O'Regan A CELESTIAL MAP OF THE SKY

Tarik O’Regan A CELESTIAL MAP OF THE SKY (2014) for SATB chorus and orchestra

Full Score Composer’s unedited score, 6 July 2014

NOVELLO

Commissioned by The Manchester Grammar School to celebrate its quincentenary in 2015.

First performance 16 April 2015 at the Bridgewater Hall, Manchester by the Manchester Grammar School Choir, Hallé Youth Choir and Hallé Orchestra, conducted by Mark Elder.

Duration c.14 minutes

Instrumentation 2 Flutes, 2nd doubling Piccolo 2 Oboes, 2nd doubling Cor anglais 2 Clarinets in Bb, 2nd doubling Bass Clarinet 2 Bassoons, 2nd doubling Contrabassoon 4 Horns in F 3 Trumpets in C 2 Tenor Trombones Bass Trombone Tuba Timpani Percussion (3 players): 1. Marimba (shared with player 2), Vibraphone, Xylophone 2. Marimba (shared with player 1), Tubular Bells, Snare Drum, Sizzle Cymbal, Suspended Cymbal, Crotales, Tam-Tam 3. Bass Drum, Suspended Cymbal, Glockenspiel Piano, doubling Celesta Harp SATB Chorus, from which is drawn a Semichorus using approximately a quarter of the singers in the Chorus, with a minimum of 4 singers per part Strings (minimum players: 10.8.6.4.3; at least one double bass requires a low C)

Score is in C Composer’s Note A Celestial Map of the Sky, commissioned by The Manchester Grammar School on the occasion of its quincentenary, takes its cue from two woodcuts engraved by the German polymath Albrecht Dürer in 1515, the same year in which school was founded. These two groundbreaking polar projections of the northern and southern celestial hemispheres are the oldest printed European star charts. Whereas prior celestial projections sometimes depicted allegorical figures looking over the skies, Dürer instead honoured four ancient astronomers by depicting them at their work, overseeing his maps. The various texts I have chosen (mostly extractions from larger works) reflect the changing worldview hinted at in Dürer’s charts. His inclusion of the four astronomers was a signal that the universe could be comprehended through human intervention rather than solely through spiritual or symbolic means. Tarik O’Regan

Text I am like a slip of comet, Scarce worth discovery, in some corner seen Bridging the slender difference of two stars, Come out of space, or suddenly engender’d By heady elements, for nobody knows. from After Observing Tempel’s Comet (1864) by Gerald Manley Hopkins (1844-1889) I see the cities of the earth, and make myself at random a part of them; I see the cities of the earth, and make myself at random a part of them. from Salut au Monde in Leaves of Grass (1900 edition) by Walt Whitman (1819-1892) I saw Eternity the other night, Like a great ring of pure and endless light, All calm, as it was bright; And round beneath it, Time in hours [and] days [and] years, Driven by spheres Like a vast shadow mov’d; in which the world And all her train were hurl’d. from After Observing Tempel’s Comet (1864) by Gerald Manley Hopkins (1844-1889) I see the cities of the earth, and make myself at random a part of them; I see the cities of the earth, and make myself at random a part of them.

Within me latitude widens, longitude lengthens; Asia, Africa, Europe, […] America;

I see the cities of the earth;

I am a real Parisian; I am a habitan of Vienna, St Petersburg, Berlin, Constantinople; I am of Adelaide, Sidney [sic], Melbourne; I am of London, Manchester, Bristol, Edinburgh, Limerick;

I see the cities of the earth;

I am of Madrid, Cadiz, Barcelona, [of] Oporto, Lyons, Brussels, [of] Frankfurt, Stuttgart, [of] Berne, Turin, Florence.

I descend upon all those cities, and rise from them again, and make myself at random a part of them; I see the cities of the earth, and make myself at random a part of them. Whitman

It was the black star in the white sky. It was the shadow of the sun but at night it became all space. The night belonged to the black star but the silver stars

stood out smiling. They did not know how many had lost their way in the laughter of the black star. from Work-in-progress, by Mahmood Jamal (b. 1948) The night has a thousand eyes, and the day but one; from The Night Has a Thousand Eyes, by Francis William Bourdillon (1852-1921) I am like a slip of comet, Scarce worth discovery, in some corner seen, Hopkins Yet the light of the bright world dies With the dying sun Bourdillon Bridging the slender difference of two stars, Come out of space, or suddenly engender’d By heady elements, for nobody knows. Hopkins They crawled out slowly from their caves, silver spiders. The night held them static in its net of black jelly When the earth turned the sun melted the night’s blackness. The stars fell over the edge and were freed from our enslavement. Jamal

I see the cities of the earth, and make myself a random part of them; I see the cities of the earth, and make myself a random part of them.

Whitman The fog leans one last moment on the sill. Under the mistletoe of dreams, a star As though to join us at some distant hill Turns in the waking west and goes to sleep.

from The Harbor Dawn, by Hart Crane (1899-1932)

The night has a thousand eyes, And the day but one; Yet the light of the bright world dies With the dying sun.

Bourdillon

I see the cities of the earth, and make myself a random part of them; I see the cities of the earth, and make myself a random part of them.

