Swiss Clarinet Polka 4 Clarinet Solo

February 18, 2017 | Author: Alex | Category: N/A
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Description

Swiss Clarinet Polka ( 4 Solo clarinets with band )

Duration: 3'50 Concertbandscore

     2   Flute      f     Oboe   f        Bassoon       f    Eb Clarinet  

Arr.Willy Hautvast

Allegretto (q=100)

  

          mf      f      

Solo Bb Clarinets

1st Bb Clarinet

2nd & 3rd Bb Clarinet

Bb Bass Clarinet

Eb Alto Saxophone 1&2 Bb Tenor Saxophone Eb Baritone Saxophone 1st BbTrumpet

f

  

1st Horn F

 f       f      f   f      

1st Trombone

2nd & 3rd Trombone

Euphonium

Bass

Percussion

 



             

         f                      f        f           f        f

2nd &3rd Horn F



f

f

2nd & 3rd BbTrumpet

3



  

 

f

   

    f              f 

©2005 MANSARDA - SINTRA



 

























 



4



5



6

                                             

p



p



 



p

 



p

  p

      p   



        p    p     p



    p     p

    



 









     

 

 

p



  

    



                 



 

       

 





  



 

 

  

 

 





 

           

   

   

      f

 

 

    

   

  

 

    

   

f

 

    

  

     



 

 

3



   

 

muziekuitgaven, Huizen / Hilversum, NL (05.H.263) Internet:www.mansarda-sintra.com

    





  

 7 Fl.   

Ob.

Bsn.

Eb Cl.

  



   













  



Tbn.1

Tbn.2&3





    

  

  Euph. 

  

  Bass        Perc. 







  











  







  

    

    

         









 

 

p



p













 







         f

















 



    

  

p

f







     

   

 



  

  

f



 

 

     

  

f

 

                    

   

    

    

     



              

 

  

  

       



 

  

  

   

   



             2





 

 

   









 



 











         





 



















p







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





p

13

  





   



12





   



11





 Tpt.2&3       Hrn.1    Hrn.2&3





           



10





  

T.Sax.

Tpt.1



 

Clar.2&3

B.Sax.



9

                             

Clar.1

A.Sax.





  

Soli

B. Cl.



8

p

      





   





       



            



   

   



   

   

   Fl.   14

   

Ob.

 Bsn.   Eb Cl.

    

Clar.1



   

T.Sax.

B.Sax.

Tpt.1

Tpt.2&3

Hrn.1

Hrn.2&3

Tbn.1











  



Clar.2&3

A.Sax.



   

 



  

 

   



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



     

 

       Perc. 





 

 



     







 

 









    



  

  

 



     

       

    

  



           

 



    



 

 







                   

 





  

  

 



 

  

  





 



 



 





          3

     



     

   



  

 

  

           

       

  20

f

  



  

f

      

 

      

f

 

f

    



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

   



  



f

       

               



f

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

             f

f

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





  

2. 19

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





  

1. 18

           



       Euph.  Bass













Tbn.2&3





 



17







   

    





16



3                  

Soli

B. Cl.





15

   

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

  

    

            

             

   

    

f

       f  

      f            

    

   

    

f

f

      f        f

        Fl.   21

Ob.



22

      



       Bsn.   Eb Cl.

Soli

Clar.1

Clar.2&3

         



   



                  mf



T.Sax.

B.Sax.

Tpt.1

Tpt.2&3

Hrn.1

Hrn.2&3

Tbn.1

   







p

       p      



              

               

      Tbn.2&3          Euph. 

             Perc.    Bass

p



   

p

  

p

   p    

p

        



           

f



f

            



f

       



f

f

      f  f







    

p

 

  p 

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

mf

p

f

    f         





 



 f 4

   

 

         

 

   

  

   p

p

 

    

     

     p         

 

 



         p      



     



p

p

     



p

           

 





f

 



              p f              



     



p

f





p

          p f              





    

    

1. 27

      p            

f





 

f



  



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



26

f





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

p

           





    

f

                                



       p              A.Sax.  B. Cl.

         25     

24





    





23



  

  

                  

   

      



           

2.  28     Fl.  

Ob.





























 

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

Clar.2&3





B. Cl.



     A.Sax. 

