Burgon MINTERNE DANCES

Commissioned by the Summer Music Society of Dorset 2009

Geoffrey Burgon

MINTERNE DANCES for flute, clarinet, harp and string quartet (2009)

full score

CHESTER MUSIC

Geoffrey Burgon’s Minterne Dances was given its first performance by the Mobius Ensemble on 26th September 2009 at Minterne House, Dorset

for Dione Digby and The Summer Music Society of Dorset

Minterne Dances for Flute, Clarinet (Bb), Harp and String Quartet I dream in my dream all the dreams of the other dreamers, and I become the other dreamers... Walt Whitman

Geoffrey Burgon 1974/2009

                   Clarinet      l.v.                                                                             Harp  mp semplice sempre                         Violin 1            Violin II            Viola             Violoncello     Allegretto q / q. = 80

Flute



1 7   Fl.  

Hp



             



mp

cresc.

 

12

Hp

pp



 p

5

                                                            

  Fl.  Cl.



dolce e molto cantabile









 

 





         

mp

5

 



 

p







p





                                                 

© 2009 Chester Music Ltd

 

  

  

  

  

All Rights Reserved

2 17                     Fl. 

Cl.

Hp

Vln I







Vc.



















































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













3





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



p

 

















  mp



 

p



  





  

        mp



mf

mp

                     





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

  







mp





p

mp

mp





Vla

Vc.





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





     Vln II   Vln I

            



 

27

Hp

 





  Fl.  Cl.

  



                                    



    





Vla





     Vln II  Vln I

mp



 

       







22   Fl. 

Hp





  

Vla

Cl.



p



2

                                                    

Vln II

Vc.

5

mp































































                                                

p

p

3 33   Fl. 

Cl.

Hp

Vln I















 

  

  Fl.  38

Cl.

Hp

Vln I







Vla

Vc.























   

   

Vln II

Vla



mf

3

3



3

         

mf

          

 



p

(p)



(p)

5



    



    



      3



3

3

mf

   



p

mf









mf

p







     





      



      







   

             

mf

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

              p mf





  

              

3



  



                



5

   

p



               p mf      

  



  

                     mf ben marc (q = q.)     (p)  





  

(q = q.)







mf



 Cl.   

Vc.



               

p

44

Vln I



 



  Fl. 

Hp



 



           

                  mf ben marc p    

Vln II

mf 3







         

mf

   



5





4









  

 

               





     



   

Vla

Vc.

5

        

Vln II

     



p

mf



   

 

   



   

 

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

mf

           

mf





p

   

             p     

mf

   



4 50    Fl. 

Cl.

Hp



 









               



    

   



6             



mf



   

   



5



5             

5







  



  

        

mp    (q. = q)

                                                    p p (q. = q) p mf                      Vln II                            p    mf mf  p mf p            Vla         (p)  Vc.                (p) Vln I

  Fl.   56

Cl.







 

mf

    









   

mf

    









 



    

mf



5

                                                                Hp                      Vln I       pp dim.  Vln II        pp dim.   Vla       Vc.









62

Hp







 



7



       mf

   

 

Vla

Vc.





                                

     Vln II   Vln I



dim.

  Fl.  Cl.

pp

dim.





  

  









 







      

mf

più p



5















dim.











                                   più p          dim.







dim.







5

8

  Fl. 

                                 p (q = q.)                                          p  (q. = q) 

68

Cl.





(q = q.)





             Hp         (q = q.)    Vln I   

 

Vln II

 

Vla

Vc.







  Fl.  74

Cl.



         

     Vln I   mp

  

Vln II

p

Vc.





  Fl.  80

Cl.

Vln I

Vln II

Vla

     

  Vc.  











                        

solo



f





 



3





3



3

3



          3

               3



  



3

mp

 

mf

         

         



   





  

 

 

  

 

 

9





       

3



(q. = q)

    





 

 

 

 

 

 

 

p

       

3

  





         



   

fp

3

p

      

 

         

arco

p







p

 

 

    





  







3



p

         

   

p



       



  





 



3

mf



p





mf

       





p



f

(pizz.)



  







                   





  (q. =q)       f   

  

Vla



          









   ( )    fp     ( )  fp  pizz.    ( )  mf 





 

    

 

fp

  fp    

pizz.

mf

      





6

  Fl.  Cl.



solo





p pizz.





p



Vln I

















10 

3











    

f 3









Vla







 

arco







 

  





 

              

 



11



mf





  



         



























3

3













 

 

  





 



   

  

mp

dolce



mp

 

   







  

 

 

 

 



    

 

mf



         

  

      

 



 



p

 





 



 



3 3 3      



  





3  3  3  3      



                                                  



 

 

    

3

mp





dolce



        



  





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











    

3

3







p

3

 



mf

3



 

  

Vln II







(q. = q)

 

mp



   



  



 Cl.    

