Angelo Debarre - There will never be another you.pdf

Licks 237-248 - Angelo Debarre There Will Never Be Another You

  

DØ                    

q=150



6

7

8 10

7

8

6

8

8

11

10

                       6



Bb-

C-



6

8

8

6

8

8

8 11

11

11

8

8 10

6

Ab



11

8

11

8

11

8

8

8

10

9

11

11



10 10

12

3 8

11

9

3 8

10

9

3 10

9

9

9



8

8

     F-7       

F7

Eb7

   C-7   

     14



10

8

       Db Eb                10



    

8

G7

9

10

8



10

Bb7

       0 4

0 4

0 4

0 4

0 4

0 4

0 4

                  

2

18



Eb



8 10

8

10

10

9 11

10

8 10

          

   22

7

C-



10

11

12

13

   G7       

DØ

8

10

     3

8 11

13

3

8

10

8

3

8

9

Bb-



7 8 7



8

11

9

8

10 8

      9

8

11

10

     Db          Eb                   25



Ab

Eb7

11

9

11

12 10 9

11

9

   

 



10

29

D7

3

3

7

8

10

8

11



12

9

11 12



10 8

8

10

10

11

   3

11

12 10

8

C7 D7  Db7                  11

Bb7

11

12 13

8

Eb7

8

F-7

12 12 10

11

11

Eb                32

9

9

8

10

13

11

10

8

11

10

11

12

13

11

9

11

             

Eb

8 8

10

8

10

8

10

8

11

8

9

11

  G7           C-        

     36

DØ



7

7

8

9 10 7

9

7

8

15

8

11 13

15



 

10 11

15

10 10 8

3

 

10 8

8

        Eb7             Ab                40

Bb-



16

13

14

15

13

14

13

11

13

12

11

12

12

11

13

11

13

11

13

Db     Eb C-7                            3 43



14

13

12

13

15

13

14

11

14

15

13

13

12

13

12

13

14

12

11

14 15

14 13

11

46 F7 F-7                                



  49



12



Bb7

13

14

 

9 7

8

13

14

13

1314

11

12

     Eb     8

7

8

11

9

7



8

10

9 13



10

9

  

9

6

9

7 6

7

9

12



 

8

     11 11

9



DØ



8



 

8



 

4

53

   57



           C-      



G7



8

12 12



9



8

8

11

8

11



    Bb-

10

9 10

     

9 8

7

 6

6

not entirely sure here

Eb7       9 8

7

Ab

                      Db

Eb

3

not entirely sure here

6

10

9 8

9

6

7

8

7 5

6 6

10

11

9

8

7

7

8

9 10 8

11 10 9

D7 Db7                                       61



C7

Eb7

D7

11

10

       

           





6

64

8 10

10

11

F-7

6

8

8

Bb7

5

6

6

8

8

10

11

9

8

8

7

6

6

10

8

Eb

8

10

9

7

8

8

10

8

8



6