Within me latitude widens, longitude lengthens; Asia, Africa, Europe, [‌] America;

I see the cities of the earth;

I see Algiers, Tripoli, I see Derne, Mogadore, Timbuctoo, Monrovia; I see Teheran [sic], I see Muscat and Medina, and the intervening sands, I see the caravans toiling onward; [I] see Egypt and the Egyptians, I see the pyramids and obelisks; I look on chisel’d histories, [on] songs, [on] philosophies cut in slabs of sandstone, or on granite blocks;

I descend upon all those cities, and rise from them again, and make myself at random a part of them;

I see the cities of the earth, and make myself at random a part of them; I descend upon all those cities, and rise from them again.

Whitman

The Celestial Map - Northern Hemisphere (1515) Albrecht Dürer, 1471–1528 Woodcut, 24 1/8 x 17 15/16" (61.3 x 45.6 cm) Harris Brisbane Dick Fund, 1951 / Metropolitan Museum of Art, New York. Accession Number: 51.537.1

The Celestial Map - Southern Hemisphere (1515) Albrecht Dürer, 1471–1528 Woodcut, 16 3/4 x 17" (42.5 x 43.2 cm) Harris Brisbane Dick Fund, 1951 / Metropolitan Museum of Art, New York. Accession Number: 51.537.2

Commissioned by The Manchester Grammar School to celebrate its quincentenary in 2015

A CELESTIAL MAP OF THE SKY

Score at actual pitch

     

q = 54

Flute 1

   

p

pp

Flute solo

Flute 2 / Piccolo

Oboe 1

Oboe 2 / Cor Anglais

Clarinet 1 in Bb

Clarinet 2 in Bb / Bass Clarinet in Bb

Bassoon 1

        

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p

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Cor Anglais

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   

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Clarinet in Bb

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Horn 3 in F

Horn 4 in F

Trumpet 1 in C

Trumpet 2 in C

Trumpet 3 in C

Trombone 1

Trombone 2

Bass Trombone

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Vibraphone

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Tubular Bells

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Piano / Celesta

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SOPRANO

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Bass Drum

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pp

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div. trem. sul tasto

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con sord.

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Copyright © 2014 Novello & Company Limited

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TARIK O’REGAN

   

          

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some

in some

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2

    12

Fl. 1

Ob. 1

C. A.

Cl. 1

Cl. 2

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p

















  



  





  





   



 









mp



mp

mp





 

mp





mp

  



mp

   

p





mp





p

pp







   

mp





mp









solo







  



 



mp

  















  

















 

  







































































( )



( )





       





 

 

 

     



  

    

pp

 

   

    

 

 

  



  

pp



    

    

  



    

mp





the slen - der

mp

    



    

 

     

 





     

    

 

 

   

 D.B.     





    

   



the slen - der

 

    

mp



the slen - der

 

 

 

 

 

 

 

 

   

  

of

two



 

  

of

two

    

stars,

stars,



of

stars,

two

 



dif - fer - ence

 

 

     

 

      

pp

  

  

    





 

  

  

    





pp



   p





  





    

    l.v.

 

( )













mf

          







  

head - y

e - le - ments,

mf

         By

mp



head - y

e - le - ments, for

            mf



for

no - bo - dy



no



Come out of space, or sud- den - ly en - gen - der’d,







  

mp

       mf     



div.  a2 

 

 

 

 

 

 

  

 

 

 

  

 

 

   

  

         

   

 

 

mp

    

pp

 



   



unis.

mp

pp

div. a 4

p

div. a 3

 

p

mp

mp

mp

mp

mp



knows.

  



  



bo - dy

knows.

  



no man knows.

 

 

-



no man knows.

 

    



mf

    

Come out of space, or sud- den - ly en - gen - der’d,

 

 

 

 

By



  

   

 



 



two



mp

 



stars,

of

   

   

 

pp



mp

 



mp

   









dif - fer - ence

 

 



dif - fer - ence

          the slen - der



dif - fer - ence

mp

Bridg - ing

 

   







  





A§





l.v.

    





( )





 mp

p

 



Bridg - ing

    

 





 







 







    













( )







 

l.v.

    

 



 



div.









 B.   

Vln. 2

mp

p





 



p





div.







   



   

Vln. 1







Bridg - ing

T.

solo





Bridg - ing

A.



pp

   

   

S.

   





Perc. 2 (Tub. B.)

Hp.





mp

mp



pp



mp





Tbn. 2

Pno.

  



mp

   



Tbn. 1

Perc. 3 (B. D.)







Hn. 3

Perc. 1 (Vib.)

p

   

solo





Hn. 2

Tba.

   

  

Bsn. 1

Hn. 1

mp

   

Fl. 2

Bsn. 2





( mf )

( mf )

  

( mf )

 ( mf )



  

  

   



  

   

  



3

B 22      Fl. 1      



mf

solo

    

Fl. 2

   

Ob. 1



p subito



        

C. A.

  

         mf

        

Cl. 2

mf

mf

Bsn. 2



       

Bsn. 1

        

pp

    









solo



   

p



p











 



                 







 







 

pp



 

  





pp



pp



 

   







 









 











 



  















to Contrabassoon















        











        











    









 



  

con sord. mp

mf

 

 

mf

Tpt. 1

Tpt. 2

 





    











B. Tbn.

Tba.

Perc. 1 (Vib.)

Pno.

Hp.

pp

mp





Harmon mute









p

mf con sord.

mp



  





 











con sord.

 mf

















       















con sord.

   















con sord.















con sord.

mf



     



     





pp

  l.v.   mp 

   

pp

 

ppp

    





        





 

l.v.

   



  



 

l.v.   



