Коломийка-владимир птушкин

КОЛОМИЙКА для ф-но



В.Птушкiн

Allegro non troppo , giocoso

      

          

     

          

f

                                



  

 

        p                                   

8



 

           

                                              

14

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



cresc.



  





     19                                           f

    



  

 1          mp



 1             



                    

2

24



f

 sub p

            poco cresc.

                                         5 5 3  1 2 3       2 29    1                                      



f

          



    

ff

cresc.

            

 

      

      

   

 rit.       34                                  fff

f

                         



Tempo I

             

    

mp

     



                            p sf p                                     

39

 



3

44

   cresc.

  



 



4 2

5 1

4 2

4 2

        

  

     

49

5 3





5 1



4 5 2 1

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

  

ff

                 1 4 1 2 1 2 3 2 3 4 3 4                             

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

sf

 

 



sf

  