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Maxwell Davies SWINTON JIG

Page 1

OnDemand

Maxwell Davies, Peter Swinton Jig

Score for sale (North America): http://www.halleonard.com/product/viewproduct.do?itemid=14021038&lid=0&li Score for sale (UK, Europe and other territories): http://www.musicroom.com/se/ID_No/048294/details.html Information about work and materials for hire: http://www.musicsalesclassical.com/composer/work/11023

Chester Music Limited Part of the Music Sales Group


Peter Maxwell Davies

SWINTON JIG on a Nineteenth Century Lancashire Fiddle Tune

for orchestra

CHESTER MUSIC (a part of the Music Sales Group) 8/9 Frith Street, London, W1D 3JB tel: +44 (0)20 7434 0066 fax: +44 (0)20 7287 6329 Exclusive distributor: Music Sales Ltd, Newmarket Road, Bury St Edmunds, Suffolk, IP33 3YB tel: +44 (0)1284 702600 fax: +44 (0)1284 702592 web: www.chesternovello.com e-mail: music@musicsales.co.uk


This work was commissioned by the BBC. It was first performed on 27th November 1998, at the University of York, by the BBC Philharmonic conducted by the composer. SCORING Piccolo Flute Oboe Cor anglais Clarinet in B flat (doubling clarinet in A) Bass clarinet in B flat Bassoon Contrabassoon 2 horns in F 2 cornets in B flat 2 trombones Tuba

Timpani Percussion (2 players): Player 1: bones, bell in C*, flexatone Player 2: glockenspiel, tamtam, tambourine (played with foot and knee), suspended Chinese cymbal

Banjo Concertina (may be doubled by the banjo player) Out-of-tune upright piano Strings * A “rough” bell, with many close overtones, rather than a “smooth” tubular bell.

Duration c. 15 minutes Miniature score on sale: Order No. CH63723 Conductor’s score and orchestral parts on hire. COMPOSER’S NOTE Swinton Jig is one in a series of occasional pieces inspired by my youth in Salford and the surrounding areas. When I was put in the way of this “Swinton Jig”, (composed by a coal miner from Swinton in 1860), it gave me the opportunity to celebrate the very modest place next to Salford where I spent most of my childhood years. These variations on Mr Tildesley’s tune are very much imbued with what it was like to be in the communal air-raid shelter in the middle of our street, where concerts were given to pass the long hours spent within. There was an out-of-tune upright piano – people played banjo and bones, concertinas and cornets, they sang songs and they danced. And all of this was seen through the eyes of a very sleepy eight-year-old child. The slow cor anglais tune recalls the song of a large and extraordinary Irish lady, who would walk around the streets singing, in a bass voice, for pennies. Not only was this the saddest music I have ever heard – you could hear it streets away, and it echoed around them – but when you got near enough to push tuppence into her hand, the air was quite literally vibrating so strongly that it hurt! P.M.D.


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   9OQ ,,

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s

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r                    £ 

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     



   



   









   









    





     


3LFF

+ r         

*

        

)O

*

&O $ % &O %(

+Q )



 



s

 

r 

s

9OQ ,,

9OD

9OF

SL *

SL *

  

 

     



 

   

      

      

      

      

 

 

 

   





      

 

 

 

 









 







 



 

0 0

* *

0

*

0 0

* *

0

       

  

  

  

*

        

  





'



      

    

   

     

%RQHV

     

*

*



      

  

$

           

 

  











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

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



0 0

 

* *

0

  

*

 

 

                       

 

 



 





     

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0

 *

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

 

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     

0

*

0

'

*

       

 

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 

+        r  

      

      

     

        

      

 

      

  

SL *

SL *

     



        

     





   





       s





    





            SL *             SL * SL *

SL *

' %

r 3HUF s 

9OQ ,

7EQ

%QMR

SL *

       

7ED

    SL *

%VQ

&EVQ



SL *

 

                     





 



  

   

                

        

  

      

 

   

   





        

   







 









 

  








     

      



      

2E

         



     

& $

        



3LFF

       r  

 

)O

* *

&O $



  