 

 

    



 



  



 

















   



mp





  



  



  



  



 



f

 

 







mf

 











   f

con sord.

mp



f





f

  

mf

  

 

f

f



 

Harmon mute



mf

 







f

f



pp

Perc. 3 (B. D.)









  

mf



Contrabassoon



 con sord.

  





        

Perc. 2 (Tub. B.)





 



mf

Tbn. 2



   

       

Tbn. 1



Harmon mute

    

Tpt. 3





mf

Hn. 4

mp





Hn. 3

mp





         

Hn. 2

p

p

   





(3 + 2)

    





mf

Hn. 1

p

   

to Oboe

mf

Cl. 1



f

f

f



f

 

mf



to Xylo.

    f













( )



( )











 



f

Piano

 

 

f

       

 



f

       

         















 



A.

         















 



T.

         















 

















  



S.

B.

        

B       

pp subito

Vln. 1

     

pp subito

Vln. 2

 

 

 

 

 

       

  

     

mf

Vc.

 

   

pp subito

Vla.

 

pp

         mf

     D.B.          mf

 

  

   

  

     

 

p

 

div. nat.

                 pp

     

 

 

p

     

 

 

 

 

  

 

 

unis.

  

  

 

  

  

ppp

 

(3 + 2)

div.



ppp

  

div.

 

  

        

 

p

  

 

 

p



   













mp

  





3



 





3



 

3

 

 

3

                mf

unis. nat.

                  mf

mp

nat. 3

  

3

      mp

       

nat.

mp



senza sord.



senza sord.

   

div.

 

  

3







3





        mf

                mf div. a 2 6

6

6

6

                        mf

6 6 6 6                           

div. a 2

mf

4

C q = 162

 







30

Fl. 1

Fl. 2



 

< q = h. >





 



        



f



  

        

f Ob. 1

Cl. 1

Cl. 2

Bsn. 1

Cbsn.



















  







 







 



mf

 



mp



 





 





 





 







 





 











mf

mp

 

mp

mf

 

Hn. 3

mf



Hn. 4



Tpt. 1



Tpt. 3

mf



mf

mp

mf

mp

mf

 

B. Tbn.



Tba.





 Perc. 1 (Xyl.) 

mf

Hp.

S.

to Side Drum



mf



 







 

 



 









  













 



 









 









6

6

3



3

3





f

   3







 



6

6

                                    6

6

6

mp

6

     

mf

6

                  6 6  p subito6 mp            unis.

f

6

6

pp

6

6

6



6

                         





f

6 6 6   D.B.                    

f





   

6

mf

              6

6

mf

6                   

molto



    f

mf

6

                  

unis.

mf



6

6

  unis.

3

mf



































to Bsn.









   





































    ff    



ff

    

   



ff

    ff Xylophone            senza sord.

f







       

(con sord.)

f









        

(con sord.)

f

 

to Vib.

      

     





  













 

ff



        f











f

























Side Drum (snares on) mf

   

  f

      ff

              



ff

  

I f

see the cit - ies of the earth,

I

see the cit - ies of the earth,



       





       





        



       

< q = h. >

f



f

       



f

       



       



              



f

f



f

      f        



 





ff



f





     ff    

f

 unis.







ff

  







C q = 162

p subito

6







                                                           6

   

 





ff

f









 







   



   

senza sord.

 



f

mf

 





 

mp



f

   

senza sord.



 mf



ff









 



    ff     ff

mf







f



mf

 

3

  



 





senza sord.

mf





ff

 

3 mp

3

   

ff

 

mf



   mp



mf

 

 

            ff     ff



 





6

Vc.

3



6

Vla.

mf

mp

 

 

3

ff

mf

 





                              

Vln. 2

 

 

T.

Vln. 1





A.

B.





 



 

f







ff

 

 

mp

mf



Pno.



 



 





mp

mf



Perc. 2 (S.D.)

mp





3



mp

 

Tbn. 2

 

mp

mp

 

Tbn. 1

Perc. 3 (B. D.)





mf

 





mp

 

Tpt. 2

 

 

mp







  

Hn. 2





 



 

mf

Hn. 1





     ff

I f

see the cit - ies of the earth,

I

see the cit - ies of the earth,

       

      



 

       and make my - self at



       and make my - self at



        and make my - self at



         and make my - self at

       

        

       

        

          

       

        

             

         

            

ff

f subito

ff

f subito

       

ff

ff

f subito

f subito

         

         

   



ff

ff

f subito



      

pizz.

f

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



5

  Ob. 1    

36

Cl. 1

Cl. 2

Hn. 1

Hn. 2

Hn. 3

Tbn. 1

Tbn. 2

       

  



  



Hp.

S.

A.

























   f

  

f

p

senza sord.

   

    fp   

 

senza sord.



f

   



Vibraphone

 





















       

ff

   

  













        





         

I see the ci - ties of the earth,

I see the ci - ties of the earth,

                                                               



   











   































Perc. 3 (B. D.)

S.

     

     

A.

    

T.

