Final Fantasy XV - Somnus

Somnus from Final Fantasy XV Yoko Shimomura (transcribed by Tigero)

Andante q = 104

    

    

   

15



             



    

   

      1

     

R.H.



   

5 3 2

 1

2

3



1

mp 3

 

   



mp

2 1 2 5

   

  

    

 

 



© 2015 Tigero All Rights Reserved YouTube Tigero Rousteinire



    

   

a témpo

    

pp



 

 



  

 

mf



    

2

3

p







        

20

   



 



      mp     

 







 

  





     



  

rit.

p

8

           

3

  

   

  

3

3

     

  

2

    

27



  

      

33

       f

       

R.H.

                  Allegro q = 160

1

     

  

1

2

2

3

    

rit.



mf

3

            

                 

              

    a témpo                                           

        

rit.

47

     

54

    



1

rit.           a témpo                             

a témpo                mp f          

40



 

  

  

                     

Andante q = 104

 

 p

 

  

 

   



 

 

  

 



       

mp

    

  



            

 







  

5 3 2

      1

2

      p 

   





 

       

 

    



    

   



 

 

  

1

2

3

3

1

mf

f

                  

rit. a témpo                                         

              

  

 

f

      

   



                      2

rit.

a témpo

3

Allegro q = 160

1

      

R.H.

  

 

   

  

          85



 

2 1 2 5

        3 3 3 mp 3         

    

  

mp

      

78

 



    



3

65

72



1

mf

          R.H.

2

1

3



    

60

                                   

   

mp

       rit.                   

4 a témpo

                                          99                    rit.

 a témpo                   p ff                        

        mp ff                       

 

 

     

   

  

  

  

  

              

118

      

    

  

   

                       

     

         

  

   

  

  

  

rit.

Andante q = 104



113

        

                                      

  

  





  

   

       

                                 106

 

 

 



  

  

  

   



92

  pp

  

  