a product message image
{' '} {' '}
Limited time offer
SAVE % on your upgrade

Page 1

PANUFNIK Fairfield Fanfare for orchestra Full Score

No. 72402


ROXANNA PANUFNIK

Fairfield Fanfare for orchestra

Full Score

EIGENTUM DES VERLEGERS

·

ALLE RECHTE VORBEHALTEN

ALL RIGHTS RESERVED

PETERS EDITION LTD A member of the Edition Peters Group FRANKFURT/M. · LEIPZIG · LONDON · NEW YORK


Instrumentation 2 Flutes (Flute 2 doubling Piccolo) 2 Oboes 2 Clarinets in B 2 Bassoons 2 Trumpets in B 2 Horns in F Tubular Bells Timpani Strings

Duration: 4 minutes approx.

Composer’s Note Commissioned by Fairfield Halls, to celebrate its 50th anniversary (for London Mozart Players to premiere), the opening chords are based on all the alphabetic note names from FA-ir-F(+)-i-E-l-D, heralding a flourishing section of hustle and bustle that is the city of Croydon today. There are references to the razzle-dazzle of Fairfield Halls’ showbiz past and even an appearance of the London to Brighton Railway line! My deepest thanks go Simon Thomsett, Chief Executive Officer of the Fairfield Halls, for accepting this fanfare as an exchange for use of the Halls as a recording venue for my next CD. Fairfield Fanfare is dedicated to the venue and lasts approximately 4 minutes. Roxanna Panufnik 4 September 2012

Commissioned by Fairfield Halls in celebration of its 50th anniversary. First performance on 2 November 2012 at Fairfield Halls, Croydon, Surrey given by the London Mozart Players conducted by Hilary Davan Wetton.

This score reflects the state of editorial work and correction as at November 2012


for Fairfield Halls, on the occasion of their 50th anniversary November 2012

Fairfield Fanfare   

 

 

  

  

  

  

q = 84

2 Flutes (2nd doub. Picc.)

2 Oboes

2 Clarinets in Bb

2 Bassoons

2 Trumpets in Bb

2 Horns in F

Tubular Bells

Timpani

 ff

 ff

f

   



f

  f

    3

 

 3    

                         

 

  



   

            

     3

3

   

      

3

  

mf

   



3

      3

    

  

mf

  

3

     

mf

      

3

 

3



  

3

f

    

 

Roxanna Panufnik

  Violin I  

 

Viola

 

Violoncello

 

Contrabass

  

q = 84

Violin II

Edition Peters No. 72402 Copyright © 2012 by Peters Edition Limited, London.

 


2

Fl.1&2



     

    

                        

        

a2

  

     

       

   

 



3

 

  f

    

   

   

  

       

3

3

 

 

  

 

 





 



 









 

 







3

 Vln. I 

       

Vln. II

Vc.

Cb.

Vla.

f

div.                                  mf

                     mf

div.

 

 f







f

 

   

 

3

       

 

3

 

f

 

3

a2

3

   

  



mf

Hn.1&2

   

a2

Cl.1&2

Tpt.1&2

         

       

Ob.1&2

Bsn.1&2



                            6

 

   

 

 

10

Fl.1&2

Ob.1&2

Cl.1&2

Tpt.1&2

Hn.1&2

Vln. I

Vln. II

 

        

f



f

 

 



 

 

  

3



3

    f

 

f

 

    

   

    

 

   

  

    

ff

ff

3

   

mf

                          

    

 

  

   



   

3

mf

             

mf

3

3

 

           3

3

3

   

  

      

3

 


       14

Fl.1&2

     

Ob.1&2

Cl.1

Bsn.1&2

Tpt.1&2

  

    ( f)

mf

Hn.1&2

  

 Vln. I 

       

 

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

       

     

    

             

        

3

3

3

  

3

   

        

3

Vc.

Cb.

Vla.

  

        

     

 

    

 

p sub.

tutti

17

div.

 

mp sub.

6

6

6

                             

6

  

  

       Vln. I 

Cb.

 

     

6

6

6

6

 



    

   

Hn.1&2

6

                         6

6

 

Vc.

6

6

mp

6

Cl.2

Vla.

6

6

6

    

Tpt.1&2

                       

Cl.1



6

mp sub.

6

mp

Bsn.1&2

 

p sub.

                            

Ob.2

 

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

 6



mp sub.

 Fl.1 

Ob.1

mp sub.

3

3

 

mp sub.

