Mollicone: Beatitude Mass (full version)

Page 1

3

Catalog No. 6519

for Soprano and Baritone Soli, SATB Chorus (divisi) and Orchestra

Full Orchestral Score

Beatitude Mass Henry Mollicone

English Texts by William Luce Traditional Latin Texts

I. Blessed

Moderato q = 96

         

   

          

   

      

   

  

         

   

         

   

     

   

  

   

 

   

  

pp

  

pp

pp

 

 

  

Piano

Soprano



















         

p

   



         

       



 

   

     

       

     

  





 









  































 







 

    

  

 









 







p poco espress.



Contrabass

p poco espress.

p leggiero

Violoncello div.

                                                                                      div.

Viola

   

NNLOMNMM

Moderato q = 96

Violin II



pp

 

p

 

Tenor

Violin I

  

   



     

Alto

Bass

 

  

 



  



   



Harp

    

   

with Tri. beater)  scrape     

 



p Glockenspiel medium soft mallets

Percussion 2

 

  

Med. Cym.

Percussion 1



      pp

  

     



  

Trumpet 1,2 in Bb

Trombone 1,2

   

Bassoon 1

Horn 1, 2 in F

p

 

Clarinet 1,2 in Bb

Bassoon 2

p

a2



Oboe 1,2

a2



Flute 1,2

   

                                                                                    

p leggiero pizz.



p pizz.

    p

 

 

 

arco     p arco

    p

    

    

© Copyright 2005 by Ione Press. A division of ECS Publishing, Boston, Massachusetts. All rights reserved. Made in U.S.A.

       

    

    


4

7

Hp.

Vln. I

p

    



mp

p

  

 

 

Vln. II

  

  

 mp



 

Vlc. div.

 

mp

Hp.

Vln. I





  

div. ½ pizz., ½ arco





p

    



    





p

 



   



p



mp

     mp    

p

     

   



     mp

 

  p

a2           

 

   

    

  

    

  

p

 

 



p

mp

p

    mp



 

 





  



   

mp

     

mp

 

mp

mp

 

½ pizz., ½ arco

mp

 

           

mp

mp



    p

  









   

p

p

 

p

p

p



p

 



 

  

  



p

 



  

 

 

  



mp

mp



 

 



  

  



 

 

 

 

 



 

 

 

mp

  





 

 

   p

 

p

   

                                       p                                    

 

  

                    mp                 



p

 

  

mp

Vlc. div.

   

p

  

mp

 

Vla.

 

mp

   

     



mp



    

p

mp

   

Vln. II

Cb.



  

mp

  

mp

Bsn. 1



 

mp

p

14

Cl. 1, 2

mp



 



                                                                                       p mp p mp                                                                                             

Vla.

Cb.

 



 

   



Hn. 1,2



 

p Bsn. 1

p

   



mp

 





Cl. 1, 2



  

mp

 

   

 

   





 



 

                                                             

             














5 21

         

p

p

Bsn. 1,2

Hn. 1,2

Tbn. 1

Perc. 2

Hp.

S

 

 p   

    p

-

 

-

      

ed, bless - ed are the poor,

      

ed, bless - ed are the poor,

B

souls

who by hard

 



faith en - dure,

         p       

               

                               

 

p

p (½ pizz., ½ arco)

 p

  

a2

    

 



-

  

div.

-

Vla.

Vlc. div.



  p     



  

  

     

ed is the air they breathe,

the road - ways they

     ven - ture up - on,

ven - ture up - on,

                           

leggiero div.

p (½ pizz., ½ arco)

 

             

   



the road - ways they

p

 

   

        

p * If vibraphone is unavailable, tacet this movement.

 

 1. 



           

p

 

 

the dreams

 

  





  

 mp

 

                                             

mp

mp



mp

 



mp

 



 

     

     

  





  Eb

p

   



  

  

 



p

dream,



 

dream,





 

        



they

  

unis.                                    mp  p unis.                            p mp                     

      



   

they

the dreams



    



   

        





      

p

mp

                                  p leggiero             

Vln. II



 

p

                   





 

 



               p



ed is the air they breathe,





        

 p    bless p   

          

p

   

  

         



  

p

 

p dolce

 Vibes    

 



p

    

      

           



      



p

Cb.

  

bless

Vln. I

faith en - dure,

pp

T

who by hard



   

pp

Hp.

bless - ed is the crowd of

souls

 

27

Perc. 2

 

 

Vlc. div.

Tbn. 1

   

bless - ed is the crowd of

  

p

   p   

p

Hn. 1,2

Vla.

Bsn. 1,2

p

   

Vln. II

Cl. 1

   p

Cb.

 



p

   

 



  



p

Bless

Vln. I

  

Bless p

A

  

*Vibraphone motor on - med. soft mallets

 

p

     p 

  

   

    

a2



Cl. 1, 2



   

 

  



 

  



                   

                                             p (div.)

mp

p

mp

   

   



  

   



  

mp

mp

  

  


6

Ob. 1,2

Cl. 1, 2

Bsn. 1,2

 

1.

p

Hp.

S

 

  

p

 



  

p



 

    

mp cresc.





p legato



the

tears

they

mp cresc.

     

 

mp cresc.

 

 

        



mp cresc.





 



 

mf

a2

       

 





 

shed



   mp   

 

Med. Cym. - soft mallets



by streams of

 

 

 

  

mp

mp

mp

by

 

Bab - y - lon,

p legato

the

tears

they

 shed



   

mp

by streams of

by



mf

streams of legato



streams of

   

Bab - y - lon,

  

Bab - y - lon,

Bab - y - lon,

                           

p

mp

                               mp p                              

     



     

p

 

C# E§



p (½ pizz., ½ arco)

mp

mp

   mp   

   

p



mp



by streams of

Tutti arco

mp

p

   

mp

  

mp

  

mp

p

      p

p

                                   

      p

                  p mp                

 

mp

streams of

streams of

  

            mp mp                     mp

  

mp

  

mp

 

mp

 

mp

 

mp

                     



of

  

streams of

              

                         

  

 

Bab - y - lon, legato mf

                   mp                  mp

by

by



by

 

    p          p          

Vlc. div.



       

mp

Vla.



p

p

Cb.

p

p

  

Vln. II

T

Vln. I



     p    

A

B

pp

 

    

 

   

mp



Perc. 2

  



mp



Tbn. 1,2





p

pp

Tpt. 1,2

 





     

Hn. 1,2





33



 

 

      

   


7

Fl. 1,2

a2 40             

Ob. 1,2

 

a2

f

f

     

Cl. 1, 2

f

Bsn. 1,2

  

 

     

  

a2            

   

Tpt. 1,2

f en dehors

    

   Tbn. 1,2 

    

mf

mf

Perc. 1

Timp.  mf

    

(Med. Cym.)

Perc. 2

Hp.

Pno.

S

f

 

F#

 

Bab f

    Bab      Bab f

B

Vln. I

f



 

Bab

-



-

-

-



 

    y - lon.        

 

 

          f         

Vlc. div.

Cb.

f

  

mf

f

 

f

  

 

 a2          

mp

 



7

mf

 

mf  



High

High

mf

 







in

the

wil





in

the

wil

mf

mf

  

mf

-

-

 





lows their

lows their



 harps



harps



they

hang,



they

hang,



       

         

    

 

     

    



 

  









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

  



 

  

 



   



C§ F§

 

mp cresc.

  

mp





Oh, mp

pray



Oh,

pray



mp

cresc.

  that

cresc.

