Nutcracker Suite

P.Tchaikovsky Nutcracker Suite for piano solo

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Nutcracker-Suite Piano transcription by Fabrizio Ferrari

Ouverture

                 pp                Allegro giusto

               

  

    

 

P.Tchaikovsky (1840-1893)

      pp      

  

                   



                                                                                                                                                     p p                                          

                 

          

       

         

 

                    p                   



                   


1

    

 



p

  

 

          

        



   

   

           mf

                       p

   

           

p

                                         

      

cresc.

 





      

                       

          

                                                                                   mf

f

                                         sf                                  f sf sf                              









         





    mf         

mp

sf



 


2

   sf

  

      sf

sf

         

       p                 



 

           

      



  

                             p cresc.                                                                                                          f mp mf                                                                                         p mp p                                                                                     















            

mp

    

  

mf

    

f

  

                                         





                                                               

  

pp

  

     

                       ff

   

       


3

     

  

                                         

                      ff

   

  

          pp            

         

               

               

f



 



         

   

  

                 

  

 

            

    



   

                       pp                       

                                         p                           www.virtualsheetmusic.com

4

 

        pp          

              

             

   

                 

  

         



 

          



           



                

     



         p      

       



      p                          

  



 

                                        p

                                                                

                       



mf

p

  

      

    

                   







                         

 

       

         

  

      

                 

        

              p       

 

          

                                                   mf

 

    

              

mf


5

  

             sf                                       f sf sf sf sf sf                                      

             

  

   

   

      

p

     

f

          

                     

p

               

       

  

                

   



 

              

mf

mf

mp

                                   

 



   

          p

                         p                               


6



   

 

                  



    





               

                            







        





             

  



p









sf





   



    



 

     

   

                              f                                                            

pp

                                     ff

             

  

      

 

  

    

       

                               

          

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





            

 



 



                                                                                                                       sfz sfz                                   www.virtualsheetmusic.com

7

March Tempo di Marcia

       mf       

                3 p         3

                       

p

3

mf

p

 3                

                    







                                                             3           3                                                     mf

            

                                        mf

   

3

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                                        3                                                 mf f sf mf                                                       3                                                                   mf  f                                                                      

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                   mf                                               3    mf p           3       

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3                       mf                   3                                p 3  f                            3     

                                    p

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                                                        3 f p           3                               

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          


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                                                                  3 p p mf mf      3                                                                                        sf f                                                             

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                            mf                                                                                                f  mp                                                                                                    mf                                                                                               mp f                                                                                p

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                                        3 p mf                                www.virtualsheetmusic.com

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                                         cresc.                                                                                                             3 f p                                                                                   3 p mf                                                                             mf p cresc.                                                          3                                                  mf f sf mf                                                        3                                                             mf f                                                                    



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11

                    mf                                              





3                       mf                   3                                3  p f                            3     

 

mf

      

p

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3

 3        

12



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                                         p mf                                                                                            3 p f  cresc.       3                                                                                                    3 p p mf mf                 3                                                                               cresc. f sf  sf                                                       www.virtualsheetmusic.com

Dance of the Fairy Drageé Andante ma non troppo

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                         pp                                                  

   

 





      



 

            

  

 

 

           

 

       



                                 mf  pp            





pp               

   

  

          



                         

 

   


13

   

                      



           



 



     

 

    

                                           

 

                            

     

   

  

  

      3 p

 

                   



                    3 3 3 3 3 pp 3 3 3 p sf                                                                                    3 3 3 3 3 3 3   p p  sf      sf      sf                                                                      p  f                                



      

   

          

 

            3

    

3

  

   



  



   

  

     


  



   

   3

14

      

   

 

   

   

3

   

                 

   



mp

        



       

 

     

            

  

  



      

 





                                     

          

        

       

 





        15

 

  

     

   3



  mf

         




                

3





                          

 

  

 



              

 

pp

          

 pp

p

 







 



      



             





   





  









  



     





 





  

     

 

    

dim.







 



  





   





 

  



The fiery Trepak             

Molto vivace







              f p f p                                             

        p         

       

        

















          f  



                             f p p                                                                           p  cresc.   mf mf ff                                                                                  ff mf                                                                                                             ff ff mf sf mf                                                                              


16

                             ff     p                                       

              

        

 

 

    

 

       

                

     

          

              

ff

 

 

     

         

         

     

       

f

         

ff

      

 

       ff                                            

                     mf

     

 

   

    

          ff

mf

        

    ff

17

                  mf

     

 

      mf

        


  

 

ff

       

ff

 

  

   

 

  

               

  

      3 fff

          

             

        

sf mf                 

sf

    



   

      

         

     

                                     f

    

    

     

    

 cresc.          

    

                                         

    

 accel...          