      

3

3

6

6

6

             

  

3

                               3

 6

        

    



                               3

3



   



  

 

 

 



 

        



 

  


4

          Fl.1  19

6

cresc. 6

     

Fl.2

6

                 

Ob.1

6

cresc. 6

    

Ob.2

    

Cl.1

6

6

6

6

mf

6

6

             3

  



   



  



  

 

 

 



 

f

f

f

  



  f

     

 

 

  



  

  



  



 

  

  



  



 

    

mp

   

 

f

mf

a2

mf

  3

          

            

mf

Vln. II

Vln. II

Vla.

Vc.

Cb.

    

  

6

a2

Vln. I

3

3

f

           



cresc.

Hn.1&2

 

      

3

f

               cresc. 6

   

             

Cl.2

Tpt.1&2

6

mf

            

cresc. 6 mf

Bsn.1&2

            

          

tutti mf

 mf

            

                              

tutti

  

mf

 f




  22

Fl.1

Fl.2

Ob.1&2



  

 

  

Tpt.1&2

Hn.1&2

Vln. I

    

       

  

     

  

     

mf

mf

mf

3

 

    3

mf

    

a2             

    

3

3

          

 

   

mf

 

3

          

 

f

     



5









  

 

 

 

  







   

 





 



  







 

  

  

 













 





 

 













mf

   

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

 

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

Vln. II



  



div.                                  

                     div.

f

mf

       

 

    

f

                     

mf

3

mf

Vc.

3

 

Vla.

Cb.

mf

3

Bsn.1&2

mf

3

Cl.1&2

          




























6

Fl.1&2

 26                3

f

Ob.1&2

Tpt.1&2

3 3              

                

3

3

3

3

3 3                  mf

3 3                   mf

a2

Timp.

3 3               

f

                Vln. I    f

Vln. II

Cb.

3

3

div. 3 3                             f

                           f div.

Vc.

3

tutti               f

Vla.

3

3

3

3 3                  f

3

mf

pp sub.

  a2              3

   

     

f

3 3                f

a2

Hn.2

        

3

mf



3

       

3

              

mf

Hn.1

f

Bsn.2

        

London to Brighton!



f

Bsn.1

3

           

 

f

Cl.1&2

A 

3

3





  

3

3

  pp sub. 3

3

3

 3

3

3

3

        f

     

f

                3

pp sub.



3

3

3

3

A 

3

  pp sub.



  

London to Brighton!

3

3

3

f

3

       

pp sub.

tutti

3

                             

3

                

pp sub.






  30

Fl.2

 

Cl.1&2

Bsn.1

Tpt.1&2

Hn.1

  

3

3

3

pp

 

34

Ob.1

Bsn.1

Bsn.2

Hn.1

Hn.2

3

         3

3

3

3

Cb.

3

3

            3

3

3

3

     

3

 

3

3

3

3

3

   

To Picc.

 

3

3

 

3

p

mf

3

3

 

   

3

3

  

3

                    3

3

3

3

3

3

3

3

3

3

               

3

  

                                         

tutti

3

3

3

mf 3

3

        

Vc.

 

3 3                  

        

Vla.

3

          

Vln. II

3

3

       3

     

3

3

p

       

 

    

 Vln. I 

3

3

     

3

3

3

Cb.

Fl.2

3

3

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

 Fl.1 

       3

           

               

Vc.

3

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

 

3

          pp

Vla.

3

3



3

3

p

7

3

mf

               

3

mp

    

3

          

      

      

mp

 

3

Vln. II

 

pp

Hn.2

Ob.1

Bsn.2

     



p

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

3

3

3

3

3

       

pizz.

p

3

3

3

3

       

3

3

3

3

        

3


8

  Fl.1  38

       

Ob.1&2

Cl.1&2

Tpt.1&2

Hn.1&2

 

  

3

Cb.

   

41

Cl.1&2

Hn.1&2

Vln. I

Vln. II

Vla.

Vc.

Cb.

       

 

       

         

p

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

                                                                    

3

3

  3

 

 

  

3

 

3

             

                  

                 

  3

mf 3

 

 

3

    

               3

3

  

                 

3

   

       

 

                  

3

 

 

 



                        

 

3



 

 

      



                         

        

p

              

Ob.1&2

Tpt.1&2

3

Picc.

Bsn.1&2

 

  

 Fl.1 

          

p

                 

Vc.

 

          Vln. I 

Vla.

mf



Vln. II

 

  

 

Bsn.1&2

Piccolo

 

Picc.



     

 

                               

                                                                                          

3

 

3



 

3

  3

3

 

3

 

3



 

3

 

 

3

 

3

  

3

 

3

 

 

3


         Picc.  (Fl.2)

 

44

 

Tpt.1&2

Hn.1&2

Vln. I

Cl.1&2

Bsn.1&2

           

 

                            

3

          

3

3

3

        

Vc.

 Cb.  

