HESKETH Kenneth - Three Japanese Miniatures

Piano

HESKETH Three Japanese Miniatures

on ly

for piano (2002)

Pe

ru s

al

ED 12839

Pe al

ru s on ly

Edition Schott

Piano · Klavier

Kenneth Hesketh * 1968

Three Japanese Miniatures for piano

on ly

(2002) ED 12839

Pe

ru s

al

ISMN M-2201-2329-0

www.schott-music.com Mainz · London · Madrid · New York · Paris · Prag · Tokyo · Toronto © 2004 SCHOTT & Co. Ltd., London · Printed in Germany

First performance: 3 December 2002 Karl Lutchmayer Chapelle historique du Bon-Pasteur, Montreal, Canada

This work was awarded the prize by the Fondation André Chevillion-Yvonne Bonnaud at the 2004 Concours International de Piano d’Orléans, after a performance by Daniel Becker.

Pe

ru s

al

on ly

Duration: 10 minutes

for Olly, on his birthday

Three Japanese Miniatures for piano

Kenneth Hesketh

I. Temple Music OXQJD

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   ¡   ¡   ¡ ¢   ¢¢ 

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on ly

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          00 

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0

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              0

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0

         

     

 

   





  

                 ORZ FKURPDWLF FOXVWHU   SOD\HG ZLWK ILVW

                



 



  

   

                0           

   

/0

    



*

**





*



  

                                                   



                          * 



  



/*



0

     



ru s

 

 

       

     ¢

  



  

on ly



 

al



  

   

/0

           0

                                                       

                               

0 /0 0 SRFR 3*         

                                         

       

**

0

                  

           









     

            *

    

/0 ®  

 





            

*

3*

  



  





 





3*7

  

 

          

  

           

**

            



     



*

     





                 

           *

      

*



0

                      

Pe

                   

     

          

     

3*

   

0                

ru s

     

           

 

         

                                                

    

     

VWDFFDWLVV



£¤  ZKLWH QRWHV                   

on ly

  

 

al

  

 



0

  

        

              0          

           0            

     



**



   

1 1 1 1 1 1

     

 



/0 

               



       

    

**

0

         

ru s

                     

        ®                ®                       

Pe

       

     

/0

 ®         



        

        







        0

0

     £¥

*

3**7

       

  

  

         

3L PRVVR VXELWR 1

   

/*

     

            

 

        

      

      

  



**

   

  



*

*



     

                                                           

      

 

     

                              

  

  

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

on ly

 

 

al



/0

             *

   £¥ 

   0



 

3*

  

      

*

 

 



3*7

                 

0

3*

     









0

  

/*

      

 

  

  

   

  

 





0

 

         



0

  

         

al

 

   

 

 

    

/0

       

       

0

0



/0

/*

             

 

/0

   

        £¥ 

           

on ly

    

Pe

ru s

                                                

     

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