    

    

    

                                         

      ff

     

    

    

    

     

    

                                  Prestissimo



    

      ff

    

    

    

    


18

    

fff





              

Dance Arabe Comodo

  









 

  p

 

 

                                                                 pp

5                    

    

 

 

 

 

 

                               

p

5

                            mf

                                                    5                                        

pp

                                    

mf

       

 

              5

 

  

5

                                                            

   

 

 

5

    p                                                      





  pp


19

        

    

 

5

 

 





     pp                                    

 

 

 

  

 

 

 

 

p

                          

     

 

5

   

    5

mf                                                      

        



    

 p

  



    5

mf

                                                                                     5 p

   

                                  



 

5

 

 

 

mf

5

    pp                       



     pp                                               

 

 

      

 

             

  p

 

  p

 



            

 

  

f

      

                           


20

    

 

mf

  

            

                      

       p

            

 



 

  



  

5

       

     



p









mp



      



 



pp

         



p

  

 

 

p

        

                                                            5

 

       

          

p

mf

p

mf

mf

                                                         5

                 

f

           

               p                                                  

     

5

5

               pp

5

                              ppp

                                        www.virtualsheetmusic.com

21

     

Chinese Dance Allegro moderato

               







 



 

7

f

mf

                

       

  

mf

         

     

  

        

 

                             7 

                    

f

                 mf

                                                              6  5 3 f mf                                                                          6  f 5                                                                           7  3 mf f                            www.virtualsheetmusic.com

22



 

 



 

 









   

                       mf



   





 













  



      7

                              

 

            

   





 

  



  



    

  



  

cresc.



 









    



    

mf       





   

         

                                                  f

cresc.

                                        ff                                     www.virtualsheetmusic.com

23

Dance of the Mirlitons                 



p

  

 

 



 



       mf





     



  



 



  

     



  

 

      

mp

      

 

                                                     p                                                             p                            



         



 







p

mf

   



      





                       



   







   

              

   



Andantino





 

  

 

 

mp

 

 

f



 

 

 

 

       

  

  

 






24



   

       

     

  

 



  

     









                p



  

 p







 

 



              

   

                            

                           p         

   

  













  



  mf



                







               p            mp     

                      



  







                     mp  mf                               

                      

  

     

p

mf  



  

mf







     f     


25

   









            p            

                    

 

  

    

 

 

     

                p          

    

 

           

       

                        p  pp         

   

 













 





 

    

    



                              

               pp

    

 

p

  

 



  

 



                   

 

 

 



                             

p

 

 

 


26

    







rall. a tempo                                                p                                                     mf













       

p



 





  



 

 



   

     



  

                                          p mf  mp                                                          

















 

p

mf

 

 











 

                                     ff f                                


27

Flower Waltz

 

  







  

 



 



 



  

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

  

Tempo di Waltz                                6 6 f mf  6                                                                               3 6 7    mf f                                                                                mf f                                              Cadenza  ad libitum                     mf   f           p                        

            







mf

   

 





     



                                    

 

  



f

                       www.virtualsheetmusic.com

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             



 

   



   

  

     p             f          

mp

  

     

        

 





 

 

 

a tempo



   

   

   

   mp      

        

           



 







 

       cresc.                                                  sf rit. ff 12                                          12                      pp 

 



                      cresc. p                   

           mf         

                  www.virtualsheetmusic.com

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            

 

    

        mp                                               p                                                    

 



 





     p           f        

 

 

  

f

      



     

        3

        



 

  

         

 





   

  

 

        

 

f

               

sf

   


30

f



 

   

      3

            

  

 



     

 

 







  

  

 

  

     



  

            3

   



   



mf



 

   

  

      3

   

  

        3

 

  

                                               3  f                                         1.  2.                                           mf sf  sf                                                                          mf                                                                                                           

 





















     

           f

    

 

        

 

    

 

 

    

                       www.virtualsheetmusic.com

   

 

p

31

  

      



 

f   f                                    



 



 



 



 

       p                  Con anima       

  



   

               

        

 

                





             

       

                                     

                                  f                                                                               

       

 



 



  ff




32

  

 

 

 

 

 

 

                                     p                                       

    

        



        

  

 

rall.



a tempo







  p               

  

 

 

 



  



 



 





 



f

            

cresc.

                      3  ff



pp

         





                                     

 

  



         

                                   

 

               



                                 



                             cresc.  p f                                    

   



                             mf                          www.virtualsheetmusic.com

33



        





           p              

   

 



 

    

                                 

 

 



  

     

        3

         

     

 

  

  

  

f

 

    

   

 

         sf



                   

f

 

 

    



                


34

   

      3

            



   

          

 

                 

                      mf                             3  f

     

  



   p   

      



 

 

                            3



                     ff

 

 

   



           f                                                                                                      

  

                       



f



  

    

     

   

 

sf



  

 

  

        3



 

   



        3

p

    

 



 

                                      

 

 

 

   



                     

     

pp

    


35

mp

 

 

   

 

         cresc.

  

        

                                                

                              sf ff                                                                                    ff                                                                          3     3                                                                                            3 3 3 3             

 

 

   

 

p

 

 

 

 





  



ff













 



                                3 3 3 3     

  

ff

 

   


36

        





f

 

                 3

  

 

 

 

   

   

ff



 

 

   

 

                 3   3   3

3



p

       





                                     3    

          





 

 

cresc.

 



     

  

 

                                         3

            



   

3 3                                           3  3     3

f

ff

sf



                                3   3                                           3     3      

sf

                        3

            

  

sf

fff

              

           


37

sf

accel. and cresc.

                                     rit. sf sf               



                3

sf



sf

   

     