3

3

 

3

3

3

        

48

3

    

Ob.2

6

6

  

6

6

 

   

 

  

 

mp

mp

  

     

Vla.

Vc.

  

6



6

6

6

6

6

6

6

6

  

 

     

6

 

6

 







 

 

 

 

  





 



  

 

mp

     

p

mp

                       

  

    

 

div.

mp

6

                           

   

mp

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

6

6

mp

6

6

 

Cl.2

3



   

Cb.

 

                       

mp

3

Cl.1

Vln. I

   

6

6

p

                          

Ob.1

Hn.1&2

 

mp

mp

                    3

Tpt.1&2

6

1. solo 6

                                                 

Vla.

Bsn.1&2

 

           

3

Fl.1

                                      

Vln. II

6

           

                   

                     

3

9

              

  

                      

3

Ob.1&2

 


10

                        Fl.1  6

cresc. 6

6

6

           

Picc. (Fl.2)

mf

6

6

cresc. 6

   

Ob.2

    

Cl.1

6

cresc. 6

Hn.1&2

Vln. I

  

Vla.

 

Vc.

  

Cb.

  



 



 



     

 

 

   



f

  

    

 

   

  

 

  

 

   

 

 

 

  



 

  



f

6

     

f

  

     

 

 

   

    

    

       

  

    

    

       

Vln. II

  

   



f

6

  

cresc.

   

  

      

      

f

6

6

         

3

                cresc. 6

3

6

     3

   

f

                 

Cl.2

Tpt.1&2

6

3

f

      

                

Ob.1

Bsn.1&2

6

    



50

mf

                               

tutti

pizz.



3

  



  

3


  Fl.1 

    

   

53

 

Picc. (Fl.2)

          

  

  



 

  

 

Tpt.1&2

Hn.1&2

Timp.

Vln. I

   

     

 

  

   

     

 

  

 

a2

 



   

 

Vc.

(1. solo)                    3 f 6

            

3

      

        

 

3



 

3



3

  





 

q = 90



B

 mf

6                      

  

                         

f

rall.

  

 

(1. solo)

 mf

 



 

 



 

div.

 

mf

cresc.

f



 

f

cresc.





div.

 

arco

 



arco

 

                                6

Vla.

   



f



6

6

    

  3

f

3

3

   

  

  



 

Vln. II

Cb.

 

    

3

f

Bsn.1&2

11

       3

f

Cl.1&2

B

3

3

f

Ob.1&2

            

3

f

q = 90

rall.


12



   57

Fl.1&2



mf

Bsn.1&2

Tpt.1&2

Hn.1&2

Timp.

Vln. I

    

mf

  

Vc.

Cb.

tutti

      

3

  

 

mf

   

    

   

   

  



  

     

3

 

 

tutti

3

  

3

 

 

3

3

3

3

3

  

 

3

3



  

     

3

  



mp

 

 



 

 

mf

     

3

mp

  

Vla.

                              

    

  

mp

 

Vln. II

3

mf

3    

     

  

       

3

             3

    

3

  

3

     

                                          3

   

ff

Cl.1&2

3

ff

 

Ob.1&2

    

    





pizz.







cresc.


  61

Fl.1&2

a2

         

Hn.1&2

Timp.

 

      

    

  

 

 

      

  

 



   f

Tpt.1&2



 



 

 



  

 

Vln. II



Cb.

  

 

3

   

 

 



    

ff

mf

   

    

mf

mf

 

                    

mf



     

mf

  mf



f

 

 



f



  

3

    

div.

3

 

3

         

mf

3

3

f

ff

              



13



 

  

 

     

                              

f

Vc.



div.

           

Vla.

 

 

 

f

 Vln. I  

      

 

  f

3

f

Bsn.1&2

 

   

           

a2

Cl.1&2

    3

a2 Ob.1&2

           


14

Fl.1&2

     

 66   

  

       3

Cl.1&2

Bsn.1&2

Tpt.1&2

 

Vln. I

       

 

 

Vc.

Cb.

   



 

            3

 

              

 

gliss.

 

           

      

3

 

               

   

        

    

   

   

        

      

3



3

    3

 

     

3

  

3

gliss. gliss.

3



mf

     



3

3

3

f

f

Vla.

   

3

   

  

Vln. II

        

3

Hn.1&2

    

Fl. 2 to Picc.

  

       

3

  

Ob.1&2

             



  

    3

   


15

  69

Ob.1

                       

mp

6

6

6

6

6

6

                             

Cl.1

6

6

mp

Cl.2

6

6

6

6

                         mp

Bsn.1&2

Tpt.1&2

Hn.1&2

Tub. B.

