How High the Moon

May 11, 2017 | Author: Kenneth Li | Category: N/A
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stephane grappelli...

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How High the Moon                         

Violin

5

Vln.

Vln.

C7

Bb7

 

FM7

 

 

Em7

Adim7 D7b9

Am7

D7

C7

     5

FM7

 



          



                 EbM7

  

FM7

3

      

Gm7

GM7

Fm7

Adim7

    

D7b9

GM7

          3

GM7



Gm7

    



                 FM7

Fm7

3

  GM7                      D7 31        Bm7  Am7 D7 G6 Am7 D7   E7  Am7                            27

Vln.

Gm7

        

23

Vln.



  

17

Vln.

GM7

     

11

Vln.





GM7



Bb7

EbM7

Adim7 D7b9

3

3

  

36

Vln.

40

Vln.



GM7

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

                          Gm7

C7

FM7

3

Vln.

FM7

3

3             

44

GM7

Fm7

Bb7

3

           

EbM7

    

Adim7

D7b9

2 48

Vln.

 64

Vln.

 

Am7

GM7

D7

Gm7

Em7

GM7



FM7

                        

GM7

Bb7

Am7

EbM7

D7

              Am7

GM7

         FM7  

C7

Fm7     

69

Vln.

D7b9

           

60

Vln.

Adim7

                             3

56

Vln.

Gm7

                           

52

Vln.



D7

3

Bm7

E7

   3

GM7

  

Adim7

Am7

D7

D7b9

G6

        

GM7

   3

Gm7

        

C7 FM7 FM7 Fm7                                

73

Vln.

77

Vln.



Bb7

3                             

EbM7

Adim7

D7b9

3

 

3

Gm7

3

GM7 Em7 Am7                                   

81

Vln.

 

Adim7

D7b9

3

D7 GM7 GM7               

85

Vln.

3

     



Fm7 Bb7                                   

89

Vln.

Gm7



C7

FM7

FM7

3

EbM7 Adim7 D7b9 GM7 Am7 D7                                

94

Vln.

3

               Bm7

98

Vln.

103

Vln.



D7

G6

 



Am7 D7



FM7

Fm7

Bb7



    

    Gm7  

Gm7

Adim7

D7b9

C7

D7

GM7



3

 136

FM7

  



Adim7



Am7

 

133

Vln.

Am7

Fm7 FM7              Bb7    EbM7                  

127

Vln.

   

GM7                    

D7b9

Em7

121

Vln.

EbM7

GM7

Adim7

115

Vln.



                 3

Vln.

  

GM7

3

                  

111

Vln.

Am7

        C7    FM7           Gm7    

GM7  

107

Vln.

E7



D7b9

  

 



GM7

D7







G6 Am7 E7 Bm7          D7     

Am7 D7



                    



 

 

 



 

 



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