  





mp





  

  

  

vi - sion

be

 

  

that

vi - sion

be

their

 

unis. div.                       mp cresc.         mp

their

  

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

  

   

mp

 

mp

 

 

   unis.      



            

 

 

    

  



mf



        

7

    mf

 



 

  



  

  

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

mp



  

mp

mp







   

mp



mf

mf



         mf        

  



      G#

                           

Vla.





 



div.

f

mf

mf Glock. - hard mallets

div.                              f

Vln. II





mf



 

 

y - lon.



y - lon.

 

  

y - lon.

    

 

mf

  

  

  

 



mf

            

mp



 f  

T



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

a2

  

f

A

 

   

   f

Hn. 1,2



       


8

     mf      mf         (a2)

48

Fl. 1,2

Ob. 1,2

Cl. 1, 2

Bsn. 1,2

          

mf a2



mf

      mf    Tbn. 1,2  

Pno.

S



 



 6

mf

 

 

     glo - ri mf     mf

B

Vln. I

glo - ri

   mf

Vln. II

 









l.v.



-

ous—

 -

ous—

 

     



Cb.



mf



mf



 

   mf

a2

  



 



 mf

     

   

5

    

  



        

 

mf

 









hushed mf

is

the

mu

 





is

the

mu

hushed





      



 

-







sic

that

once



sic

that

 

once

 Bb Eb G§





they

sang,

 they

 

   

         

             

         

    

      

       





  

mp

  



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



   

    

   

 



  











   



 





sang,

         

  



    

mf

 

   mp        

 

 

   



 

-



mp

 

5

mf

div.





 



Ab





 

mp



mp

 

 

   

   

                                             

mf



mf

Glock.

       

  

Vc.

mf

mf

       

mf

 

 





 



  mf

Vla.

  

T

 

A



 

 

mf

 

 

           a2                                            

                   mf

mf

Hp.



   

mf

Hn. 1,2

Perc. 2

 

mp



Oh, mp

let

new psalms vic -

 



let

them sing

new psalms vic -



 





Oh,

 unis.    mp



them sing

 

    

 



unis.

                  mp            mp

  

div.

mp

 

mp



  

 


9

Cl. 1, 2

 

    a2      

 

mf

   

   

Tbn. 1,2

Hp.

Pno.

T

B

    

 

   

mf

      

mf

       

l.v.

  





 

- ous.

p

  

mf

   

 mf    to - ri mf      

mp

 

 

  

 

mf

     



mf

Hn. 1,2

p

mf a2

Bsn. 1,2

   

 

 



mp

mp

  



 



p

p

  

mp

mp

   

mp

 

    mp

 

 

 

   

   



Ob. 1,2



Fl. 1,2



56       mf              

to - ri - ous.

Vln. I

   

   mf

Vln. II

mf

Vla.

   mf

Vlc. div.

      mf

Cb.

    mf



 



unis.



div.

 

mf

 

unis.                                      mp                                mp                                             mp                                        

 

div.

mp





 

 

mp ½ pizz, ½ arco

mp









 

 

   

 

   



             

           



 

             



 



mp

 

         

  mp




10

       

mp

62

       

mp

    p

Bsn. 1,2

Hn. 1,2

Tbn. 1

Perc. 2

Hp.

A

B

Vln. I

  

p

 

-

bless

-

ed, bless - ed are the eyes

      

ed, bless - ed are the eyes

 

quietly

p

Cb.

         p        

p

p

(½ pizz., ½ arco)

 p

   68

Fl. 1,2

   a2

Ob. 1,2

Bsn. 1,2

Hn. 1,2

Hp.

mp

mp

  a2  

S

T

Vln. I



 

 

 

   p

     p

  p

 

  

-

-

     

ed is the hand of

     

ed is the hand of

    p    

but a

no

but a

   

 

God

God

 

 



no

that shakes

 

that shakes

 

out the stars

 

    

mp

mp

 



out the stars

 



 

-

ble

com - pa - ny,

      

-

ble



      p



 mp

     





 

 

com - pa - ny,

  

 



p

 





p

     

 

p

   



   

 

 

         

 

         





 p



 

   like an au

  

like an au

   p   

-

tumn

 

-

tumn

rain

rain

   

p



p

mp



mp

mp



mp



 



p

                                         p mp                                                mp  p div. unis.                                       mp p                           mp p                   

p (½ pizz., ½ arco)

 



 

p

mp

 

   









 

 

  



 

  



                                                         mp                                                                      

   

  

  

  

bless mp

home - less,

 

               

 

      

 

 

p

Cb.

     

     

mp

  bless

Vlc. div.

mp

(Vibes)

 mp  

Vla.

mp

a band of

 

        mp     

     

    

Vln. II

               

     

    

quietly

that see not

p

      

home - less,

 

                                           

p

Perc. 2

 

a band of

p

        

   

    



that see not

 

   

       

 

mp

mp

Tbn. 1



      

 



p

Vlc. div.



bless mp

  

Vla.

 

  

    mp   

Vln. II

1.

mp

 Vibes     mp  

p

   

 

   

 





p



p



    

mp



mp

  

 

  



 

  



                   mp                              

mp





 







 



mp

mp

 



 



   



Cl. 1, 2

                    



   

            

  

  

 


11

  74

Hn. 1,2

 p

S

p quietly

 

B

Vln. I

Vln. II

Vla.

Vlc. div.

Cb.



cresc.

mp

a2

 

  

      

      



mf cresc.

mp

 

 

 

 

mf

a2

and

men

cresc.





mp cresc.



 

 

mp

p

p legato

     

gath - ers up the hearts

of



 

     

p (½ pizz., ½ arco) p

Tutti arco

p

   

  

  

mf

 



men

mp

like

gold - en grain, mp legato

mp legato

mp

  

mp

  

mp

              p mp               p

                        p                       p

      p

      p

 

mp





mp cresc.

mp

  

mp



gold - en grain,

 

 

of

like sheaves of

                       mp mf                    mp

                          

 

of

  

gold - en grain,

 

like sheaves of

like sheaves of



 



gold - en grain,

   

MNMOMMMM

gold - en grain,

mp

  

   

         mp cresc.            

  

 

like sheaves of

 

 

Med. Cym. - soft mallets

  

mp

like sheaves of

mp

   

gold - en grain,



mp

   mp   

  

     

a2

like sheaves of

mp

Med. Cym. med. hard mallets

mp cresc.

mp

like

        of



gath - ers up the hearts

 

C# E§

p legato

   mp   

and

                               p mp                                         mp p       unis.                                  p mp                         

mp



mp

 



p

mp





T

     p    

A

mp

 



p quietly

Hp.





      

 

mf

     Tbn. 1,2  

Perc. 2

p

 

p

    

        

      

Tpt. 1,2

p cresc.



Bsn. 1

Cl. 1, 2

Bsn. 1,2

      



Ob. 1,2

 

mf

        

mf

           mf

  

mf

  

mf

 

   


12

(a2) Fl. 1,2

a2 81              

Ob. 1,2

Cl. 1, 2

Bsn. 1,2

 

f

a2

f

     

f

  

 



    

 



   f

Hn. 1,2

   

f en dehors

         

   Tbn. 1,2  mf

mf

    mf

      Med. Cym.

Perc. 2

Hp.

Pno.

S

f

  f

 f

gold f

    gold f

T

B

Vln. I

F#

    

     gold   

-

-

-

f

gold



    



-



 



  

  

 

en grain.

en grain.

  

 

  

 

en grain.

en grain.

            f           

Vlc. div.

