Cultus

CULTUS Nathan Shirley

q = 108 (più o meno)

 

                               mp             3

            

5

                                    

                                                       mp                 

                                                       mf                       7                                                           cresc. poco a poco                    

                                       f                   

9

2006, by Nathan Shirley - www.NathanShirley.org

2

 

                                     p ff                

11

                        f                         

13

           





     

   

3

mf

      



  







3                                                      3 3 ff                                 18                             mp mf 3                            20 3                                                            3 3 3 ff                            

16

  

 





3

 

                                        fff fff ff                                               25                                    fff ff                                                   28                                           mp                                                                31                                                 mp 22



    

          

 

     34  

  



 

  

 

   

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                                                    

            



  

         





  





   

    



   

    

                        

     36                        ff                        39                      

             



4

  



3



  

 

     

                                  

41

 

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







                      43                                                              45                                               mp                                                       





                               

5

48

 

  



 



f                        

                                                                                 52                                                 ff                            54                                       50

55

   fff

      

       

                           









                

6

                         

57

  60                           



 

              

ff

       







fff

        

  

                 ff

 

 



 

 

 

 

 

                              

62

     

 

rit.                         

 

A tempo

  

fff

 



              