     

   B.  





the

o

 the

 o

 -

-





the



-

o

-



  Vln. 1                 Vln. 2                Vla.                         Vc.                              D.B.      the

 

o

-

ther

-



 night,



ther

night,

 -



ther

-



night,

ther

night,



      

 

       

 

    

   

 

   

 

 

 

   

   

 

 

 

   

             

Bassoon

   

p





 

Like

a





Like

a









Like

a

a

   

   

 

  









   



























































































to Sizzle Cym.

         ter

-

-

ni

       

-

-

ni

  



I saw E

-

-

ter



-

-

ty

I saw E

-

ter

p subito          



I saw E

-

ter

           



-

-

ty

-

-

ni

-

-

-

ty



 -







                                      p subito                                       p subito        





p subito         

part of them.







p subito

  







p subito

part of them.



pp



       

   



I saw E

  

ni

-

-

ty

                                      

                                       p subito 

                                       p subito arco                                            p

           p                 p   

                                                                                                                       

                    





Like



  



part of them.

and make my - self at ran - dom a



Bsn. 2

      

                                                                                    



f

part of them.

and make my - self at ran - dom a





   

p

  

 

and make my - self at ran - dom a

I see the ci - ties of the earth,

  

 

and make my - self at ran - dom a



Bsn. 1

       



                               









                                       



     



con sord.







f



  







Cl. 2







                                



           

        f         



f

sfp



        

                               

  sfp 



fp



  Cl. 1     46



   

I see the ci - ties of the earth,

 

   



         



            ran - dom a part of them;

       





ff



             



 

 

                       Vln. 2  





 

ran - dom a part of them;







 



                          

f



        



















f



 



                

  







                

 

   













   

     fp





f

fp



D





Vln. 1



p



unis.

D.B.

f

   



ran - dom a part of them;

Vc.

p

  

        B. 

Vla.

f

fp





   



              



ran - dom a part of them;

T.



                                  





    Perc. 1 (Vib.)  

Pno.



(con sord.)

 

B. Tbn.

Perc. 2 (S. D.)





                                           p            





  

 



less

light,





less

light,

ppp

mp













great mp

ring

of

pure

and

end













great mp

ring

of

pure

and

end













great mp

ring

of

pure

and

end













great

ring

of

pure

and

end

-

-

 -

less

 -

less

                                                





 

All



All





light,

All



light,

                                                                                                                                                                                        



 All



 

calm,













calm,

        

    













       







as

it

was







as

it

was







it

was

as

                                                         



calm,







calm,



                     





as

it



   

was

                                                                                                                                                 

6

       58

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Cl. 1

Cl. 2

Bsn. 1

Bsn. 2

Hn. 1

Hn. 2

E               

(2 + 3)

mp

p

            mp

                                         

                  

                 

                                        

    



    

















    

















                     

                mp                      mp

                                          



 



   



     

       mp

   

  



 

(senza sord.)



    



  

(senza sord.)

   

          





mf

    mf

   





    





mp

                 

                                        









      

     

































      

             cup mute       





     















     



















Tbn. 1

    



 











Tbn. 2

    



 



 

Perc. 2 (Sizzle)

Perc. 3 (B. D.)

Pno.

Hp.

S.















    

B.

D.B. div.





mf



  p



     







  

ppp



 

   

p







 

p











    















    

















       







mf

 

And round be - neath

     

















 

mf

 

And round be - neath

      



mf

 

And round be - neath

E              mp              mp

                       mp                            mp                           mp

                  

       

it,



Time



it,







it,

 it,

mf

 

Time

 Time

                          

     pizz.

Time

     

              mp              mp

                    











in

hours

and

days

mf

And round be - neath

        bright;



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







and

years,









in

hours

and

days

and

years,













in

hours

and

days

and

years,













in

hours

and

days

and

years,







 

pp

pp

  l.v.  p

               

 

    



 by





by







Dri - ven

Dri - ven



Dri - ven



by

 by

f               

                          

      

Like

              f







 



   



    

f



     











              





f



a

vast

sha

f







Like

a

vast

sha











Like

a

vast

sha





Like

a

 spheres

                                                                                               

     

f



spheres

      

f



spheres

      





spheres

      

                   

       mp





f

    









          

f











    

  





mf













senza sord.

 

p



mf





Sizzle Cymbal









Dri - ven



                



  





mp

ppp





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

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









cup mute





    

mp





(2 + 3)

Vc.

  

mf

senza sord.

      



              Vln. 1 div.              

Vla.



mf



bright;

Vln. 2 div.



   

senza sord.

      



bright;

T.







bright;

A.



  





f





       

mf





  B. Tbn.    

         

    



senza sord.

mf

    



            

                                     mf                            

            



Tpt. 3

                         





Tpt. 2



 f



     

Tpt. 1







(con sord.)

 f



     

Hn. 4

         mp

mp

        



mp

mf

           

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

      

Oboe

                         

                  

                                         

f



f



vast

sha

 -

dow

-

dow

-

dow

-

dow

  

                                  f

                     mf

poco                                                                                             

                                 

                                                           

f

                                            mf poco                                

 

mf

                                                                             poco

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

poco

mf

                                mf poco                                  f

7

          Fl. 1     69

Fl. 2

Ob. 1

Ob. 2

Cl. 1

Cl. 2

Bsn. 1

Bsn. 2

Hn. 1

Hn. 2

Hn. 3

Hn. 4

Tpt. 1

Tpt. 2

Tpt. 3

Tbn. 1

Tbn. 2

B. Tbn.

Tba.

Perc. 1 (Vib.) Perc. 2 (Sizzle) Perc. 3 (B. D.)

Pno.

Hp.

S.

A.

                  

   



        

B.

    

                              

   



   



         

        

(f)





















    



       

       

   





       

           (f)



         

                



             (cup mute)        f (cup mute)

p subito

f

   

                          

   









          











   





   



   



      mov’d;

    

      mov’d;

    

 in

 in

 in

 in

    f     

p subito

p subito

                 f ff                          f



ff

                (con sord.)          f



ff

                  

      

p

    

   

              

                 





con sord.