Cb.

f

   f

   f

 



mf

 

 

mf

   

G# A#



    mf

mf

 

 

Let mf



   

  

 



them

them

Let

them

mf

 

Let

          mf         mf

 them

-

re - mem

-

re - mem

-

re - mem

   

 

  

-

  

ber

the

ber

the

ber

the

ber

the



face

face

  

  



  

   

  



  

 



 

C§ Eb F§ A§



of



God

mp





face

of

God

face

of

God

   

mp



mp

mp

 

mp cresc.

    



with

songs





with

songs



with

songs





with

songs

unis.

  unis.     mp

cresc.

 



  

cresc.





mp





  

  

mp

mp

   

 

  

 

  

 

  

 

  

o - ver - flow - ing

o - ver - flow - ing

o - ver - flow - ing

o - ver - flow - ing

 

in

in

in

in

  

unis.       div.                         mp cresc.              mp

     

   

  

    

 

 



  

      

  

                  mp                        

 

God

   



  



of



      



G#

          

mp

 



   

mf



  

mf

    

re - mem

Let mf

 

  

 









 



mp

mf

mf

mp

 



  

mf

                                 mf

Vla.

mf Glock. - med. hard mallets

div.

f

 div.                             f mf

Vln. II



 

    

 

   



 



mf

  

A

mp

mf

   

   

Timp.

Perc. 1

   

a2            

Tpt. 1,2

        a2                                            

     

            


13

 

   

(a2)

89

Fl. 1,2

          

Ob. 1,2

mf

             mf

Cl. 1, 2

Bsn. 1,2

mf



mf

 

  





 

             mf

 







                           mf mf           Tbn. 1,2   

Perc. 2



mf



 

Hp.

Pno.

S

 

mf









 



mf

 

  

     



mf

 

mf    

      gra - ti - tude — mf    

 

  

 

  

Vln. II

mf

   

Vla.

Vlc. div.

mf

mf

 

 



 

mf

mf



  

mf

strange mf

 

 



and

a

strange mf

and

a

strange

and

a

and

  

  

 

Ab

strange mf

a

 -

-

-

-

part







 

   

 

 



 





 

         mp                   

mp



 

  



cresc.

  





 



Med. Cym.

  

         



mp











was

the

part

was

the



part

was

     

3

Cb



path

 they

 

 

 



part





   

  

 

trod,

path

they







the

path

they

trod,

path

they

was

the

trod,

 trod,

 

       

   

  

          

           



  

  



3

 

  

      

C# Bb A§

     mp unis.



but

now

mp









 



but mp

now



but mp

now

but

now



unis.      mp





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



mp

 



mp

 



        

 

  

     div.               mf       div.                                                              

     

mp

  

mf



 

mf



 

  

gra - ti - tude —

 

           

mf

 

a2

    

 



  

Glock.

 

T

 

  

gra - ti - tude — mf

Cb.



 

A

Vln. I





 l.v.

 mf   

gra - ti - tude — mf

B

  

mf

Hn. 1,2

Perc. 1

    

mf

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

       



    is

the

  is

the

  is

the

  is

the

 day

 day

 day



day

 



 



of

of

of

 of

 Be -

 Be -

 Be -

Be -

   



unis.                                 mp

   

mp

   



mp



mp



 



mp

   


14

Fl. 1,2

 97           

Ob. 1,2

mf a2

  

a2

    

 

mf

            

mf

      

 

 Tbn. 1,2    

 

mf

Cym.)  (Med.     mf

Perc. 1

mf Glock. med. hard mallets

Perc. 2

Hp.

Pno.

S

       

 

mf



     

   

 

   

  

    

 -

tude.



at - i - tude. mf

T

B

     at - i mf      

 

- tude.

at - i - tude.

Vln. I

    

mf en dehors unis.

      mf div.      

Vln. II

Vla.

Cb.

 



   f

   

f

  

mf

 

 

 

 

mp

    

   

mp

mp

mp

p

    Eb

  

      



 

 

  

 

 

mp



mp

 



dim.

 



 

  



mp

 

 

    

F#



  



 

 

 

 

 

 



 



    

   

  

          

  mf

 

 

 

f

 

 

 

mp

             

 

                   

 

mp

     

   

 

mf

  

mp

p

 

mf

 

 

mp

 

mf

     

mf

    

                           

 

 

      

 

 

 

mf

 

mf

       

mf

 







 

 

a2

  

      

    

 

                        

  

Vlc. div.





mf

at - i mf

mf

f

  mf  

A

  

mf

  



a2    

  a2

 

    a2

  

        

  

Tpt. 1,2

   

 

mf

Hn. 1,2

f

f

 

     

  

mf

      mf

Cl. 1, 2

Bsn. 1,2

 

mf

 

mp

               mp

mp

mp

mp

 

 

   

 

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

 

  ½ pizz., ½ arco

 


15

    103

Fl. 1,2

Cl. 1, 2

Hn. 1,2

Tbn. 1,2

Perc. 1

Perc. 2

Hp.

Vln. I

Ob. 1,2

Bsn. 1,2

     



 

   



 



    

  



 





 

  



p





 



  





  



   

 

 

  



Timp.

p

 

 

 



 



    



    

  p

5

 





  





  





p

p

 









     

p

       

p

p



  

                                

  

(Glock.)            

 

                         

mp

p

p

Cb.

p en dehors

mp

p

Vlc. div.

       a2            

   

   

 

 



 l.v.

C§ B§ Eb

 

   

                              



    

pp dolce

 

 

 

 

 

 

p

 

  

    p

p

  

   







 

     

 

  pp  

pp

  pp

                                

    

pp

 

 

pp

                       

  

 

 

 

    

 

pp

 

  

    

pp

 

 

pp



 

     

 

  

p dolce

p

Vla.

 

p

 

Vln. II

 

  

  

      

   

       pp

pp

 

pp

pp

damp

     damp    

  

          

  

    

 

              

 

     

    

  

    

  

pp

pp


16

II. Kyrie Andante e = 104

Fl. 1

Bsn. 1

Bsn. 2

Hn. 1

Hn. 2

Tpt. 1

Perc. 1

Perc. 2

   



    

     

   

p espressivo

p dolce

Vln. I

Vln. II

Vla.

   

 

    



      

*Chimes

Cb.

Bsn. 1

Bsn. 2

Hn. 2

Hp.

A

B

Vln. I

Vln. II

Vla.

Vc.

Cb.

  

p dolce

     

   



 

p dolce



      

con sord.







   

p

 

p espressivo

 



  



     

 

      

  



    

   

  



 





-

Ky

-

 



p dolce, piangendo

 

p

 

Timp

p

 

        

             



mp

 

    



 

     

 





 





   

p

 

   

 

   

ri - e

e - le

  



-

e - le

-

     ri - e



i - son,

  

i - son,

 Ky

Ky

-

-

mp



 

   

    



    



-

e - le

-

ri - e

ri - e

e - le



     

B§ D§

  

  

i - son,

i - son,

    

Ky

-

-

ri - e

ri - e





 











div.

unis.

div.







* If chimes are unavailable, use medium cymbal with medium hard stick throughout.

 

 



p

e

-

 

e

-

le

le

    div.      

-

-

     



      





mp

       



  

p



             







         

 

 

 

 Ky



p



 





  



p

  

     





 

mp

dolce



p

 

 

     

 

mp

 

 

 

 



     

 

   





mp

 



mp

nat.



