50-Symphonic Poem Hope

Symphonic Poem "Hope"
Final Fantasy XII PV version
Taro Hakase / Yuji Toriyama
Arrangement : Asako Niwa / Delldongo
q = 73
   

   

   


   





 

p







   




  

 

   

10

   


   

16





 



 

  
 
 

  


 

 

 



 



  


    
  






  

 






 




  
  

q = 146
22
  

mf

  
   

3

 
26

3

  





   











   
   
3
3
3
staccato
    
     










3




3
    

3
   

3

       
      
3


          


  




  



3
   

3
3






2
30
 


 
33





40







 
 
3




3





   
  
3
   



  



3


3
   



3














    
 




  

3
       
 


3

 

3
   
  
 



3
3






3



   
3

      
      
 
 

3
3


                
                 
  




37













3






   
                                    

                         
3
3
 
 






44
3
3








                               



     

 

49

 


3
3




3




3










p
3


























 







mf


3
q = 127
                
                 
58



62
 








 


 

   
                 


 
 





                                
                               



66

    

















                                
   
       
70
 







 
 
  
  










  



                                
                               

 
74

      
       

   

            
           
        

78




     
 

      
 


   



   
  

    
    


 
    






    
 
  


















  


4
 

 
82





   

    
 













       

        




86

 
  


 

  
      
    

 
90


 







 
 
    
 
 
 
  
  
     

  
 
  





    

94



    


   
 


 



 
     









 







               









  



                                
                               
98
 



  

 
 


 
    
 


cresc.
         
                















            
              


 
102


 

    
  
  



f
            
  
  

 
 




  
   
106


  
    


 







              
      
      





  
       






      
   


  
109

 















 
 













     
   




 
   


       
 
111

 
  
113
 

 























 
 

























5