   

                   mp f    

(pizz.)

          3

















3

Vc.

 



  

98      Fl. 

Vln I



  

Vla

Hp



                          

Vln II

Vc.







3



 mf

92     Fl. 

Cl.



    

                                             

  





  mp

(q = q.)

Vc.

                

f

   Vln I        Vln II  Vla



      

86

   

  

7

   Fl.  Cl.

Hp

Vln I







p

 

p



     







dim.

       

3

      

3

3

12



 

  

p

    

3

3

3

pp

mp



mp





















pp





 







  

  

dim.







  



     3

3



p









    3

pp





 pp

3



   

f

 

3 3        3

  

pp

pp

dim.





   

dim.





   



  



  



 3      

mp subito



3  3 3       

 



  









  

13



     







mp







   





 

mp

 



  





 





 



       

p

mp



(q = q.)

   

    mp

 

(pizz.)

  p





          

  



 



mf

         

mp

 



  

mp pizz.



 



           

Vla

 

(q = q.)



Vln II

   

mp

mp

116

Vc.

  



      Fl. 

Vln I

mp

3

 

dim.





   



Vla

Hp



  

 

   

                                                                       

Vln II

Cl.

3 3        3

p



110

Vc.

 

  

mp



      Fl. 

Vln I



  

                                                       

Vla

Cl.

 

mp







  

Vln II

Vc.



    

104





 

        









   

 

 

                          arco                          mp 



 

 



8

   121

Fl.

Cl.

Hp









       

   





mf









    



 



  Fl. 





126

(q. = q)

     Cl.     3       Hp   Vln I



  

Vla

Vc.



Vln I

Vln II

Vla

Vc.



p

mf

         

3  3  3      



 

 







      



 

 



3  3  3     











     

    





15

 

3

    

      3

3

















          p              (q. = q)                                         p sempre                               p sempre       



                                                   p  arco   

       

 

  





131

Hp







   



  Fl.  Cl.





    

                                                      



Vln II





14

   







Vc.

    

        



                         Vln II           Vla    Vln I





 

 



(q = q.)

 

pizz.

  

 

    

 



     

9



136

Hp

Vln I

                                                 

            

Vln II





141

Vln I



          

Vla



  

  Fl.  146

Cl.

Hp

   





   

        

  Vln I   

 

Vln II

 

Vla

Vc.

3



        

Vln II

Vc.

mp



mf

  Cl.   

Hp

   

    

  Fl.  



  

      



   

 

Vla

Vc.



  







    

      







 

 













     

   





 (q. = q)

     



  



         

       



3

3





















 

 

 

 

      3

3

3

    

 

       







       



16         

    

 

5





 

       

     

  













                                                              



 

    



   

 

    



3

        



  



5





 

10



151

Hp

                                                                 

  Vln I  





  

Vln II

Vla

Vc.

 





   

 





156

Hp





Vla





mf



arco











  















 







    p













    







5











          

   







 









 









 





      3



 



    

 

       







    









  

      





     

 



                 

              















 









 









      







mf

        

Vla







Vln II

Vc.





 



161

Vln I

17 



 



  Fl.  

Hp





    

  

Vln II

Cl.

 



              

  Vln I 

Vc.



 

  Fl.  Cl.





 







11

  Fl. 







18 











166

Cl.

Hp





   





  

Vln II

Vla

 

  







 











   



mf







 











       

        

 



 





       

176



  

  



   

  





  

Vla



 

  Vln I 

Vln II





 





Hp

Vla

 



                  

Vln II

 



171

Vc.



mf





Vln I



 

Vc.

Hp



                                                           

  Vln I 

Vc.









 

   

 dim.    







mf

     







     5

dim.



mf

    













dim.





dim.

 

pizz.



p



     

                                                   

















































12

  Fl. 

 



 

181

Cl.

Hp

Vln I

a tempo





p

    (q. = q)      p                





  

Vln II





mf





 

                 mf  arco  



   























p





mf

p

              



Cl.

Hp







  

Vla

Vc.

  

















   













  

5

 5

  

                  

Hp

Vln I









   

   

Vln II





  

 









 



          3





     

      





              





























mf

3

    



  

(q. = q) p



   





Vla

Vc.