    

            

Db

Ky p

    

  

Bb Ab

    



mp



 



p

     

 





       

  

p

         

mp



p dolce, piangendo



 





   

 



p dolce

    

    





p dolce

  





p dolce

    

   



 

A#

Andante e = 104

p dolce

MMMOLMMM

   



 

p cresc.



p

  



8

Fl. 1

p

sul G

Vc.

   



       

Hp.



  

i - son.

  

i - son.

     

 

 

       

  


14

Fl. 1,2

 

   

Cl. 2

Hn. 1

 

Tpt. 1

A

Vln. II

Vla.

Vc.

Cb.

Fl. 1,2

        

Bsn. 2

Hn. 1

Hn. 2

Tbn. 1,2

Vln. II

Vc.

Cb.

   

   



a2





mf espr.







    

      

   

        

-

-

-

 

   

  

i - son.

 

  

 

      

le

-

 

 

  



mp

mf

   

ri - e

 

mf



unis.



le mf

 

-

-

-

-

le

-

-

-

 

 

 

  

   

mp

  

mf





 e

-

le

-

  

 

Ky div.



mf div.

    

-



  

mp

 

mf







mp

    

e

mp

-

le

 

  

-

 





  

poco rit.

i - son,





  



 

 





mp







 

mp

 

mp

 







i - son,

ri - e unis.







mp

  

   

mf dim.



 

Db G§

    

 

  

-

mp

 

mf

poco rit.

    



   

  mf   

 



  

e

 

mf

  

-

te

 

mf

      

-

  

  

  

e

 

mf

    

Ky

 

te

mf



mf



-

  

  

    

 

  

Chris

a2

Gb mf

 

i - son,

 

 mf

  



 



 

i - son.



-

mp Small Tri.

 

Chris

cresc. poco a poco

Ab

-

mp

e

mf

Eb

mp cresc.

    cresc. poco a poco 

mp

   

 

 

te

mp

  

      

 





                   



 

mp

 

cresc. poco a poco

 

    

   

 

 



  

-

   

p

cresc. poco a poco

 

 

  



cresc. poco a poco

p

       



mf

Vla.

mp





 

mf





     

i - son,



p

 

-





Vln. I

le

  mf  







p

  

  

  



poco

mf

cresc. poco a poco

  

Chris

       

 

  

A

B

e -



 20    



S

te



Hp.

-

          div.        

Cl. 1, 2

Bsn. 1

Chris

    

    

Ob. 1

Bb

p

cresc. poco a poco

  

   



     



S

           

 p  



      p

mp espr.

con sord.

    



   

Hp.

p

  Tbn. 1,2   Perc. 2

p

 

     







 

 p 

p

   

Hn. 2



    

Bsn. 1

Bsn. 2



    

17

mp mp

 


18

    25

Fl. 1

Fl. 2

Cl. 1

Cl. 2

a tempo

      

mp



  

     

        mf

Bsn. 2

Hn. 2

Perc. 1

Hp.

Pno.

S

T

       



 



 







  

   mp



  

  

 





mp





 

   

Ky

  

Ky

  div.    

 unis.           

     mf

mf

ri - e

 -





    

 

mf

 

mf



mf



    

  

 

 



 

mf





 

 



 



 

 

  









 e

-

ri - e

  

Ky

 e

le mf

-

 

-

-



-

le

-

     

div.





- le

 

i - son,

  ri - e

  i - son,

 



e

e

 Ky



mf

      

   

  

-

-

 

  -

 

-



le

-

  

-

le

Ky

e

-

       

ri - e

 

-

i - son,

  ri - e

  i - son,

 

e - le

-

-

Ky

    



i - son,

   

 

-

Ky

       

   e - le

 

ri - e

 





          

           

e

i - son,



Ky

ri - e

 -

   

           

i - son,



 - le

 

-

Ky





ri - e

          

              

 

mf

Ky

-

Db Ab

 

             

   

 

mf

mf



Bb

   

mp

     mf     

   







 

   

mf

Cb.

 

mf

mf

Vc.



mp



mf

Vla.

Timp.

mf

Vln. II

mp

a tempo

Vln. I

mf



mf

B





mf

A

 

mf

   

mf

mp

Bsn. 1

 

e

ri - e



ri - e

 e

i - son,

-

 e

 e

-



le

-

-



-

-

-

le



le

-

le

-



 

  

i - son.

   

i - son.

  

i - son.

  

i - son.







  





   



  

unis.

mf



unis.

 

  

  

  


19

Fl. 1

  

p

Cl. 1



 

Bsn. 1

  

Fl. 2

Bsn. 2

Hn. 1

  

 

p



 con sord.   





     

 

p

      

Hp.

Pno.

S

A

T

B

Vln. I

  

p

       

     

       



    

          

       p

Vla.

   

        p       p

Vc.

Cb.

mp

    mp

p

 

p

    



   



  

   

 

          



 p



 

 



 









                 

 

   

 

  



 

  

   

  

  

                  

 

 

Bb

         



poco rit.

          p       

pp

pp

p



 

      





     

   



Bb

 

  

 

p



 

p

 



 

p



 

p



  

 

    

p

Vln. II

p

     

Chimes

Perc. 2

p dolce

p (con sord.)

Tpt. 1





31



    

   

 

    mp     mp      mp

  

    p

p

   

p unis.

 

  

  div.



      mp

    mp 

mp





 

   

p dim.

p dim.

     p dim.      

poco rit.



 



 

 

 



 



  ATTACCA 2' 10"


20

III. Evelyn’s Song

Cl. 1

 

Cl. 2

Bsn. 1

pp

   











    



       p     p     p 2.     p   





 



  

     

Tpt. 1,2

      

    

sf-pp Small Tri.

Pno.

Sop. Solo

p

   





MMMOMNMM

    

     

  

Vln. II

Vla.

 

 

 

  

Hn. 2

Perc. 2

Hp.

Sop. Solo

p

  

mp 1 solo pizz.

  



mp

 

(Small Cym.) mp

  

    

mp

    F§

   mp             simile mp    

  

p

pp

p senza sord.

pp



p

 

 

3

than end - less wan - der - ing and sor - row—

 

          3

to - night I have a place



1 solo

 

   mp

 







 







mp

   mp  (1 solo)

 

(2 soli)

Vc.

mp





 

 

R.H.

  

arco





to

p

 

       

    

I’m a

home - less wo - man



2 soli - div. p



  p



 

      3

with no more op - tions for to-













 

p



   

p

a tempo

  

  

p





sleep,

    

p

  p

 

    p

         

 

  

 

3

en dehors

   

 

have a place,

a tempo 2 soli

  



to - night I

poco rit.

 p 1 solo 

p (in tempo - don’t drag)



p

p

  p        

loco



pp

 

      p

Andante q = 56

 

p

with handle of brush



        5  p

 



1 sola

via sord.

 

 



 

mp (1 solo)

3

 

        



 

     



pp

 

Vla.

p

  



Eve.

  

   

Vln. II

3

  





     

    

  

  

mp 2 soli

 

  

  

p



     

rit.

  

mp 2 soli



  

mp

(2 soli)

Cb.

  

just call me

1 solo 



 

mor - row

Vln. I



Eve,

 



Pno.

 

poco rit.

6

Bsn. 1

colla voce

1 solo

 

Vc.

Cl. 1, 2

     



L.H.     EVELYN  mp               3                         

Moderato q = 80

Cb.

Andante q = 56

Small Cym - brushes

   

   

       

mp

    

My name is Ev - e - lyn— just call me

Vln. I





Hp.



Perc. 2



   

sf-pp con sord.





con sord.