                               

    





    l.v. mp



 



to S.D.

   





































which the

     













world

And

all

her

train

were







all



her











all

her

train

were







her

train

were





world









world

And

which the

which the





which the

And







world

And

all

train

were



ff subito

ff

       ff         ff        ff    

                 mf                ff                  







p

   





  

 





         

  





  

  

     





  

    





  





  

         

   



        

             









  f  













f



         

 





to Cbsn.

     f

   

f











p





p















mp

mp

p







molto

  

molto

mp senza sord.

molto

mp

molto



  

  







molto







senza sord.







  



mp

p

     

  

























  













  

















    



   









f

f

   

f



con sord.





p

 

con sord.







mp



con sord.

   



 























   

f



mf

 p





mp







to Susp. Cym.

molto

mp

f

p



           

molto

  

























  

 







  



p













mp





  





  

















  

















  

















  

















  

hurl’d.

hurl’d.

hurl’d.

hurl’d.

                                                                   mf f Vln. 1   div.                                                                       f                                                                   f mf Vln. 2      div.                                                                           f

(2 + 2 + 2)

F              

p subito

      

  p subito            

p

ff

p



     



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

        



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

  

         

mp

        

        

mf

mp

mf

mp

mf

mp

mf

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





 





 

     







                    mf  pizz.                mf   pizz.                  

      ff









ff

                                                         f

                                                                     f D.B.  (pizz.)      div.                                                                 



ff

                                                                              f

Vc.

   

ff









     

f

mov’d;

Vla.

   

          f ff                       f p subito                      p subito f                         

                             

F (2 + 2 + 2)       

                                  p ff subito f                      ff                                                 



       

    

   

             f        

      

                                                           



 



      

              f 



   



f



               

(f)

   







   



                                   









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

                       f

                                           

    

mov’d;

T.

                  

ff

(arco)

 

ff

pizz.

mf



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

pizz.

mf

8

  79

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Cl. 1

Cl. 2



   















 



   















 



   













































































     f

  

  ff



  ff  



f

     

f

ff

Tpt. 3





Tbn. 1

    

 

     



 



 Perc. 1 (Vib.)  

Perc. 2 (S. D.)

Perc. 3 (S. Cym.)

Pno.

Hp.

S.

f

    



f





 





pp

molto













 

Harmon mute





 

Harmon mute











        

f

 



        

f



     

 

     

    















  



f













 

to Tub. Bells













 





 

      f







       







        





see the ci - ties of the earth,

f

                 f arco

             

I

see the ci - ties of the earth,

        ff

       

f subito

       

             

            

ff

ff

f subito

f subito

         

    

f subito

unis.







   



p

  

   





      

(pizz.)

(f)





   

   

(senza sord.)

f

p



 



            

 



             

 



ran - dom a part of

ran - dom a part of

ran - dom a part of

them;

them;







        



   

    

f

  

fp

f









 (f)   

f l.v.

f



to B.D.









I

see the cit - ies of the

        I

see the cit - ies of the

        I

see the cit - ies of the

         I



          

   



       

              



     



   

          





 

                   

       

l.v.



them;

       

 

   





   



 



them;



p

fp

Tubular Bells



       

   

 



ran - dom a part of

f







        

Contrabassoon

f



   

              

f



fp

f







to B.Cl.

(senza sord.)



           

            

and make my - self at

         

ff

f

   



  



and make my - self at



 



 

and make my - self at





             and make my - self at

I see the ci - ties of the earth, f

f

      



       

unis.

f



see the ci - ties of the earth,

f

I

     D.B.  



f



    



       



arco

p

senza sord.

Suspended Cymbal soft mallets

 

f

f

fp













     f            

















 





f













 





             





f











  











   



           





f

f







   







   

f





    

f







  

con sord.

   

f

 

Side Drum

G  unis.         Vln. 1 

Vc.







f



    

  ff







T.

Vla.







  ff





A.

Vln. 2



   ff   

I

B.





ff

f





ff

f

     





ff

 



  





Tba.

f



    

B. Tbn.

   

 

f

Tbn. 2





    

Tpt. 2

 



f

Tpt. 1





      

Hn. 4







Hn. 3





Cbsn.

Hn. 2





Bsn. 1

Hn. 1





 

G

see the cit - ies of the

 earth,

 earth,

 earth,

 earth,

       

       

          

       

       

                                       

         



       

 

       

     

        

              





 



  

             



     

       

9

 Cl. 1 



 

87

B. Cl.

Bsn. 1

Cbsn.





















        



   







  

Hn. 1



Hn. 2

Hn. 3



Hn. 4



(3 + 2)



fp

        

mp

 



H   

sfp

 

sfp

 

 

 

Tbn. 2

B. Tbn.



Tba.

  

 

 

Pno.











S.







 

 









 

   

 









  



mf

and make my-self at

ran- dom a

     

  

and make my-self at

ran- dom a

  

     

  

and make my-self at

ran- dom a

 

      

  

and make my-self at

ran- dom a

part of

 



part of

them.

  



 



  

them.

   part of

them.

 



Vla.

Vc.

D.B.

