Kenny Burrell - Chitlins Con Carne.

January 27, 2017 | Author: Fabian Reinoso | Category: N/A
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Chitlins Con Carne

Transcribed by Andy Evans Ashdown Guitar Lessons http://ashdownguitarlessons.wordpress.com

C7(#9)

         

1 3

C7

C7(#9)

                     



3

3

Kenny Burrell

4 3 2

5

3

3

4 3 2

1

6

3

4 3 2

3

3

3



3

   

3

C7

                         

3

4 2 3

5

3

3

4 2 3

1

6

3

3

3 1 3

3

3

 

   

C7



    14

4 3 2

C7

4

4 3 2

 

 

4 3 2

4 3 2

   3 3         3 11



     

3

3

1





3

3

3







11

11

13

13

2

13

12



      F7      1

3

1

3

2

1

1

3

3

8 11 8

11 13 10 8

11 12

10

8 10

3

  

(swing quavers)

4





3



4 3 2

3

3

 

4 3 2

3

5

C7(#9) 12

3

4 3 2

F7

  

    

4 3 2

3

G7

9



4 3 2

C7(#9)

F7

5

1

4 3 2

3

F7

        

4 3 2

11 10

8 10

2

3 3        

    19

2

3

3

3



  



3



4

 



1

3

10

13

12

12

10

8

12

10

10

10

          

G7

10

F7

3

4

C7

3

      

3





2

3

3

11

11

10

10

11

10

8

12 10

8

8 10

15

10

10



3    3  3           

   3      3

4

 

1 3

2

1

3

1

3



3

3

2

3

3

3

3

14 13 11 13 11

4

1

1

11 10

8



2

1

     

3

10

11 12

1

1

C7 4 4

11 10

8

6

4

3 5 8

10 10

 3 3    3     3                    1

1

3

1 3

3

1

4

1

3

1

3

3

3

6 8 6 8 5



       

C7

3

10

2

2

8 10

3             3

12

C7

3

8 10 10

1

1

13 11

12

15 13

3

3

3 11

11

1

3

10

G72

     

2

3

12

10

1

13 11



8

3        C7       2

13 11

12

3

F7

  F7  

38

8 10

        34

11 13 12 10

1



11

13

       30

11

13

26 C7



13

12

3

2





   

11

       22

C7

1

2

5

11

8 6

11

3

8 11 8

8 5

5

10

8 10

8

10

3 3 3      42 C7 F7                    3 3

3

     3     

3

1

1 1

3

3 14



13 11

8

8 8

11 8 8

10

11

8

8

10 10

8

8

8

10

10

10

     3     

F7 C7               3        46

8 8

G7

1

1

1

3

3

3

3 8



8

8

8

    54



11 12

10

11

10

C7

3

10

11

11 8

8

9

10 8 10

13

11

10 8

3

8 10

3

     

C7

8 11

8 10

8

8 10

8

8

10

10

9

10

10

10

     57



  

8

10

10

G7 F7                              

11 8 11 8

13 10

8

11 12

11 12

11 12

11 8

11 12

10

10

8 10

8

8 10 10

60 C7 3                          3 8



8 10

10

3

8 8

8 11 8

    3   3 3            



9

3

3

10

F7

8

10

  3     3                   

    3

8 10 10

11

8 10

         50

8

8

8 10

8

11 10 10

8 10 10

8

9 10 8

10

10

  

    3

 

3

8 10 9

9 10

8

   3       

4

3 11



8 11

          

3 3              

63

3

8 10 9

8 10

9

10

3 10

8

10

11 10 8 10 11 10 8

9

10

10

                   3  3                        66

3 10 11 10 8 10 11 10 8 10 11 10 8 10 11 10 8

13



   69

3

11 13 11

10 11 10 8 10 11 10 8 10 11 10 8 10 11 10 8 12 10 8

8 10



  3   3    3









  



3

8 11



3

3

8 11

10

8

12 10

8

12

12

11

10

10

3    3  3 3 3 3 3                            

71

3

3

3

3

8



11

 

3

3

3

3

3

8 10

8 10

8

8 10

10

8 8 7

8 10

8 10

12

10

9 10

9

9 10

10

View more...

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