Boris Svetiev - Tokatno Scherzo

Токатно Скерцо Борис Светиев

Токатно Скерцо

2

Allegro (q = 120)

 



  





   

  

mf   giocosso ma leggiero 

  

 

5





  



     

 



13

    mf dim.

 



 



 

 3

3

f

 

    

  

 

6

  



9

  

       

    

  3





 

5

  

  



   

  

6

6

      

 



   

  





   



    







  

   5

   

3

Борис Светиев







  

  

3

3



                          3

  mp marcato

 

mp

3  3 3                                            3

3

3

17





mp

 3  3 3 3 3 3                                                                 



3

3

cresc.

3

3

Copyright © BS

3 3          mf  3 3             

22



 3 3                        mf  mf      3   3 3 3 3 3 3                                             3 3 3    3

           3 3  3  3     28   3  3                                           3 3 rfz mp     cresc.                           3 3



33





3





        

   

         



 

       

   

mf



   

  



 

                                                              

37



42





cresc.



    

   

  sfz   

   

           sfz   

rfz

   

            sfz   

rfz

 

   

   

   

rfz

   

   

rfz

       rfz



Poco meno mosso

4 46

  



              

     

   

   

f

  

      





         

          

   

               3 3                                      3 3   3 3 3 3                    

51



          56                                      3 3 3 3





63





3

 

  

72

    

 

 

     

    



3

        f

 



   

     



mf

 



 

                                 

mf

3

3

   

          

 

        

           

   

   mf

  

 

      

     

rfz

80







  

 

   

cresc.

 

              

   

 

 

                f               

89



     

 

 

  



 

f

rfz

 

          

5

   

 

        

    

            3 3                                       3 3 3 3 3 3                             99                               94





3



104



3

 

3

3

3

 

 

 

  

 

3

3

 

   

   

  

 

   

 

 

 



   sf

cresc.

 

 

 

mf

3

  

sf

    

  

6 111



  

   

   





 

mf    giocosso ma leggiero 

  



 

 



116



 

123

      mf      dim.          



3

3

f

 

    

  

      

3

 

  



   



   





  

 





  

3

   



  

5

   

6

  





  

6

6

119

 

5

  

  

                     

3

3



3

                 

mp marcato



  

mp

3 3 3 3 3 3                                               

127





mp

 3  3 3 3 3 3                                                                                   



3

3

cresc.

3

3

7 3  3                             mf   mf    3   3 3 3 3 3 3                                             3 3 3                 3 3 3      138  3            3   3                              3 3 rfz  cresc.                                  3 3 3          mf  3 3             

3

132





3

142Tempo I



 





mf

    







 mf

   

146

  











3

    

3



   

       



3



 







 

molto marcato

144

3







 

3

  



  



3





3

    

                  

3 3                          3

6           mp                     



6

3

poco a poco cresc.

6

8 148







 

 

 



 

   



sffz

 



 

CODA

   mp    



154















 



 



156







 

             

     

  

   



  

     

 

         

 

 



   

  

sffz  

rffz

152

6

 



     

rffz

f



          

6



6

   



   

 



6

molto cresc.

      

150



    

6

6



    

     

 

 



 

      rffz

                        

rfz

   

    





          

 

   

   

        

   

   

      

 

rfz

 

rfz

158









 



f cresc.

    

   

  

 

   

      

rfz





   

 



  

   

      

   

9

 

   

rfz

                160                                             

                                  ff strepitoso e cresc.

 162

    



 





     







 fff     rfffz

            

    

  glis

s.

gliss.





  

        

sfffz



 



    

