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Tower WHITE GRANITE

Page 1

ScoresOnDemand http://www.musicsalesclassical.com/OnDemand Library of Digital Perusal Scores

Joan Tower White Granite (2010)

Sample begins on the next page

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dedicated with affection to Mike Reynolds and Peter Zazofsky



Violin

Violoncello



 



 

rit.

f



ff

 

  pp

mf

pp

mf

pp

mf

 

 

pp



 











  

           Revised 4/2011

p

pp

ff



pp

ff

pp

ff

ppp

     dim.     pp           







  

3

3

       

cresc. 3

        









   

  

3

sim.

Meno mosso q = ca. 69

 



   

   

  f  

pp

3

solo 

pp



     

   

         

      3

pp

   

    

 

   

pp dolce

    



 

pp

 

 

   

   





   

 

Joan Tower

Più mosso q = ca. 84

 

mf

    

 





                 

 

         

12

pp

ff

         

  

pp

 

f

   ff

 

f

 

 pp

     ff      

Piano

q = ca. 63

  

Viola

6

WHITE GRANITE

     p             

Copyright © 2010 by Associated Music Publishers, Inc. (BMI) New York, NY International Copyright Secured. All Rights Reserved. Warning: Unauthorized reproduction of this publication is prohibited by Federal law and subject to criminal prosecution.

p

    mp   

Property of: G. Schirmer Rental Library Bellvale Road Chester, NY 10918 SUPPLIED ON LOAN ONLY


9

90 



     

     

     

     

     

     

     

     

     

        sffz

        94  



 

mf



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

       sffz

        

       

  











                                         f

        







 





       

       

  loco    

                                         

 

                  

 

96



                                  mp                  


18

190

  

   

  



       

ff

   

193 

 

   

   

   

                               mf

                             



ff

  

        ff

  

 

   

        



 

         (P)

 

    

    

 

         

 

 

 









 

ff

     

     

                       mf                    196

mf

  

     

           

 

ff



mf

 

    

    





 



ff



ff

    

  

  



                   ff



                        

                          



  



    

   

   


26

276



accel. poco a poco 

              



3

3



   (cresc.)   

281 



 287 





 

       



  





 



        

f

       mf





 

mf

 

  

    

 





  

  

q = ca. 72

ppp

espr.

rit. poco a poco

          

p

  





  

 

ff appass.

              

                         

  

3

   



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

 

     (rit.)



     

3        

molto

  

3

3

q = ca. 96+

 3

        pp espr.   


35

385



 

 



 mp



mp









                             cresc.                                    (P) 

387





        mf                                          mf

f                                   

        f          mf

         

(P)

391 

 

 

 

 

       

mf

                

 

      

           

                                f               

    

  



fp

          fp

    

       

     



ff

ff

 

                              f           



 


42

457 

   3

3



3

  

3

3

mf

 

3

  

        

3



3

3

   

mf 3

3

 

461



  



mf 3

            3

3

3

3

3

3

 463



3

3

3

ff

    ff   

       ff        ff

                       

       

3



3



      3

cresc.

3

3

3

  3  3   3  3           cresc.

6

6

6



6

6

6

6

6

6

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

(cresc.)



3

3

3

6

            3

cresc.

3

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

                          3 3 3 3  (cresc.) 3 3 3 3                           

     

     



         

6

            3

3

3

                       

(cresc.)

(cresc.) 3

3

3

cresc.



      3

3

3

                           3 3 3 3 3 3 ff mp 3 3 3        3  3  3                   P sempre  3

3

3

3

      

3

        

     



6





   

mf cresc.



                     

                    







                 

               





                           


45

477 

  

                

                

                

                





  

 

 





 

  

 



   



   











                   

Meno mosso q = ca. 66

                   



  

   



 

 



    

 

 









ff

   

ff

   

ff

   

          

                           

     

                      

     

(cresc.)

479

ff

          


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