Hn. 1,2

rit.

 

Ob. 1,2

      sf-pp     



Moderato q = 80

 

       3

in from the cold and from the

















p

p 2 soli

  p

2 soli

  

p pizz. p


21

  10

Cl. 1, 2

Bsn. 1

Hn. 2

Perc. 2

Hp.

 

     



   

mp

Perc. 2

Sop. Solo

Vln. II

3

the crush - ing







(2 soli)

1 sola

mp (2 soli)

  

mp

  

     

  

        















   

 

mf

not

  

(1 solo) p

  

p

p

    

won - der

(1 solo)

    

p

mf



  

       p

       

  

where I’ll

    

 

be

a

  

  

    

  

  



* If vibraphone is unavailable, tacet this movement.

 

 

mp

             

 

  

 

 

that’s

     

pp

  



pp



F#



    p

mf

I

 

p



 

 



  









p

 

 

p

p

 

p















   

 

       

      

too

far

to

p

  

think or

    

 

dream

or

ques

 

     

 

  

  





 

-

  

mp

mp

   

tion

if there’ll be se-

 pp



   

pp

2 soli

  

 

    





  



mp

p



   



pain?

p

pp

mf

 

         p



much



 

  





mf





1 sola         

pp

    



 

  

    



pp





   

p

now—

  



 

p

  

 



   

  

p Small Tri.

mp

2 soli



   

p

 

year from









Doppio movimento (twice as fast) e = q

arco

       



 

the

 

*Vibes - motor on hard mallets



te - di - um,



pp

     

1 solo

mp

 





     

come,



   mp  (1 solo)

 



(1 solo) pizz.

Cb.

      



2 soli

Vc.

   mp

(1 sola)

Vla.

 

pp

               

 

 



  

 

  

 

dare

Vln. I

 

 

   



    



 

Pno.



but what a - bout the nights to

14

Perc. 1

   



Vc.

Ob. 1



Vla.

Fl. 1,2

   

Vln. II



 

rain,

mp (1 solo)

Cb.

3

(2 soli)

Vln. I

 

   mp    

p

mp



 

p

Cym.)  (Small    mp      

Sop. Solo

   



p

 

Pno.

Doppio movimento (twice as fast) e = q

pp

 

 

pp


22

Fl. 1

21   



















 

  

 

mp

  

Cl. 1

mp

Bsn. 1,2

Perc. 1

Perc. 2

Pno.

Sop. Solo

  

Cb.

 

p

 

  -

       

p

  

p

 

p

  

  p

(2 soli)

Vc.

1 solo

  p

1sola

       (1 solo)    

 

(Vibes)

for







 



 

 

per - haps

a

shel - ter

in

 

 

 

 



  

 

 

 

 

 



 

 

 

 

room

 

   

 

  



    

   





  

 

some

fltg.

 

name

-

  a

   



 

 

 

p

   

 



 



 

 

space,

   

a

  

  

  

 

build - ing bleak and

      mp   





      p cresc.

  

cresc.

      

hid - ing place where

 

and



gray





mp

 

   

  

cresc.



I

can

 

 

 

  

 

 

 

 



 

 

 

 

p

   

 





 

 







 

 



         



a

 

   

town,

nar - row

less

 



     p

 



 

  



p

     

  

p

    

  

   

   

 

 

pp

   

p

  

 

 

   

 





 

 

me,

  

 





for

 

din - gy



  

stale

and

 

a

  



 

    p 

  









  





 



  

 

 





  

  

mp

(2 soli)

mp



    mp (1 solo)  

 

me,

 

  p

 



 

  

ble - down,

1 solo

  

Vla.

-

  

mp



  

Vln. II

Cb.

pp

tum

Vln. I

Cym.)  (Small   

  

Sop. Solo

 

fltg.

Bsn. 1

i - ty

 

 

Pno.

 

Cl. 1

Perc. 1



  

 

 

25

Fl. 1

 

Small Cym. - hard stick



  

mp

cur

Vc.

 

  



   

cresc.

2 soli

cresc.

   

       cresc.    

cresc.

cresc.


 

ritard.

29

Cl. 1

Perc. 1

Perc. 2

Hp.

Pno.

Sop. Solo

(cresc.) Small Cym.

 



  

 

p



  

 

be

  

a

-

ritard.

Vln. I

(cresc.)

 

Vln. II

(2 soli)

 

(cresc.) (2 soli)

Vc.

Cb.

  

mf

 

  

mf

36

Fl. 1

Ob. 1

Cl. 1

Hn. 1

Tpt. 1

Perc. 1

Perc. 2

Hp.

Pno.

Sop. Solo

Vln. I

     



  

 

 

  

       

 

  

brok

-

   

Vla.

  

(2 soli)        (1 p

    solo)

p

bed,

(1 solo)

p

  

p

p

  

  

a

pil - low

bed,

  

 p

p

  

p

  

 



 

(con sord.)    



 

 

 

NMMOMNNM

 

 

for

my

  

 

  

  

 

head—

but

      

2 soli



 

Small Tri.

 

p

for

my

   

mp

 

      

mp

head,

a

   

pp

   

pp

  



     

 pp

    





 



       



 

 



   

p

 

    

 

pp

  

     

wait,

     pp      pp       pp         p

mp

mp

 

   

  

   







 

mp Med. Cym. - brushes



p

  p



mp

mp

          p                p             

  

2 soli

 (con sord.)   

      

 

p

   

Poco meno mosso q = 100



  

   

p

23



Vibes - motor on

  

  

  

  



      

a pil - low

 

  



 

     



 

en

brok - en

p

      p



       

and

 

 

mf

  

  

 





   

   

  





  

mf



  

(1 sola)

 





 

   







mf





(1 solo)

  

soiled

   



 

1 sola

      

   

a tempo

                  mp mf    

Vln. II

Cb.

 

  

Vc.

  

a

p



  

me—

   p    

mf

mp

p

  





 

            mp mf  

   

p

     mf

  

(cresc.)

  

but

mf

 

      (cresc.) (1 solo)     

way from e - v’ry - one



    

    

(1 solo)

(cresc.)

Vla.

  

mp

ritenuto

(1 solo)



  

     mf        



  

  

mf

     

p

 



 



  

p

(Vibes)

      

cresc.

  





p

Small Tri.

 



 

a tempo

p

mp

             mf

  





Ob. 1





Fl. 1,2

 

ritenuto

  p

   mp

p p



p

 

 

 

 

 

 

 

mp

mp

  

   

 

Grand Cassa

p

   

 

 

p         

 

Poco meno mosso q = 100

mp

   

  

I

may be

 

dead,

p tutti pizz.

 

tutti

p pizz.

tutti

p pizz.



 

 

 mp

 

 

 

 

p


24

  43

Fl. 1

Ob. 1

Cl. 1

Hn. 1

Tpt. 1

Perc. 1

Perc. 2

 

mp

 

 

p

 

 

(1 solo)

Perc. 2

 

 

 



3

tutti pizz.

 

 

 

 

 

 

 

 

p

pizz.

 

p tutti pizz. p

          3 3

      mp





 





p





     

 















 





 



 

 

p



mf

    mp      

    

 

 

 

 

 

 

 

   

div.

mp

arco  mp

mp

    mp

mp

  p

   p

  p



 

 

     

 

 



 



 

  





 





 

 





mp

arco

mp

    

mp





 

  

mp



    

 

p





 

mp

  mp

  

mp unis.

      mp

mp

p

p

p

p

p

Moderato q. = 80

   

  

p

  

p

a2



poco rubato

Slowly

   

poco più f



3

  

        

p

 p   p

  p

  p

  

               ben articulato                mf

mf

                   

Small Tri.

p

ben articulato

  

  



ben articulato

p Small Shaker



  p

  

mf

 

  

p ben articulato

 

  

 

                             

mf



p

Just call me



p

   

   



 

unis. arco



Vc.