% &O %(

       

%VQ

&EVQ

+Q )

7EQ 7ED

3HUF

%QMR

9OQ ,

9OQ ,,

9OD

9OF

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   

s

 

r 

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    s

  

   

   

      

      



      

      

      

       



            

     





      









 



0 0

  

* *

0

*

   

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



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0

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0

    

      

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0

*

     

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* *

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0

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   

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           

0

*

0

*

FRQWLQXH VLPLODUO\ ZLWK PXFK LPSURYLVHG HPEHOOLVKPHQW r s   *

    

  

'

           

*

  

'

  

  

        

       r  



         

 

        



        

 

                   

 

        

     



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



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



               



       

'

           

 

      

        

 

                     

             



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



   



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

    



$

  

      



        

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 

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

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 

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

  

  






3HUF

r s

,

%RQHV ± IRU EDUV ± GXR ZLWK EDQMR ± DG OLE FRQ EUDYXUD

       

*

IRU EDUV ± GXR ZLWK ERQHV ± DG OLE FRQ EUDYXUD *

    

%QMR

        

 

*

9OQ ,

'

, r  GLY   

   

0

9OQ ,,

    

   

9OD

   

    

0 0

9OF

' %

0

s

 

        (P

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     

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   

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      

*

   

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 

     

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           $

'

  

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   

   

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   

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  

   

  

   

 

  

  

  

r 3HUF s 

      *

%QMR

9OQ ,

9OQ ,,

9OD

9OF

' %

    

  

r          

'

  

   



 



   

               

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r  

r s

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

            

                  

                   

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0 3UHVWR 1 F  r         SRFR 3* 00

9OQ ,,

9OD

      

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SRFR 3* 00

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VHPSUH VLP

VHPSUH VLP

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r     

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r    

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9OQ ,

9OQ ,,

9OD

9OF

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r      

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  

  

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 

  

 

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   

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 

  

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3LFF )O

r    

    

  

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  

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% &O %(

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r  

  

  

&RUQ %(

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3HUF

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0

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 s   r

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%QMR

3QR

9OQ ,

9OQ ,,

9OD

9OF

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0

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0

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r    

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1  GLY LQ   

  

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3LFF )O % &O %( %VQ

r     

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  

  

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%QMR

3QR

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    

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GLY LQ

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   





 

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 

     s

   

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   



     s  

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    

r



   


3LFF

)O % &O %( %VQ

r     

   

r  

  

 

7ED

    s  

3QR

9OQ ,

9OQ ,, 9OD 9OF ' %

   s 



0

    

r

 

7EQ

%QMR

  

3HUF

 





  



&RUQ %(

 

 

   s 

      

&EVQ

+Q )

   

0

 

*ORFN

 

 

        



       £        



0

%RQHV



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 

 

 



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  

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  

     

 

%EP

  

  

 

)

  

 



  

 

  

 

 



   

 

  

 

0

  

 

  

 

  

 

  

  

  

 

 

 



 

 

  

    

 

 

  

  

 

 

 

 

 

 

         

 

  r      

 

           

  s   0

  

0

  

0



  



   

    

 

00

    

 

     

   

  

 

 

 

     

 

    

  

   

    

 

       

 

   

 



 

  

 

 

 

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



  



 

  

)

  

           

 

          

%EP

 



     

0

  

  

  

 

 

  

 

   

  



 

 

 

   

     


2

TXLQWXSOHW ) )

3LFF

r    

3L PRVVR



    

 



    

2E

    

        

&O %(

  

        

% &O %(

  

             

        

)O

%VQ

+Q ) &RUQ %( 7EQ

7ED

7LPS

 

 s   r 



  

            0

 s              0 r s

 D

 **

   

  



    

 

    

 

   

**

**

**

**

      

**



  

 











 

         

  

   

     

     

     

         

  

   

                      0

      

      

           

   

    

 %HOO LQ &





r    





9OQ ,,

    





9OD

  





   





 s  





3HUF

2

TXLQWXSOHW ) )

9OQ ,

9OF

' %

3L PRVVR


3LFF

)O

2E

r    

        

