Grant Green - Alone Together Gtr. Solo.pdf

Alone Together gtr. solo  Cm7 Dm7b5 G7 Cm7 Dm7b5 G7 3 3 3 3                          

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Alone Together gtr. solo  Cm7 Dm7b5 G7 Cm7 Dm7b5 G7 3 3 3 3                                    q = 120

Grant Green

Transcribed By Lauri Koivisto

3

3

Gm7b5        C7       Fm7                    

8

12

Cm7

  

16



F7

3

 



3

3

3







G7        Dm7b5          Ebmaj7         

Bb7

 Dm7b5 G7                     3

          Cmaj7

Cm7



C7 Gm7b5 Cm7 Dm7b5 G7 Cm7     3       3                     3

20

3

      

24

Fm7

        3

       

28

Ebmaj7

   

Dm7b5

3

 F7    

3

3





Bb7



     

Cmaj7                     3 G7 3

    Fm7 C7                                    

32

3

Gm7b5

3

Bb7 Ebmaj7 Dm7b5 G7                                          

36

Fm7b5

        

40

Cm7

3

Dm7b5

G7

Cm7

3

3

           Copyright © Lauri Koivisto ´10

3

3

3

     

Dm7b5

G7

G7 Ab7 Cm7  3                    

2

44

48

Cm7

Cm7

G7

Dm7b5

     3

 

Cm7



   

Dm7b5

3 3                               Gm7b5   Fm7 52    C7 Cm7                        

Dm7b5

G7

3

3

G7

F7

3

Ebmaj7 Dm7b5 G7                                            

56

Bb7

F7

3

3

3

Dm7b5 Cmaj7         Cm7              G7                3 3 3 3 3 3

60

3

3

G7  Cm7      Dm7b5   Gm7b5  C7                                       

64

Cm7

Fm7                           F7     Bb7                 3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

 G7   Dm7b5    Cmaj7                                

72

3

3

3

3

3

3

Ebmaj7

Fm7 3  3   3 3     3                                   3 3 3 3 Fm7b5 Bb7 Ebmaj7 G7   Dm7b5 80  3 3 3 3        3          3

76

Gm7b5

3

3

3

Cm7        

84

Cm7 3

3

   G7      

3

3

3

Dm7b5

       

88

3

3

C7

   

Cm7

3

3

3

Cm7

3

G7

               

Ab7 G7    

3

      

Dm7b5 

Dm7b5

G7

G7

3

68

3

G7

3

Cm7





Gm C7