12 12 10

12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 10 10 10 10 10 10 10 10 10

AØ7 Lick   183            D7      Gm              3

12 12 10

11 11 10 10 9 9

11 10

9

10

11 10

8

8 11 10

11 10

10 12

11

3

10 11

11 10 8

7

8 10 11 13

6

  121



Gm F           C7              

Lick 184



3

10



10 12 13

12 13 12 10

9

10

10 12 13 11

8

8

10 12 10

11

10

9

10

7 10

E7          A7             Dm              125 Bb

3

10

   129

12 10 12 10

3

11 10 11 10

10 10 10

7 10

12 10 9

12 10 9

7 7 7 10 10 10

9



                       D

Lick 185



3

7 10

   

Lick 186



3

3

9 10 9 7

10

9 10 10

7

7 10 7

6 7 6

11

12

10 12

7 9

       F#m 134  

9 10

9

10

         Fm



        

Lick 187



Em

3

9

8 9

8

8

9

8

7 8

7

12 12 10

3 9

7



10 12 10 8 9

3         

A7

138

Lick 188                      3

3

9 10 12 12 10 9



3

3

9

10

10



11

3

3

10

3

3

9 7 9 7 5 7 5 8

6

10 8

7 9 10 10

7

5 7 5

4

5

7

1/4 bend

   143

D7                           3

1/4 bend 10



11

10

7

5

10 12

10

148

Lick 189

7 6 7 6 4

7

            

7

       Em

  

3 11



6

7

B7

3



3

3

9 10 9 9

7

   

7

D

Dº

13 12

11 12

13 12 10

14

12

14 12

13 12 11

12

11 14 14

12

13

14 12

A7           D    152                   Em

3

12



14

12

3

3

14 12 10

10

12

11

12

11 12

9

10 12 10

11 12

9

3

12 10

12 12 11

11 14

D A7                                 Em

156 B7

3

3

3

9 10 9 7

   160

10 12 10

 

3

7

10

7

7

10 12 10 8

8

7 7 7 10 10 10 9

9

7 7 7

                          

Lick 190 Dm

 

10



9

3

3

13 X 12 9

10

11 11 10

10

9

9

8

8

7

7

6

6

5

5

4

4

3

3

2

2

1

8

                1

0

 



3

3

2

2

1

1

0

3

0

8 3

3

2

2

1

1 3

0

0

  3

                 3

9



11

6 5 11

11 12

5 12

9 12 9

9 11

 

   



8



6

6 8 6

8

        

3

9 12 9

Dm

11

11

6 9 5

7

  

9 10

12 10 12 10

175

3

0

 170

Lick 191

A7

165

8

8 6 5

6 11

7

6 5

8

                3 3 3 3 3 3 3  Lick 192

6 8 10 12 10 8 6 8 10

7 5

12 10 8 6 8 10 12 10 8

6 8 6

4

7 5 4 7

Gm D7 AØ7                 180                       3 3 3 3 3 3  10

11 10 11

10

11 10 8

10

6 5 8 6 5

10

8

7 8 10

11 13

11 13 11

9

10

11 13

Eb Dm       184                         10 13



11

11 12

12 13 12 10

9

10

10 12 13

11

8

8

9

11

10 10

10

10

7 10

   188



E7



       

10

12

10







 

3 6

4

11

12

9

10

11

10

A7

        190



11

10

          

Dm

3

3

3



10 8

10

7

6

5

8

6

5

6 7

7

7

6

6

10

10

10





9

Licks 193-216 - Sheik of Araby - Tchan Tchou rubato head in Lick 193

  

 

 

     3

 

            

3 let ring

Lick 193 8

8

   5

6

8

6

7

8

8 8 8

q=210

7

6 8

6

6



6

8

8

8 10

5

6

8



8 7

let ring

5

Lick 194

6

7

8

5

6

6

6

8

7



8 6

let ring

F7 9             



6

Gm                           let ring Lick 194 

    

8

7



8

8



8

             6

8

8

6

6

5

8

5

5

8

6

7

Bb/D

Dbº7 13 Bb Lick 195 3                            3 3







8

10 12 10 12 8

7 8 7

5



Lick 195 6

7

8

6

7



8

5 6

8

6 5

2

  17



Cm7

F7

 



    6

8



Lick   196     

22

7

8

9

C7

slide

9 10

11

10

11

10

11

10

9

8

6

28

6

8

       3        



Bb

10



6

     Lick 197

Lick 197

8 10

8

Bb

F7

3

8



slide

  

10

6

Lick 196 11 10



F7 slide            slide      

G7

  

D7

3

6 8



F7       



Cm7

11 13 11 8

12 10 12 8

7 8 7

8

5

7

6

7

6

7

7

F7            3                   32

3

8



8

7

6

7

6

8

3

6

5 8

6

8

6

7 8

5

8 7

7 8

7

8

7

6

9

10

 3                          3 F7

1/4 bend

35

3

Bb



1/4 bend 8



10

10

8

7

8 7

8 9

7

7

6

7

10 11

Bb/D

8

7 8 7

5

7

8

F7  3                                  3 3 3 39

Cm7

Dbº7

Lick 198



Lick 198



8

8

5

6

6 5

8

5

6

6 8 6 5

8

8

6 8 6 8

5 7

    43

5

6

Cm7

    

