Complete Score .pdf

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Original filename: Complete Score.pdf
Title: Pokemon Red/Blue Medley for Two Pianos
Author: Joshua Graham

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Pokemon Red/Blue
Medley for Two Pianos
(The Complete Score)
Composed by Junichi Masuda
Arranged by Joshua Graham

Pokemon Red/Blue Soundtrack for Two Pianos



Opening

q = 190

  
 

mf

      




      




mp

 
 

       





mf

                

mp

4

 







  







 




8

 



















 





 
   


3







 


    







 



q = 130

6

            


             


 
   






    



 




  




 

           
  

 



  
 

   

 



 


 

 



  





Junichi Masuda
Arranged by Joshua Graham








 
  


6

  




  


 

   


12


         





 
   




 
 

3

 



    

  









 
mf

  
              






3
16
1.


   
    



mp
mf
                  







  



mp



 
 




             









3





mp
 


3

 

  

  



 

  






 
  






 

    





 







  



  

 2.
      


 

3
                     

20




      

   

mf


   



 


  







   
            











4

 
      

 mp

























24










   
  
  







   







    





   




 








   





   

                              
          
    

28


  



mf





3




mp






                 
3





32






 

  

 

  







 


 



       









3




 



   





 
mf

  



    
mf


  
          
 
3
mf





    



mp
 


 

 




mp

      



 


 


      mf
   
3

  

  





 


mp




  





36





1.


  







 


   


mp
   

 



    









40


 


3







       







3

  





  
3

 



      



  



    







     

 
 

  

   
 
mf

2.


      


                      







 





   
              








 


45



 

 


          







   
  
 











   



    




  
             

mp




       









mf



3

  
      
3




 

5



6



                                  
          
      

q = 128

48

mp


  











        







mf





3







mp


    
   
       
3

 







   

                              
          
    

51

q = 126


  



mf

3




mp








  
               









q = 122

q = 124




 
   

55




     








 
 


   


3

     
  

 








 


q = 120



      

   

3



   



 
    





3

 



mf

Palette Town There



mp



 
  




mp



mp

 


       


    








  








 




 
        
    


  



    
 

 
 

59







 


  













































 

7




 








          
  






                               

 

63







 


 







 


























 







   







 
  








                        


67







 









 








1.

 































 






8

71



2.

q = 175

 


 




  
  

Professor Oak





     




mp







 

















 
 


      

mf



mp


     





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


   
      

                




75




    
     
              
      
 
      

    




79



  

   


 

   




   


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83



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9

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    
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87




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91



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95

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