 

  

arco  

 

   

p

 

arco

    mp div.

  





 

Vla.

Ancora poco meno mosso q = 92

  

   

   

(Med. Cym.) - soft mallets

 

mp unis.



   

Vln. II



Slowly

p

     

mp





mp

      







   

poco più f

 

 



poco rubato

3

 

 

f



  

   

                   3

3

     

        sim.

p pizz.

div.

  

  

pizz.

  mf

mf



dead by then.

  

 

 

 



p

 

          

mp

Cb.

sord.  via 

 



Vln. I

 

p

Sop. Solo

sord.  via  

 Grand Cassa   

 

 

p

Pno.

   

(Med. Cym.)

Perc. 1



 

I may be

Fl. 2

mp

 

50

Cl. 1, 2

p

Vc.

 

p

mp (Med. Cym.)

 

p

 

p

 

mp

 

 



 

p

 

 







Vla.

Fl. 1



  

Vln. II

Cb.

   



Ancora poco meno mosso q = 92



Vln. I





Sop. Solo

 

   



Pno.



 

Eve.

Moderato q. = 80

   

   



sf-p

       

sf-mp

mf 

 

sf-mf

sf

 





 ATTACCA 2' 38"


25

IV. Gloria

(Moderato q. = 80)

           a2

Fl. 1,2

p energico

Cl. 1, 2

a2           p energico

Hn. 1

Perc. 1

Perc. 2

Hp.

Pno.

S

  



     

senza sord.

p energico







      

   3

 

  

 

  

  



Small Tri. p

  

p

prez de la table

p

3





        

 

  



           

 

  



   

  



  



  

           

  

 

  

sf

sf-mf

sf

      

sf-mf

         mf

     

sf





sf-mf

        

sf

                     p energico

              

                         

   



  

p energico, ben articulato

                p energico, ben articulato

Glo - ri - a, Glo - ri - a, Glo - ri - a,

Glo

Glo

     

  

  

       pizz.             p energico

Vln. II

Vla.

pizz.                    p energico  pizz.                p energico

Vc.

Cb.

      



      

               

-

ri - a, Glo - ri - a, Glo - ri - a,

   

-

           ri - a, Glo - ri - a, Glo - ri - a,

  

Glo

Glo

  

      

       mf sf  sf-mf                          

              

    

    

sf-mf

-

-

ri - a, Glo - ri - a, Glo - ri - a

 

    

    pizz.       p energico   pizz.         p energico

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

  

  



    

  



      

in ex -

in ex - cel - sis,

in ex - cel - sis,

in ex -

    

     

                           



  

      

   

    

sf-mf

sf

sf-mf

sf

      

  

sf-mf div.

 unis.       

     

sf-mf

sf-mf



      

in ex - cel - sis, sf

           



 

in ex - cel - sis, sf-mf

             

ri - a, Glo - ri - a, Glo - ri - a

sf

(Moderato q. = 80)

Vln. I



      

e=e

sempre      

sf-mf

     



NMMOMNNM

loco

Glo - ri - a, Glo - ri - a, Glo - ri - a,

A

Small Shaker        

  

  

  

         

sf

e=e sempre

  

 unis.           sf          sf

div.


26

     9

Fl. 1,2

     p                   

Ob. 1,2

Cl. 1

sf

           

Cl. 2

Bsn. 1,2

Hn. 1

      

Hn. 2

Tbn. 2

Perc. 1

Perc. 2

Hp.

sf

Sop. Solo

A

sf-mf



p

Vc.

a2

  

  

sf

     

sf

sf

   

  

sf-mf









 

(Small Shaker)

sf

     

  sf-mf  

        sf         

  

       

sf-mf

     



sis De

  

  

    

     sf     

 

      sf

 

    

      

 



      

p

-

-

  o, p

 p

o, energico, ben articulato

  

 

p

p

 

 

  

   

     

in ex - cel sf-mf

p

p

sf-mf

mp

sf-mf

-

in ex - cel

-

-

   

   

 unis.           sf-mf         div.

cel

sis De

sis De

 

  

-

-





cel sf

-

sis,

sf-mf

-

sis,

sis,

sis,

 



sf-mf div.

   

sf

   sf

in ex

-

cel

sf         

sf-mf

-

sis De

in ex

   

 

 

-

cel

   sf    sf    sf

        unis.

sis De

 

  p

arco

arco

arco

arco

p

sf

 

p

sf

       

 

 

p

 

    p

 

  

 

p

  

    

p

 

damp

     Tamb.



p

p

mp



 

p

    

      

-

-

-

-

-

o,

    -

o,

          Glo - ri - a, p

Glo

         Glo - ri - a,

Glo

   

         

  

         

     

  

-

-

o,

o,

mp arco

     

mp

  

Glo

Glo - ri - a,

Glo

mp

-

ri - a,

 -

ri - a,

 -

ri - a,

 -

ri - a,

       

 

       

 

p

                   mp     mp





p

Glo - ri - a, p



Glo - ri - a, Glo - ri - a, Glo - ri - a, p

   

 

  

p

f               

sf

 

sf

in ex

p

  

mp

unis.

in ex - cel sf

-

 

    

       

   

p

            

 

  

 sf

in ex

     

             

in ex - cel

sf-mf



sis,

sf

      



-

in ex - cel

sis,

pizz.

-

   

            

-

    

 

sis,

       sf         

sf

in ex - cel sf-mf p

   

 

    

        sis, in ex - cel sf       



in ex - cel sf-mf

 

  

arco

sf-mf

sf-mf

 Timp.    p 

  



 

     p

sf

energico, ben articulato

      

sf

sf-mf   sf                            

unis.              cel sis De sf          

 

       

p

-

      

p



 

p

1.

  a2       mp

  



p

          

  p

p

p

sf

  

        

sf-mf



3

         

sf

Cb.

  

  

sf

sf

sf

Vla.

sf-mf

                  

     p            

 



sf

Vln. II

                                   3 3 p sf-mf sf                            3



               

    

T

Vln. I

sf

3



   

cel

B

sf-mf

p

p

sf

S

3

p

     

Pno.

a2

sf-mf

   

p

                     

  

p

p

       p        p

   


27

           16

Fl. 1,2

(a2)

       mp

Ob. 1

p

mp

          

Cl. 1

            mp

Cl. 2

Bsn. 1,2

Hn. 1

 

Hn. 2

Tbn. 2

Perc. 1

Perc. 2

Hp.