                                                     





With - in

me

  

 me

    With - in

me

  



With - in

me











  



  

  

                                         

 











 

 

  mf       

la - ti - tude wid - ens,

  mf       

la - ti - tude wid - ens,

        mf

la - ti - tude wid - ens,

mf         

la - ti - tude wid - ens,



       

  

    

A - sia,

Af

 

       

  

    

 

       

 

     

long

long

long

long

-

-

-

-

                                 mp

    

 

 

trem.                                      mp

    

 

  

i - tude length - ens;

i - tude length - ens;

i - tude length - ens;

i - tude length - ens;

A - sia,

   A - sia,

  

A - sia,

 

-

Af

-

ri - ca,

ri - ca,

     Af

-

ri - ca,

     Af

  



 

 

mf

 

 

 

  



 

    

trem.

mf

  

mf

                                    mp

                

   









mf

trem.

 

  



Bass Drum

 

arco 

  



 

 



     





    







l.v.

   

  

With - in





   

  

part of

   













   





 





 





mp

 

  

   

 



them.

  

                                           

 





      





              mp



 







(con sord.)

                               

  





                                                                                                         

H (3 + 2) trem.                        Vln. 1                                   mp Vln. 2

  



              mp                   mp                 

 







   

mf

     

 



   

 

mp

                       



 

  

T.



     

 

A.

B.



                 

Hp.

    

   

mp



Perc. 2 (Tub. B.)

Perc. 3 (B. D.)

                  

    

Perc. 1 (Vib.)

                 



 



mf

f

                          con sord.              



  

  



      

 

Timp.

     

                                             

mf

f

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

               mp

     







mp

f

Tbn. 1

Bass Clarinet

     

  

mp

                 

            mp

-

ri - ca,

 

  



Eu - rope,

  

    

        

A - mer - i - ca;

I see the cit - ies of the

Eu - rope,

    

A - mer - i - ca;

       

  

    

       

Eu - rope,

A - mer - i - ca;

  

    

Eu - rope,

A - mer - i - ca;

I see the cit - ies of the

I see the cit - ies of the

         I see the cit - ies of the

   







   







   













pp

pp

pp

   

pp







10

    95

Fl. 1

mp

  

Fl. 2



Ob. 1



Ob. 2



Cl. 1

mp





     



                 Cbsn.   Hn. 1



Tpt. 3



 

 

p

   

p

   

p

Tba.

Timp.

mp

    p      

Hp.

S.

div.

Vla.

p





 



 

 

 

 

 

mp

   

























  

mf











                   

mf



mf







(senza sord.) mf



















(senza sord.)









(con sord.)



















con sord. (straight)







con sord. (straight)

















 





mp





I

am

a

I

am

a



real













































Pa - ri - si - an;



earth;



   

 nat.               p               p               p nat.         nat.

am

a

     I

                p

Saint Pe - ters - burg,







Pa - ri - si - an;

I







am

a

 Ber

 -



lin;

         



Saint Pe - ters - burg, Con - stan - ti - no - ple;

       

ha - bi - tan

of

of

Vi - en - na,

Ber







Vi - en - na,

        ha - bi - tan

 

-





  

I am mp subito

of

A - de - laide,

  I



lin;

     

mp subito



Con - stan - ti - no - ple;



mp subito

am

 of







I

am

of

mp subito







I

am

of

   A - de - laide,

    A - de - laide,

   A - de - laide,







  

 Sid -

 Sid -

 Sid -

 Sid -



  

ney,

Mel - bourne;



ney,

 ney,

 ney,



Mel - bourne;



mf

mf

  

mf

 

I

am of

    I

am of

   



Mel - bourne;



mf

 l.v.      

    





Mel - bourne;

I

am of

     I

am of

         

              

                   

            mp

          

             

            

                   

mp

             

          

          

                   

         

             

          

           

                   

         

          nat.                 mp p         mp

           

  

        

  

 

  

f

                            

     

                                      

          

                                                

 



  

Lon - don, f

Man

Lon - don,

Man

  

  

  

f

Lon - don,

f

  

Lon - don,

I

          

mp

l.v.

mf

           mp

mp

f

mf





 

 

f

senza sord.







         real







  









 

mf

    



       

  

          





        

         

            





        mp 

   

mf



   

    earth;





    

 

mp senza sord.



  







  

mf







mf

mp





  



 

f

  







pp





mf

con sord. (straight)





   

    

 D.B.   





 



senza sord.



 



           

mf







    mf       mf          

(con sord.) mf



senza sord.

        



mf



















p

Vc.

   

p















nat.

Vln. 2







nat.

div.







I





earth;

Vln. 1

mp

  



  









      







earth;

B.

 

  



mf



mp

  





T.

mp

  

  





 

A.

mp

      

   

   

p

  







Pno.







  Perc. 2 (Tub. B.)  Perc. 3 (B. D.)







 

   



                p

B. Tbn.



mp

p

Tbn. 2

   





               

Tbn. 1





       p    

Bsn. 1

Tpt. 2







         Hn. 2              Hn. 3        Hn. 4            Tpt. 1 

   



 

B. Cl.

    

 





      

  

  -

ches

-

ches

  

   

Man

-

ches

Man

-

ches

  

        mf           

   

mf

                          mf           mf              mf

mf div.

 

mf

11

                            B. Cl. 103

Cl. 1







  

 

      

  

Hn. 3

Hn. 4

Tpt. 1

Tbn. 1

Tbn. 2



   

  











  

ter,

 -

 -

ter,

Bris - tol,

  

Bris - tol,

D.B.



