Rainbow

Rainbow q = 140

           



                

Jarrett, Byablue 1976 Transcribed Sanjay Manohar 2007

             

       

                                                 

7



13

G#m

Db7

F/A

Gb/Bb



         

Gm  Dm                           

19

E7

A

CØ F7

        

              

 

Ebm

          

Bbm

Dm

        

BØ                          

C

Bm

E7

C#m

                                     

26



C7                                                   

33



Ebm

Ab7

Db

Bbm

Bbm

GØ

 

F#m

        Fm

      

2 Am

Dsus

Bb

                                    

39



         

3                                                        

44



Dm

3

Rainbow 49

     

F

Dm

  

53

A



   

  

BØ

Bm



 



Gb

Ebm

CØ

F7

Bbm

Bb

  

67

Am

 

   



Gm



   

Dm



Gm





A7





C7

  

C#7



Dsus

Cm

       

   

EØ

G#Ø

Am

3

63



 

                   

57

E7

   



  

F#m

Keith Jarrett

F

  

Dm



Bbm



3

   

4 71

      3

  3

3

3           3

     

               

76

         3 3 3                     3

3

3

3 3 3                      

81

85



3



 

 

 

 

     

           

 



 

3                                           

91

3                             

96

3

101

 

                         



3 3                                      3

104

3

108

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

3

3

3

3

3

113



118



3

3

               3

3 3 3                                  3  3            3                       3 

5 3                                         129 3                                       3     134                                   

124

3

3

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

138

3

                     

141



          

        

149

3

3



3

        

                    

144

147

  



 

 

   3