 

Sop. Solo

S

 

  p

B

Vln. I

 

      



p

     Glo - ri - a,       Glo - ri - a,

mp

 

mp

mp

 

mp

 

mp



     

     

              

     

     mp mp



  

      mp 

  

p

 

   p



  p     





     



 

 



Glo - ri - a, p

 



Glo - ri - a, p

  Glo p  

 B#

Glo - ri - a, p

-

    p

   

 

 

Glo

  ri - a, Glo    

 

p

 



Glo - ri - a,

 

Glo

 

Glo

p

-

-

-



ri - a,



ri - a,



ri - a,

 -

 

  

 

       p

 

  mp

 

 p

 

 p

 

ri - a,

 

       

 

        

 B§

 

  Glo



 

f

   

3

 

 

Glo - ri - a,

  mp

  mp

   

3

  -

ri - a



   

 

in ex - cel

-

 

sis,

               



in ex - cel

    

     

              

  



mp

    

mp

  

     

mp

  

mp



  mp

 

     

 

  



 

 

      

   

  

 

      p

       p

   

   

  

in ex -

 

  

 

in ex -

in ex -

 



   



   

   

   

    

p

  

p

p

in ex -



  

     

sis,



  

    

-

 



Glo - ri - a,

    

p



mp



  

Small Shaker

   



   

 

Glo - ri - a,

     Glo - ri - a,      

 



    

 



   

   

p



 

p

    

  p

 

    



p

damp

p



a2  

 

 

mp

Glo - ri - a, Glo - ri - a,

      

p

mp

mp

 

mp

  

p

               

 

 

 

     

p

 3               

mp

damp

          3

mp

p

       

 

     

    

     

Vc.





  

Glo - ri - a,

 

p

mp

 

Vla.

   p



 

Glo - ri - a,

 

p

        

      f     Glo - ri - a, Glo - ri - a,       

Vln. II

Cb.

mp

 

 

  



         p         p

 (Timp.)   (Tamb.) p       

A

T

      mp

   p

(a2)

 

Pno.

mp

            

   


28

              3 22

Fl. 1,2

Ob. 1

Ob. 2

(a2)

sf-mf

(a2)           

Cl. 1, 2

3

sf-mf

Bsn. 1,2

Hn. 1

Perc. 1

Perc. 2

Hp.



Pno.

S

 

T

  

 

Vla.

-

cel sf-mf

-

 

 

-

cel

-

  

   

    sf-mf

    

   

sf

  sf   sf

   

div.

sf

  

sf

-

cel

-

in ex

-

cel

         sis,

 

in ex

   



   unis.

   

-

cel

     

  

sf

   sf

        sf

 

arco



   

   





       

 

     

arco



  

arco



 

arco

sf

mp



   

sis De

sf

   

sis De

-

sis De

-

  

sis De

sf

mp

-

-

-

-

    

 

   

sf

sis,

-



in ex

-

in ex - cel

sis,

cel sf

-



-

  

sf

in ex

unis.             

sis,

   

F§ G§

       sf           



in ex - cel sf

   

  



  

             

    

sf-mf

  

   

-

  

    

sf-mf

sf-mf

  a2 



mp leggiero

in ex - cel sf

 

unis.



             

     sis,

  

mp



 Timp.      mp   Tamb.        

-

    

sis,

           

 

in ex - cel sf

pizz.   

sf-mf pizz.

Cb.

    

sis,



mp

  

sf-mf

mp

 

  

       

  

   p   

sf

sf

sf

  

       

sf

sis,



 

    

cel sf-mf

sf-mf pizz. div.

Vc.

sf-mf

     



   

  

  

    

cel sf-mf

sf-mf pizz.

Vln. II

  

sf-mf

pizz.

Vln. I

    

sf-mf

     

                          sf 3  mf

(Small Shaker)

p

sf

         

  

 

sf-mf      loco

A

B

sf-mf

 

  

     

 

sf

Un poco meno mosso



3

sf

 



  

sf-mf

 



  

(a2)

      

o,

   





Et

in

ter

mp

-





ra

pax

 ho

-

  

o,





Et

in

ter

mp



mi - ni - bus,

Et

in

   



mi - ni - bus,

Et

in

o,

   

   

-





ra

pax

 ho

-

o,

Un poco meno mosso

                                         mp

  arco            mp

       

                                  

mp

   

mp

   

mp

  

  

mp

mp

     

 

     

 

     

        

     


29

   28

Ob. 1

Hn. 1,2

Perc. 2

S

   

T

  

-

 ter

-

 

Bsn. 2



  

  

senza sord.

Tbn. 1

 

pax

-

ho

-

 mp





 

       

mp

         

mus

 



mp

-



vo

-

-

lun







mp







mf

  



   

   mf

       



mf



mf

     

 

       

vo

-

-

-

 ta

mp

mp





 

 mp

-

ta



mp



mp







tis,

bo -

vo

-

vo

-

bo -

  

   

-

lun

-

-

  



lun





 





 

mp



ta

-

-

ta

tis.

-

a2

   mp

-

tis.

        mf

            mf unis.             legato

mf

mf

  

mf

  





    

 

 

mp

 

mp

   

a2

  mp







 



mp



mp

   

 

mp

mp





  

   

    

 

mf

Lau



   

 

   





 

 mf 

       

  

   

mp

mf

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

mp



                         

 

  



 -

mp



tis,



  

-



lun



mp

                                              p

te,

   

       

mp

1.





   

  

       

-



        

       

bo

mp

       

  





-

    

mp



  

mp

mi - ni - bus

-









mf

mi - ni - bus

 

 



   





   da 



                                      div.                                                                  

mf

       

 

mp

   

 a2

bo





   



mf

div.

Cb.

ra

T

Vc.

ho

mf (Tamb.)

 

A

Vla.





mf

Vln. II

  

Vln. I



 

Bsn. 1

B

pax

 

S

ra

  

  

Cl. 1, 2

Perc. 2



34

Tbn. 2

           

Vc.

Hn. 1,2



              

Vla.

Ob. 1



        

Vln. II

Cb.

   

 (Tamb.)         

A

Vln. I



 (1.)  

ter

B

 

Cl. 1

Bsn. 1

   



-



di

-

ci - mus

     mp     

 

mp



mp

 te,

mp

be - ne

     

p

mp

                  

unis.

 

          

         

 



 a

-

do

-



 

ra

     -

mus

mp

   



a - do - ra





mp



mp

mp



     

-

mus



te, mp

    

te,

                    mp                       mp



mp

          



glo - ri - fi -



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

                                                           

                 

 


30

   40

Fl. 1,2

  

Ob. 1,2

Hn. 1,2

Tpt. 1

Tpt. 2

Tbn. 1

  

mp

   

Perc. 1



      

   



 

 

a2

Perc. 2

Hp.

Sop. Solo

S

mp

   

mp

   

 

T

    ca

Vln. I

Vln. II

Vla.

Vc.

Cb.

  

   

senza sord.

mp

   

glo - ri - fi - ca

     -

 

mus,

 -

mf

  

mus, glo - ri - fi mf

 

    

mf

  

ca

   



glo - ri - fi mf

mf     glo - ri - fi -

     

ca

ca

 

ca



-

-



          

                







  



 

























p

  

   



Gra - ti - as

a

-

bi,











  



  

p

 

f

ti



Andante q = 74

f

gi - mus



 

                

-



te.

f

       

  

3

      f      

3





  

3

     

f

p



mus

3



te.

3



mus

3

  

                   

     

te. f

3

3

p con sord.



mus

  

               

te. f

3

p con sord.

mus

  

1. con sord.

rit.

 



              

 



                                     



f

-

 

      -



f



f

f



      f      

 



                            

mf

   

glo - ri - fi -

 

p

 damp     mf f             f      

  

mf

 

      f

p

      f       f       f

senza sord.

     

     

 

Timp.

        

A

B

mf

f

  

 





        

mf

mf

Andante q = 74

f



   

          f       f a2             

mf

  

Pno.

rit.

mf

  

  

 mf

mp

Tbn. 2

 

     

 

 (a2)    

mf

  

a2

 

Cl. 1, 2

Bsn. 1,2

a2       

p





 










31

   46

Cl. 1, 2

Bsn. 1,2

Hn. 1

 

   







mp

  



   



Tpt. 1

mp

Tpt. 2

Hp.