Tpt.2&3

Hrn.1

 



  

   

 

 

mf





  



   

     

  

    



           Tbn.1        Tbn.2&3   Hrn.2&3

  Euph. 

        Perc.   Bass



33





Tpt.1



32





B.Sax.



31



         Eb Cl.      Soli 

T.Sax.



30

      

Bsn.

Clar.1



29







  

3                                     



p







  









 

  







 

 





 





p



p

 

 



p





  







    





 







 

 



 

 







   

 

 



  p 



  

        

    





p



p

p

 

 



p

   p    

p

 





 





p

 



  

    

     

  





         

    5



   

  

 





 





     



p

       

p

    

   

  













   













  











       

   



   

  



 

 

 

 



   



 



      

  

 

  

 34 Fl.  





35



36

 







 Bsn.  







Ob.

Eb Cl.

  

                     

Soli

Clar.1



Clar.2&3

 









       A.Sax.  B. Cl.

T.Sax.



B.Sax.



Tpt.1

Tpt.2&3

Hrn.1

Hrn.2&3

Tbn.1

Tbn.2&3

 

 







   



 





 

  





















  

    

 

 

    

  





 





  

  



   



 



    

   

         

6



 

      

        





    

  









   

 



    

            







   

  

 



     



p





 

   



 



     

    





 

             Perc. 

 









 





   



 





     

     





  



            



 

















 

      



40



      



 





 





p

    

   Euph.  Bass



    







 



p





 p

  

p

39

3                                                           

  





38





  

    



37



 

 

 

 

   

 



   



 

 





 

   

       

  

   





  

 









    

      

   

   

    

  

41

Fl.

 

Ob.

Bsn.

Eb Cl.

  



Tpt.2&3

Hrn.1

Hrn.2&3

Tbn.1

Tbn.2&3





44

 





   





     

     

 







 Bass         Perc. 





 

   

    

     



   

       

        



     

       

  



       

   

     

             

   

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

  

  

     

7

   

  



46

   

     



p

 

 

 

  

           

p

p

 





p

  p

     p 







      p

       p       p        p



   



  

p

              





    

    





    

    

mf

  



    

     

p





        mf

 

   

   

       

         

   

     

        mf         p



    

   

 p

 

         

p

   

47





   

mf

  

 

mf

  

45

  

        

  

 

   





    





   Euph. 





            

    

  





Fine Trio      

  





  

T.Sax.

Tpt.1



 

Clar.2&3

B.Sax.



43

                                           

Clar.1

A.Sax.





   

Soli

B. Cl.



42

   

 

   

                   

Fl.

  48       

Ob.

Bsn.

Eb Cl.



49

    









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

Soli

      

Clar.1



Clar.2&3

  



A.Sax.

     

Tpt.1

Tpt.2&3

Hrn.1



 

T.Sax.

B.Sax.





   

     











     

 





Euph.

  

         Perc.    Bass





  

 53  





 















  3                                            

     





   

 







      mf         mf

   

 

  







   



    





    

         

          

  





    

      

    

     



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

 

  

     

    



     



 



8



 



   

    

      

 

  

         

 

  

         





 

  



54

     

   







   

      

          





                                    Tbn.1                Tbn.2&3    Hrn.2&3

52

  



     

 





 



   

51



       

 

B. Cl.



50



               

     

           

  

  

       

   Fl.    55

Ob.

Bsn.

Eb Cl.

Soli

Clar.1

Clar.2&3

56

   

    

B.Sax.



  

Tpt.1

Tpt.2&3

Hrn.1

     



    

 



           

            













             

    

  



              Perc.     



         

     

     



       mf         







   

  

   

        9

    

   

 



 







     

 



     

              







      

             



      

mf

      



  









 

  

        



 

       



 

   60 1.

   f

f



  

   

             

  

2.

   

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

              f   mf               



  

  



      



  Hrn.2&3                Tbn.1        Tbn.2&3   

Bass



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



      

  Euph. 

 

 



58





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





57



B. Cl.          A.Sax.  T.Sax.



 59   

f

61

 al Fine  f

D.C.

f

 

    f     f

       

f

f



        

f

 f  f

f

      f       

   

f

         f

f

f

f

                  f

f

  f 

  

        f       

f

f

         f f                     

f

f

f

f

f

f

           

     f f         

f

f

   

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