  









p

 











    













p

        

p

p











p















to Susp. Cym.















 

mf

-

I



































see the cit - ies

of

the

   

       

Bris - tol,

Ed - in - burgh, Li

-

-

me - rick;

I

me - rick;

I

see the cit - ies

see the cit - ies

of

of

the

the

      

        

           

        

-

me - rick;

           

I

pp



       

Ed - in - burgh, Li

   





        

me - rick;

 





      

ter,

                  

Ed - in - burgh, Li

  

                 

      

mp





 

      

Ed - in - burgh, Li

                          

mp

      



 



               Vln. 1          div.         

p







  





 

    



Bris - tol,





(p)



ter,

mp



    



  

p

    







  







  









  









    





     





                   mp







  

      



      







 

   

   







            



-

Vc.

mp

          



      



-

Vla.



       p



Vln. 2 div.

mp





p



   

   



p

  

p







   



  

          

p

   



   

               





       



  

T.





   

          

  Timp. 

B.







             

Tba.

A.

      

  

     



S.





        p           



         



Hp.





B. Tbn.



   

                

     





             

    

Tpt. 3





               

    

Tpt. 2

Pno.

   



Hn. 2

Perc. 3 (B. D.)



         

      

Perc. 2 (Tub. B.)

   

               



Hn. 1

        

          

Bsn. 1

Cbsn.

        

see the cit - ies

of

the









earth;

mf

 

of







earth;



   

 earth;

 

      





of

Ma - drid, Ca - diz, Bar - ce - lo - na

    

       



am

mf

 Flo -



O - por - to, Ly - ons, Brus - sels,

       

I





O - por - to, Ly - ons, Brus - sels,

mf

of

mf

       



of

 



 rence.



   



Berne,

Flo - rence.

Frank - furt, Stutt - gart, Tu - rin, Flo - rence.



 

   



of

Ma - drid, Ca - diz, Bar - ce - lo - na

  

           mp

        

          



   



        

          

      



   

      





earth;

I

am





f

    

of

 

  

of

Frank - furt, Stutt - gart, Tu - rin, Flo - rence.

        

           mp

          

          

           mp

          

          



 

       

          

          

           mp

          

          



 

         mp

        

  

               

          mp

                   



         

         

       

 

 

 

        



unis.

mp

 

         

 





 

           

 

12

  





Fl. 2







 



Ob. 1







 







 



110

Fl. 1



Ob. 2



Cl. 1

   

   



      

  

B. Cl.



  

Bsn. 1

 

   





(2 + 3)

 

 

 

sfp





p subito

      

 

Hn. 2



p subito

   

Hn. 3



p



Hn. 4





p senza sord.



mp senza sord.



Tpt. 2

 

Tpt. 3

 senza sord.   

mp

sfp

 

Tbn. 1



  

B. Tbn.



 



   





 

mf

 

mf





   









 















mp







 

l.v.       Perc. 1 (Vib.) 







 













 







 





 

Perc. 3 (B. D.)















  S.  

Vln. 1

Vln. 2

Vla.

Vc.









I

des

   

mp subito

 

mp subito





I

des

 I

  

  -



 



 

 

  

 



cend u - pon





f

all

those

-

-

-

   





cend u - pon

all

those

   





cend u - pon

all

those

  





cend u - pon

all

those

 





cit - ies,



g

    



cit - ies,

    



cit - ies,

p

mf



   

-





f



 



senza sord.

 

f

     



                



      

f







       

f

              

 





    

 





  





    



    

    







       



fp

   

fp

    

   













    









    















l.v.

 l.v.

to Tub. Bells

   f  







 













                 









f

     

to Susp. Cym.



          



gain,









      (f)

 

 



        and make my - self

  f 





gain,





gain,





gain,

at

        and make my - self

  

at

        and make my - self

f

-



     

   -



fp

     



 



   



f

f

 





-

 

 

    mf

    

 

                     

   

  f 

 

and rise from them a

(2 + 3)

             mf  unis.                   p              mf                                   p mf

   

and rise from them a

mf

f





 

fp

           

 

and rise from them a

mf

 

  

liss.

and rise from them a

 

    



f

      

cit - ies,

           

f







   

   

mp

  



f

 

f



      

 

pp





  





     

Suspended Cymbal soft mallets

   



  



 

     

  









fp

  







f

      

mf





f



 

 





fp

   



fp

  senza sord.

 



 

  

mf

         p

sfp

  

to Picc.

(f)



      

mf

 des



unis.

 D.B.    

   

mf



I des mp subito

  

T.

B.

mp subito

 

f

  to Cl. in Bb



f

 



  

  

                mf f                f    





A.

 

        f mf        









Perc. 2 (S. Cym.)

Hp.

mf



mf

  



   



Timp.

Pno.

 

mf



 

mf

 

             f

mf

mf

   

 

f

              f



f

f



sfp Tba.

         

    

 

mf







f



   

 



mf







mp

 

Tbn. 2

   



 

Tpt. 1



   mf

mf

J      f     

 

   

         mf f



      

mf

         

sfp

Hn. 1

 

mf



    Cbsn.  

   



at

         and make my - self

at

J           

       

        

           

       

        

          

         

f

f

f

                  f

   f







          

      

pizz.

f

                       



       



13

   116

Fl. 1

  

Picc.

Ob. 1

Ob. 2

 



  









        f subito

        

Piccolo



f subito

    

 

 



    

 

 



    







     







      



     fp

f



f

fp

f

f



   



   

Cl. 1













Cl. 2

 













 







     Hn. 1  







Bsn. 1

Cbsn.