  

192



    



p

          

mf

 





                mf           

                               Fl.   Cl.

    

             





       Vln I  Vln II



(q = q.)

             



mf

187

Fl.





p

   



          



(q = q.)

 



(q = q.)



  

Vla

Vc.

19

 







    





       

  3

3

    

  

      3

3

3

3



13

          Fl.  

G.P.

 

197

Cl.

Hp







  

Vln II







  

Vla



Hp



203

       

 



Vla









 Fl.  209

Hp

Vln I

 

Vla

Vc.





 



 





5



3

    

3

sim.



     

p



5

    

    















 5      

3

        



3

    





   3

     



   

     

     























21

L'istesso tempo











3

   









  

3



flautando

 





   









 



 

Vln II

 



3

    

p



   

l.v

flautando

     

5       

  



   







 

3

    



Cl.



   

 

G.P.



 

q = 90

p



Vln II





 

 

Vc.

Vc.

 



  Vln I  

Vln I

 

            

20 Meno mosso        

   mp



   

 

 



  

   

 

 3

    mp espress.

  

   













mp espress. e molto dolce



  



 



 





  



















pp sempre



pp sempre







arco

 

pp sempre



pp sempre

14

  Fl.  216

Cl.

   









   

3

   Hp    Vln I  



Vln II





Vla



Vc.



223

Cl.

Hp

Vln I









Vla

 

   

 



 

3

      

 

 

  

  

  









 



3

   



 



  

  

 

 

   

 

  



   









 



 3

     

 









     























        

 

 3

         

 





 5

         

 











    

   

 

   



 



   



   











 





 













































   



 

 





   

  

3





 







   

   

   







      

   

















Vc.





 

 



230

Vla

  



 

 Fl.  

Vln II



 







Vln I

  



3



Hp



22       



Cl.











 



 

Vc.











5

  

Vln II

 







     

 















  





 

 Fl. 







 



15

23

  Fl.  237

Cl.

Hp

Vln I



     



   

 

  

 



  Fl. 







245

Vln I

    



     

   

   

 

 

       

  



 



       

 

       3

   







































 







   

 











 



 3

   

       



 

 

   







     

 

 













     

 



 



3

    

 

   

 

 







 























 

  p

    



     

   

Vln II

 



 

Vla



 





       

 





 

5





   

   

   

 

   

   

  









 













      



 











 

 









 

 



       

 





       







 



   























 

 

 

 

 



   



 

 









   



 

 

 





 Fl.  

Vc.

 





 

24

Vln I

 

 





253

Hp

 

3

  





Vla

Cl.

   



  

Vln II

Vc.



   





Hp

 

 

Vla

Cl.

 







   

 

Vln II

Vc.



 

16

 Fl.  

 

261

Cl.

Hp

Vln I



 

 



   







 

 



 



 





 

 

 







 











   



f

 



 

           

   



  



284

mf

 

mf

 

 

  

cresc.

  Vln I    

   

  





 



   p sub.

















  

cresc.

  









  

  

 

 

 



mf

mf



 



 

 

 

  

  

cresc.

   p



cresc.

mf pizz.



  

 

 





















  

 

 

 

  

p sub.

  

cresc.

  

p sub.

 

 



  

 

   



mf

 

 





mf



 





 









                  

    

mf

                     

 

 

pp



   

  

 

 

     

26     

 

pp



mf

  

  

cresc.







 











 



  







p sub.





   

  

p





   

 

   



 

 

 

276





 

   

 

pp



   Vln I 

Vc.

 

   

 





mf

Vla





        Vc.  

Vln II





    







mf

Vc.



 

pp

 

f

Vla







   

Vln II







h =100 25 Allegro alla fanfare     Vln I     alla fanfare

Vla

 

   

 

269

Vln II

 

   

 

  

Vla





      

Vln II

Vc.



mf













p

p



   

p



p arco



p



17

  Fl. 







291

Cl.

Vln I







 



   



















Vln II

Vla











 



    





p







 

  











  

 

              

















p



f`

cresc.

     

      f

cresc.

p

p sub.

                  p sub.









































     

  

     

      

     

       

    

     





  

 

f

f



 



p

f



 p

f

                              

 

        





 

  

p

p





 

    

p

cresc.

   





p







28     

  

p

        

 

  

    







308

Vc.



f



cresc.









p

  

  Fl. 

Vln I

f







      







   

   

Vla

Cl.

  

   



Vln II

Vc.





299

Vln I



mp

 

  Fl.  Cl.





 

Vla



mp

   

Vln II

Vc.



27





18

           Fl.     314

Cl.

