Joey Defrancesco - Rebopin' - B3

Joey Defrancesco's solo on Rebopin' Be Bop q = 325

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                 5

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                    Copyright © 2008

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         

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                 

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                    

               

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Transcribed by Mark Halberstadt

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     

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                       

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            



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Dbmi7

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Gb7

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         Bmi7

37

   

Ami7           

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D7   

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    

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     

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             

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Bmaj7

        

   

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E7(#11)

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          33

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       

 

    

  

Amaj7

 



          

Gmaj7

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     

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      

 

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 

    

  C6       F7                                               45

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3

         

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               53

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Solo Break

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A       

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

             

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               

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4 71

      75

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3                                                  

   

                                                             83

87

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                                                                                    91

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

 

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   

  



5 95



 

    99



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

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103

    

   

 

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

  

 

  

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   

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

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  

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

  



   

  

                       



    

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3

      

   

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107

                                           

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

 

 

    

111

                                                           115

                                                           

6 119

                              

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

                                   

   

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   

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 

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 

                                                     127

131

        

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 

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