 

Hn. 2

Hn. 4

Tpt. 1

Perc. 2 (Tub. B.)

A.

T.

 

 

 



f





con sord.

 

f

















  



  



   

        

 

         ran- dom a part of

them;

ran- dom a part of

them;

ran- dom a part of

them;

                 ran- dom a part of

          Vln. 1 div.        

   

   

 

Vc.

D.B.

                           

  

          

f



 

fp





f









  f





  

     fp

f

fp

f

  







 



f

 





 



   

(f)



       

 



        

 



        



        



I

see the cit - ies

of the earth,

I

see the cit - ies

of the earth,

I

see the cit - ies

of the earth,

I

  

   

see the cit - ies

fp





 

fp

   

               



 



to B. D.





                             

 







 





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

 

      

f





         

f

con sord.



(f)

     (f)      f

 

    

   

  

ran- dom a

part of

them.

and make my - self at

     

ran- dom a

part of

them.

and make my - self at

      

ran- dom a

part of

them.

and make my - self at

ran- dom a

        

 

 





 





  



  





 

ff

  



  



  

part of





     ff      ff

 

 

     ff

 

 

     ff



   

ff





Bass Drum

them.



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

   

 



  







            ff to

Cel.

 



 

     





             













  



       

   

ff



and make my - self at

                  

  



      

            

ff





       

ff

to Mar.

  

             

arco



 

       



     

 

       

ff

ff

(f)



                                  

                          

     



       

       

sfp



       

                  

 

   

 

  

sfp



       

   

 

     



of the earth,









ff to Bsn.

     ff

sfp

sfp





  ff 



   









        

   ff  

  



 





 







 



  sfp 

  



 









  



 



ff

 



             

 

  



 





    sfp



to Tam-Tam

ff



sfp

      

       







                

f

         



 



f



   

                  

     





               

 

l.v.

 l.v.   

   

Clarinet in Bb



fp

(f)

f





                 



 



f

soft mallets

them;

               

Vla.

 

 f

   fp     



Tubular Bells

          



fp

 

  p              









 





           

       B.  

Vln. 2 div.

           

Suspended Cymbal

  

con sord.









f

(f)

   

         

(f)



f

con sord.



    



   

    



f

           

f

fp

    



 





f



 



     

Perc. 1 (Vib.)

S.



   

Timp.

Hp.

  

  

Tba.

Pno.

 

  

B. Tbn.

           

 

  

Tbn. 2

    fp     

    

 

Tbn. 1

 

 

  

    

Tpt. 3





  

Tpt. 2

 



   

  f



  

Hn. 3

Perc. 3 (S. Cym.)



fp

 

fp

 

    

                              ff      to Fl.                                                 ff                      ff f                       

 

  

 













 



 

solo





 

 

gli altri



 

    

 



 

 

 



 



       

    

ppp

                      

14

K q = 54  

Vln. 1











Vla.













    





sola











3



ppp

Vc.



p

ppp

(solo) Vln. 2

        

solo

123

3

  

     

 

p

      





     



3



3





 3

 

mp

     

ppp

    



 







mp

  3

 

 

mf



( mp )

   

mf

mp



mf

3



solo



  



3



3



   

mp

p



     

     



3



 

 



  

 

    





  

   

    

( mf )

3

f



   

f



3    



f



 Cl. 1 







 









 

 



















135

Cl. 2

Hn. 1

Hn. 2

Hn. 3



 Perc. 2

(T.-T.)

  

 

Tam-Tam

pp

Perc. 3 (B. D.)

S.

B.

  

(solo)

   

     

 

mf



(solo)

f

 



  

mf







 













(senza sord.)



 













(senza sord.)



 











  

 



 



 

 l.v.   



ppp

 





   

pp

was



the

   

It



was



the



pp







It

was

the



It

 

 

   

mp

 









mp



black

p subito

l.v. sempre

pp

   



 



in the white

sky.





  









star



  





black

star

pp

in the white

sky.





sky.





  



star



in the white

sky.

 





Shin - ing

in

its













Shin - ing

in

its







Shin - ing

in

its

 





Shin - ing

in

its





    

in the white

ppp

ppp

 ppp

 



ppp

(senza sord.)





star

black











ppp



pp

L q = 88     

 

Crotales



ppp



 



 

pp

 









black

  Vln. 1 





 































 







 

 







T.













 

















A.

L q = 88 

  



ppp

   





bril - li - ance.

  



  









bril - li - ance.

It was the





(sola)

  Vla.





gli altri

le altre

3

  

      

 



 



 p

ppp





mf

 





mp

ppp









   

p subito

 



con sord.



con sord.

(solo)

  Vc.

  

gli altri

solo

 





  mf

 



 

 







mp



con sord.







  





   

mf



gli altri





 

 

 

ppp

p subito

mp

D.B.



p subito

 



con sord.

ppp



 



pp subito



   

ppp





p



ppp







ppp



ppp



 

 

 

 



 





pp subito

 





p



pp subito

 





Vln. 2



   

bril - li - ance.



   

It was the







bril - li - ance.

  

   

It was the

pp





 p

 pp subito

15

 







 





 

























146

Cl. 1

Cl. 2

Hn. 1

Hn. 2

Hn. 3

Perc. 2 (Crot.)

Perc. 3 (B. D.)

S.









ppp





ppp





ppp