Vln I

  

























320





 



   

  

       



   

   



mp













p









   p

  

 

 

 

cresc.

     









   

 

f

      f









































   Fl. 

  



327

Cl.

Vln I



  

Vla



    f

f

   

Vln II

Vc.

   

     



         

      pp

     

 





mp









 









 

















  

 

  

p sub.



Vc.

p

   



Vla



p

p cresc.

   



          

    

  



p



     

Vln II





      

     

mp

  Fl. 

Vln I



mp

          

Vla

Cl.

    



Vln II

Vc.

29





p



p



p





mp



 

 

            pp sub.

















19

   Fl. 

  

334

     mp  Vln II  Vln I

Vla

Vc.





 

Vc.











  













  Vln I  350

 



  Vln I  356







Vla



























p pizz.

   









 

p



















   











  













































31   







  

  

p

p

  



p

    

 

 











 

 











 

  







    







 





           

       



  



(pizz.)





 



 













mp

mp









     

Vln II

Vc.



  

Vla

Vc.







pp

  





  

 

 

Vln II









  







30  





342

Vla







  Vln I  Vln II







f

mf





























20 363    Vln I 

Vla

















 

Vla

Vc.



















 





 













 









 

 









 

 









32



























Poco meno mosso







 



solo





















  

  

 

mf



           



 Vln I 































380

Vln II

  

Vla

Vc.







Hp

Vln I

 





  

  



  



   

  













rall.



    







p



33

 



Lento e = 76









  























 

        p              













    















   



Vln II



Vla

Vc.







387

Cl.











p





 



 





372   Vln I 

Vln II







 

Vln II

Vc.









 



 













dolce e calmo

con sord. p

con sord. p con sord.

   p











pp cresc.

  

arco, con sord. p







           

21

  Cl.  395

Hp

Vln I



            

       

  

Vla

Vc.



      

 

 

 Cl.   400



Vln I



      

Vla

Vc.

   

  

Vln II



 

 

              

             



  

 

  



  



 













   

 







          

       

    

Hp

p

           

Vln II

          

          

                     

                   

 

         







    

    

  











    





34

             



404

Cl.

Hp

Vln I



 

    

Vla

Vc.



  

Vln II



        



 



         



 

     

     

      

         

                   



   

  

    





  

 

      

22

 Fl.    Cl.  

       

408

Hp

Vln I



 



  

Vc.

 

35 

Hp





 

 



 

Vln II

 

Vla

 

 

 



  



    



 

       







  

    

             

         



 

          

  



            

    

    

  



 



               



 

  

                   

     



 



    



 



  

   



 

    

               

     





         



Vc.





   

Vln I













         



 

 

    

      

 

 

   



         

 

         

 

417

 

       

  

 Fl.   Cl.









mp

               





   

  

          

 

mp

 

Vla

 

         







mp

  

Vln II



 

mp





       



412

Vln I

mp

mp

  Fl. 

Hp



     

Vla

Cl.

mp



         

Vln II

Vc.

p

  

   

  



  

  

 

 

 

  



 

    







    







 

   

23 422   Fl. 

Cl.

Hp

Vln I







   

  



 





    

427

Hp

Vln I

 



    

      

Vln II

Vla

Vc.



Hp

Vln I

Vc.









 





















     

     



     



     

    



    







 

 





  













 

 

 

  



 







 







       



    























      

 



 

























 



 

  

 

 



 



    



   

      

 





 











 

Vla

  

  



         

  





 





 

Vln II



 

pp

 



432

Cl.





  Fl.  

    pp   

  

   











 

fp

 



     

  













p

 

 



   Fl.    Cl.



       



   

 

 

 

Vla

    

         

  

36 Più mosso      p        





 

Vln II

Vc.

         



 

24

37

     437

Fl.

Cl.

Hp

Vln I

a tempo (e = 76)





 

 



p

  

 







 

 







*



  

 



hmm

 

 

pp

*

Vc.



















 



 







 

 

 

 



*  

















hmm









pp



 



pp

pizz.   



 













   







 

Vla

 







 



hmm

Vln II

   



   

  



p

 

fp

  



 





 







p

* hum the held g, breath where necessary

 Fl.   443

Cl.

  



 

Hp

 



          

     



     



 

Vla

Vc.





 

  

 



 



 

 



 

  Vln II

  



  

    



 

Vln I

  

 

   



 

  

ppp



       

  





 

 

    

 

   

















ppp

 

ppp

 

 

ppp

 











 

 











 

  















 

 



 

 



ppp

 

 





ppp

 