       



              



                  

**

**

&O %(

       

                

% &O %(

       





%VQ

     s  





+Q )

&RUQ %(

7EQ

7ED

7LPS

3HUF

r 



VHQ]D VRUG

     **

    

      

           

**

         

         

   

**

 

3*7 0

 

    

   

 

  

 s        

   

   

    



  

 

    

      

     

     

     

   

   

     

r s

 %HOO LQ &





 XQLV                

 XQLV                                 

9OQ ,,

    



9OD

  



  

   



 s  



$ µURXJK¶ EHOO ZLWK PDQ\ FORVH RYHUWRQHV UDWKHU WKDQ D µVPRRWK¶ WXEXODU EHOO

3*7 0

 

3*7 0

 

' %

3*7 0

 

  



9OF

 

 

r    

9OQ ,

 D  

**

**

**

**

        XQLV         **




3LFF

)O

2E

&O %(

r   

  

0HQR PRVVR 1 F

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

0

   

 

ULW



        



       



**

**

% &O %(





%VQ

 s 



+Q )

&RUQ %(

r 

 

 

3*7 0

 

3*7 0

 

3*7 0

 

3*7 0

         

**

7EQ

 

      

7ED

 s 

7LPS

3HUF

9OQ ,

9OQ ,,

9OD

9OF

' %

r s

*



*

 s 

00

00

 

 

0

 

00

 ULW

 



 



 



 

                     

/0

 

0HQR PRVVR 1 F

                     

  

0

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

 

    r                   

/0

000

 





*

  

/0

GLY



00

  0



00

 

 



 




3LFF & $

9OQ ,

3 ULW

 r        s r 3 

 

9OF

& $ 9OQ ,

 



0 GROFH



$GDJLR ) F



 GLY  00  

 

 

r    

     

9OF

00

XQLV

 











 

 

  

D QLHQWH



00

 

   



     

 





  



00



 



 





 



  

 

  

 

s

& $

r  s     

  

9OQ ,,

 

9OD

 

 

  

9OF

s

   

 

 



4

 



 

SRFR FUHVF





 



 

00







4

           



 

 



 

 

     

          

0

      

/*

00

     

          

00



SRFR FUHVF

00

XQLV

     SRFR FUHVF

00

/*

  

  /*



   

  

     

 

 

     SRFR FUHVF SRFR FUHVF



SRFR FUHVF





/* /*

  /*



 

 GLY                                      

         

 

    

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

00

r  

 

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' %

' %

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9OQ ,



 s  

9OQ ,,

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VROR

 

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ULW

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9OQ ,,

' %

$GDJLR ) F

      

00

 

 

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00

 


& $

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r s

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 

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  

9OF

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5 

r                      s



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$QGDQWH 1 F

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00

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3HUF

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9OQ ,,

9OD

9OF

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r s 

 

 

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

  s 

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



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  


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r      

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 

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9OQ ,,

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0

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0

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&WD

' %

3HUF

9OQ ,

 

r 

7EQ 7ED

 

VROR                     0

&WD

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00

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7EQ 7ED

0

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WUHP    

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0

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 r P  00 P  00 P  

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   

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  


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3HUF

9OQ , 9OQ ,, 9OD 9OF ' %

r 

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3HUF

9OQ ,

  

     

*

FRQ VRUG

         *    s   r s



        

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           

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SRFR ULW

  

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r     

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r 

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r 

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r     

  

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VRQRUH

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8 $OOHJUR 1 r     

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







    























                 



0

0

&WD

0 *















QRWH ' RQO\

3LFF

r  

   

% &O %(



    

%VQ

&WD

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

&O %(

&EVQ

s





  













0

                     





     

 



*





0











 












3LFF

                  r                         

2E

% &O %(

  

%VQ

&WD

                    0

 

                                                                   

&O %(

&EVQ

 

s

    



QRWH ' RQO\







  













 

  

  

          

  

&O %(

+Q )

9 r         s r s

VHQ]D VRUG



0

r 3HUF s  &WD

 

  

  







%RQHV

0

   