4

3 4 3

1

4

   

Lick 199 F7

 

    

Bb

F7

  

      

Bb

Lick 199 5



4

8 5

7

0 7

2 5

11

10

8

5 2 4 2

1 1

0

1 3 1

     slide F7 48                 3

13

6 8 6 10

8

13

11

10

10

1

         

Lick 200

3

Lick 200

slide



13

4

11

13 13 12

11 10 13

10

12

11

10

Lick 201

     G7                        

4

D7

52

3

3

Lick 201 11



10

10

11 10

11

10 11 10

9

10

13 10 12

10

10

11 12 11 11

      C7       

10

Lick 202

   

F7

56

 

        

Lick 202 11

10

9

10

10

10



8

Bb



7

F7

6

10

8

9 8

8

6

7

8

6

                   

Lick 203



3

3

Lick 203

6



8

Bb

         61

10

8

6 6 8 10

11

8



3

6 8 6

5

6

8

6

5

5 6 5 8

6

F7

                                 3  65



F7

8

Lick 204

6

8

6

4

6

4

7 8 7

5

5

5 7

8 7

7 10 8

7

6

9

8

6

6 10

8

6

Lick 205

                    

         69

Bb/D

Bb

8



8

6

5

Cm7

Dbº7

5

6

6

5

8

8

6

8

6

8

6

7

7 8

7

5

5

8

Cm7 74 F7  F7      Bb                           

Lick 206



10

8 7

7 8

7

6

6

7

13

11

10

12

8

10

10

8 10 8

7

8

11

10

8

11

11 10

10

12 10

D7                           

Lick 208

82

10

3

8



11

      F7      

     

12

15

8

Bb

F7

15

13

10

Lick 207

     78

11 12

11

3

  

3

8

   86

10 8

6 8 6

8 10 8 10 8



8 8

7

8

7

10

11 13

15

15

 G7               C7          Lick 209

3

15

16

15 16 15

14

15

16

15 16 15

 

slide   slide

16



15

7

3

15

14

10

14

15

15 15 14

15

5

8

6

 

F7



8

Bb             





91

10

9 8

8

7

8

6





6

6 5

       

7

Lick 211                 

slide 

3

slide

6

8

8 10

8

8

6

6 8 6

8

8

8

8

8

5 8

7

7

7

7

7

                 

3           

Lick 212

101

3

3 8 7



 

Lick 210

8

96



6 11

F7

3 6 5

8

6 8

8

6

5

10

6 8 6 5 8

8

10 12 10 12 8

7 8 7

5

          1/4 bend                         105

3

1/4 bend



8 10

8

6 8 6

10 13 12 7

8 8

7

109



10

8

6

6

6

6

6

7 10 8

        

11 10 7

11

7

6

8

            

  

2

2

Lick 213

3

3 3

3

2

0

0

3

2

3

3

2

0

2

3

0

                          

Lick 214

     114

3 8



6

8 10 10 8

6 8 6 7

10

8 11

8 10

10 12 11

                      

Lick 215

3 10

3

11 10

3

9 10 9

8

3 9

8

7

3

8

7

6

3

7

6

5

3 6

5

4

3

5

4

3

4

3

10

            

(literal, just gliss up to D from F)

3

3

2 1 1

2

3

3 5



   slide 

3

6 7 7 8

9 9

10 8

125            11

11

7

8

11

6

7



    6

7

8

     9

8

8

6

7

8

6

            3 5

8

 

10

8

Head out Lick 216

 

  10





11

11

5

    

121

8 10 8

118



7

6

6 5

8

8

6

8

5 7 8

7

130               

       3     



15 15

13 10

12

12

12

10

13

3

10 13

11 13 11 12 10 12 8

6

7 8 7

         F7        

          

8

134



10

10

11

11

8

11 13 11

10

8

6

8

6 8

138

7

3                      

  13 13

13

10

11

8

10

10 12

5

10 11

12

12

10 12 13 13

        143



13

3

F7

5

      

11 12

3

                 3 13

3

11 13 11 10 8

11 13 11

3 10

12 13 12 10 12 13



      3

11 10

12 10 9 10

12 10 8

13 12 11 12

10 12 8

7 8 7

6

                             147

3

6 8 6

   151

6 10 7

8

8 10

11

10

8

8

10

7

8

8

7

5

                             3 10



6 10 8

11

3 10

9

10

3 9

8

9

3 8

7

8

3 7

6

7

6



5

3 5

4

5

3 4

3

2

1

  153

        

Or gliss from F to D







7

 



6

8





10

10



Or gliss from F to D 1



3

5

7

8

9

10

10 8

   156

 9



6

7

        8

6



F7

      

6



F7

6 8

8

7 7

10

 

4 5

2

3 3 1

1

9

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