  

    

mp

 

   

 tutti   

     

 

  

     

 

 

 

 

 

    

 

 

mp

 

  

 

p

div.

Vc.

p

Cb.

 

p

    

Vla.

    

mf

Vln. I

 

 

arco

p





 

    

 




16

Fl.1

71                                          

mp

6

6

mf

Picc. (Fl.2)

6

6

           6

6

6

        6

          6

 

mf

    

Ob.1

                     

cresc.

                         6

6

Ob.2

mp

Cl.1

Bsn.1&2

Tpt.1&2

Hn.1&2

Tub. B.

Vln. I

6

6

cresc. 6

6

6

     

6

6

6

cresc.

  

  

6

 



  

cresc.

  



     

  

 

     

 

 



cresc.

       

   

    

3

 

  

 

Vc.

  

 

 

    

 3

 

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

                    

Vla.

Cb.

6

mp

 

   

6                                   6

    

Cl.2

6

6

6

6








  73

Fl.1

  f

  

Picc. (Fl.2)

   

            

3

3

3

   

f

  

  

Ob.1&2

 

  

f

Bsn.1&2

Tpt.1&2

Hn.1&2

Tub. B.

   mf

  

     

 

           

 

  

 



     

 

 



f



mf

3

3

   

 

 



  

  

mf

mf

 

  



To Fl.

  

3

  

     

 

  

3

  

 

 

 

 



  



mf

           

              

        

              

tutti

mf

       

 

    

      

         

      

         

3

3

3

3

f

 



3

f



 mf



                                                tutti

Vc.

mf

Cb.

17

    

          

Vla.

  

     

           

Vln. II

    

f

Vln. I

 

3

  

   mf

f

Cl.1&2



 f




18

Fl.1&2

            77   

3

    

             

a2

Ob.1&2

3

a2

 

 

 

  

 

 

    

 

 



 





 





f

Tpt.1&2

Hn.1&2

 

           

Cl.1&2

Bsn.1&2

 

   

 

 

 

 

    

 





                               

 

                                 

 

                     



            



a2                      

 

f

3

3

3

f

3

3

3

3

a2

3

3

3

3

3

3

       

f

3

3

3

3

mf

3

3

3

f

3 3 3 3                           

a2

 

f

Tub. B.

Timp.

             

    



 

 f

Cb.









3

3



                      

  

tutti

div.



  

                                         3 3 3 3

3

f

mf



f

                                                                   3 3 3 3

f

 

    



div.

3

f

              

div.

          

Vc.

   



 

mf

Vla.

 Vln. I  

Vln. II

 

3

 









3

3

3

                              

div.

3

3

3

3

3

       

3

              3

3

ff

3

   

3

 


Photo © Keith Saunders

Fairfield Fanfare

Roxanna Panufnik studied at the Royal Academy of Music, and has written opera, ballet, music theatre, choral, chamber and film music. Key works include Westminster Mass, written for Westminster Cathedral Choir to mark Cardinal Hume’s 75th birthday, and settings of Vikram Seth’s Beastly Tales, commissioned by the BBC for Patricia Rozario and the City of London Sinfonia; harp concerto Powers & Dominions; violin concerto Abraham – for Daniel Hope – which exists also as an overture for the World Orchestra for Peace, premiered in Jerusalem under Valery Gergiev; Schola Missa de Angelis (choir of London Oratory School and brass octet); and The Generation of Love, a Shakespeare sonnet cycle (Mark Padmore, Richard Watkins, Julius Drake).

ANUFNIK

Roxanna Panufnik

Roxanna Panufnik studierte an der Royal Academy of Music und schuf Kompositionen für Oper, Ballett und Musiktheater sowie Chor-, Kammer- und Filmmusik. Zu ihren wichtigsten Werken gehören: die Westminster Mass für den Westminster Cathedral Choir, entstanden zum 75. Geburtstag des Londoner Erzbischofs Kardinal Hume; Vertonungen nach Vikram Seths Beastly Tales für Patricia Rozario und die City of London Sinfonia, ein Auftragswerk der BBC; das Harfenkonzert Powers & Dominions; das Violinkonzert Abraham für Daniel Hope, das auch als Ouvertüre für das World Orchestra for Peace existiert und in dieser Form unter Valery Gergiev in Jerusalem uraufgeführt wurde; Schola Missa de Angelis (Chor der London Oratory School und Blechbläseroktett) sowie The Generation of Love, ein Zyklus von Shakespeare-Sonetten (Mark Padmore, Richard Watkins, Julius Drake).

Edition Peters No. 72402

w w w.e d i t i o n p e t e r s .c o m

Profile for Edition Peters

Panufnik - Fairfield Fanfare  

Panufnik - Fairfield Fanfare