  

  



0

       

(P

'







  



               



    





&O %(

+Q )

3HUF

&WD

r            s

r s



r s



 

     



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

&



       

    

        

%P







              

      '








3LFF

: r   



  

 

   

    

  

   

  



  

*

)O

2E

*



*

 

& $ &O %(

 

% &O %(

  

%VQ

&EVQ +Q )

s

7LPS 3HUF

&WD

3QR

9OQ , 9OQ ,, 9OD 9OF ' %

r s r

s



         



 

 





*

**

*

**



*



**

*

**

*

**

*























*

**

*

**

*

**













*

*

**

*

 

  

   



*

**

*

 

  

   



**

                  









         



    s



         



 

7EQ

  



*



r 

&RUQ %(

7ED

   

              

 *



**





*

**







*

**

*

**

*

**

*

**

















*

 

 

  

   

 

**

        

*

        

**

 

*

 

           

 

**

        

*

       *



**

               

                                             *                                           *

%RQHV ± IUHHO\ LQ VW\OH



* ZLWK IRRW DQG NQHH 7DPE

 

    

* FRQ PDVVLPR EUDYXUD



* *

   

       

  



  



'

                            *                   :  r                

*



   

  

  

   

  

* *

   *

   s ** *

    



  



  

     

  

   

** *

    

                

         

      &

    

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



                       



** *

  

                   


3LFF

r     

)O

2E

 

% &O %(



%VQ

+Q )

s

3HUF

&WD

3QR

9OQ , 9OQ ,, 9OD

9OF ' %

       

s

**

      **      **



**







*



**

*

**



*



**



*



**









*



    

 

   ; 



**

                

7EQ

7LPS



r 

&RUQ %(

7ED

 

&O %(

&EVQ

       

 

& $

   

    

 

*

s

* 1

**

    ' 1

**

                     **              ;    r                **                 

               

    s



 

**

      **      **   **

**



**

 

    

     

 

    

    

 

 

**

 

* * *

 



   

 

   

 

   

*

*

   

** **

            **

     **

         

*

*

            * 1

*

       

   

**

**                 *

**

7DPE

 

    

*

     **

 



  





        

D       **

D

        **         **

     

   **    **

**

   

     

   

                ** *

        **          

        

  ** **

 

**

   

 

 

       

       

        

        

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

**

& 1



**

      

r s ** r  %RQHV

  

            **            

7DPE

**

    **         **           **        



        

        

**

        

**

      

**


3LFF )O 2E & $ &O %(

r  

 

              

%VQ

   

&EVQ

   s

&RUQ %( 7EQ

r 

  

&WD

3QR

9OQ , 9OQ ,, 9OD 9OF ' %

            

**

<

         

r s

    

     

   

              

   

  

            

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

         

           

   

*

                                                          

0

    s

  

   

   

    

  

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

               

  

               

s

r     

      0          

  

    

   

r

             

                                                  

7LPS

**

    

                   

   s

3HUF

            

               

D

7ED

**

% &O %(

+Q )

            

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

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

   

      

  

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

<

VROR

 0









   

  

 


3LFF

r  

)O &O %(

 s

9OF ' %

s

&O %(

3HUF

9OQ ,

' %

 







ULW



   %RQHV





     

    



    00

 



  

00

00

 

=

   

 



  

 

VROR GROFLVV

  

     







ULW

  

ULW

  

r  

s

 





9OF

9OD

VROR

s

9OQ ,,





r

3QR

         

r   s

0

               

)O



   

%RQHV

3LFF

  



              



9OD

   

  



r  

9OQ ,,

0

    

   

r 3HUF s  9OQ ,



=

ULW

   

  

     

 



 

6XVS &KLQHVH &\P

LQVLGH WKH SLDQR ± JOLVV KLJK UHJLVWHU XSZDUGV ZLWK ULJKW KDQG SHGDO GHSUHVVHG



    

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 ¢

0

  LVV  JO 

 

 



    

00

  

0

 

O Y

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O Y

     

$LURQ 6DQGD\ 2UNQH\ 2FWREHU


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