Pno.

Sop. Solo

Vln. I

-

gi - mus



3

-

bi

Bsn. 1,2

Hn. 1,2

 



Tbn. 2

Perc. 2

p

 Tam-tam    

senza sord.

   p

 

Bar. Solo

Vln. II

p

Vc.

Cb.

tu

-

am.





Do

-

mi

3

3

 

3

  

3



cœ - les

-

   

-

  p   



p

  

De

tis,



-

-

-

us,

Pa





mp







-

mp

 

-

mp

             

  



ter

om

3



-

ni

 

 

 

  



f

3

 

 

-

3

3

    3

po

 

mp

 

mp



mp

 

mp

7



  

3

      

mp



      





p

7

us,

 

7

mp

-





  

       7

De

mp

ne

mp



 



p



3

 

  



G#

p



   



mp

3

  

   



p

                    

  

  

mp

3





mp

p

3

 

 

Rex

Vln. I

p

               

Pno.

p

mp

a2

   

p

             7 7 p 7 7             

   



   

 



  

gnam glo - ri - am

mp



  



3



 

-



3

  

ma

3

p

mp

   

Tbn. 1



 

 3     

3

  

  

51

Cl. 1, 2

prop - ter

p

p

   

         

  

3

 

 

              

p



 3  3       

3

p

mp

ti

   





 

mp

  

   

3

p

 



mp

  

mp

Cb.

3

mp



   

             Gra - ti - as a

3

3

 

mp

Vc.

3



 

  

3



    

Vln. II

3

p

 



               

 

Bar. Solo

3

p

 

  



                       p

mp

 

  

3

-

tens,

 

   

 


32

          f a2          fltg.

Fl. 1,2

Ob. 1,2

a2

f

Bsn. 1,2

f

   



senza f sord.

   

Tpt. 1

f

  

Tbn. 1

Perc. 1

Hp.

Pno.

Sop. Solo





 

      

f

Do f

-

Do

-

f

Do

-

f

  Do

-

     

f



  



 



mi - ne

fi - li

mi - ne

fi - li

Je

-

-

u - ni - gen

-

 

     

mf

     

mf

mi - ne

mi - ne

fi - li

fi - li

u - ni - gen

 

u - ni - gen

    

 

 

mf

  

   

f f

 



-

-

mp



 mf 

  -

-

su

  su

Chris

i - te,



 



-

Do

-

  

mf



te,

mi - ne

fi - li

mi - ne

fi - li







 

-

mi - ne

fi - li

-

mi - ne

fi - li

-

Je

-

-

   -

-

-

su

 



 

mf

i - te,

i - te,

 

 

mf

f

  

mf

f

   



i - te,

mf

mf



i - te,

 

  

 -

te,

te,

  



  



Chris f

-

Je f

-

Je f

-

-

su

Je f

-

-

su

Je

-

-

su

         -

su

                         

       

  

mf

f





mf









f









mf







































mf



     



f



       



mf



       

f

       

     





Chris

su



f

   

 

f

f

f

   

 





  

      



 

u - ni - gen -

        

f

 

  mf

u - ni - gen -

       

    

f

  

u - ni - gen -

       



f

 

   f    

u - ni - gen mf

         





f

Je

        

f

           

te,

       

Do

     

-

Do f

i - te,

-



        

f

mf

f

Do





       



    mf  

Chris

 

 



 

mf

mp

 



 

mp

-

i - te,

mp

-

i - te,







f

  

   mf 





                  

       mp       

f



  

mf

 



f

u - ni - gen mf

     





mf

 

-

f

mf

a2

f

               a2   

  

  

      

  

 

  

 



f



   

f

Je

    

mp

f

Cb.

f

          f          

Vc. div.

mp

f

f

Vla.

mp

f

f

   mf  

         

Vln. II



        f         fltg.

a2



mf

f

 

T

mp

 







mp

A



f

  

Vln. I

 

  



  



f

B

 

   



mf

f

         

  

   

f

 Timp.  

Bar. Solo

S





Tbn. 2



   

  

   mf

   

senza f sord.

Tpt. 2

a2

   

a2

Hn. 1,2

mf

 

a2



         

  

Cl. 1, 2

  



54

f



       

f



f

    f     f

 


33

Fl. 1,2

59 (a2)     



mf

Cl. 1

       mf

Bsn. 1,2

(a2)     

mf

    (a2)

Hn. 1,2

Tpt. 1

Tbn. 1

   

mp

Hp.

Sop. Solo

     

Chris

Chris

Vln. I

Vln. II

-

-

mi - ne

De

 

mi - ne

De



-

-

-

us,

us,



Vc. div.

Cb.



Ag

-

Ag

p

te,

-



te,

 

-

 

  



  

-

te,

te,

De

 

nus

De

   

mf



mf



   

   

 



f

mp

f





i,

 -

i,

 

     

 1.

mp

   

 

  

mp

    p

 

mp

p

p

  

F#

  f

Ag f

-

Ag mf

-

 

          f

-

su

Chris

         -

Je f

-

Je

-

su

Chris

         

Chris

         

Chris

nus

De

 

nus

De



-

-

 i,

 i,

 Fi

mf

f

mf

          f mf        mf

  

mf

-

Fi

-

li - us

Pa

 

li - us

Pa

 

te,

 

-



  

-

  

  

-

te,

te,

                       f mf            f



te,

mf

su

-

mf

su

 

  

mf

Je f

f

 

      mf      



f

mf

   

  



Je f

mp

f     

-

 

       

    



 

  

mf

                          mf



a2



nus

-

  

mf

    mf    

f

                  mf        

mf

f

  

mf

         

    



  f  

mf

Vla.

p

f

mf

    

mf

    Chris

f

    



          

F#

  

B

   

p

        mf       

Chris mf

T

   



mf

   

A

 

 (Timp.)   

Do mf

S

   

   

Do

Bar. Solo

1.

mp

Perc. 1



mp

Tbn. 2

 

mp

    

 

  

     



-

 -

-

  

             mf













-

     


34

  64

Ob. 1

Cl. 1





              p

3

3

3

                 



3

p

3

3

3



3



poco ceden.

        

  

mp

Hn. 1,2

     

Tbn. 1

p

Tbn. 2

     p

Perc. 1

Hp.

Pno.

Sop. Solo

 

S

p



 



- tris.

 

     

Vla.

p dolce

 

Vc. div.

p dolce

p dolce







mf        p   Je mf

-

Je

-

su

 

su



mf

     

   mf

   mf

    mf     mf

Chris p

-

Chris

-

        

mf



 



te,

 

p

p

   p

   p    p

   p

pp







 

    p







 











mp

Je mp

-

Je

-

su

Chris

p          



su

Chris



mp

          mp

   mp

    mp     mp

p

   p    p

   p



-

te.

 -





te.

poco ceden.

         p

mp espr. Qui

       p  



te,

  



 

p





       p  mp      





p

        

 p dolce  



p

 

1.

 

 

p

3 3 3              



        

p dolce

p dolce

p

 

  



 

  



p



mf



 

Vln. II

Cb.



 

T

Vln. I

       p mf      

A

B



(Timp.)



 

p

 

mf`

  

- tris. p

Bar. Solo



 

a2         

 

 








35

  69

Cl. 1, 2

Bsn. 1,2

Hn. 2

Perc. 1

Perc. 2

Hp.

a tempo

 

 

 

p

   

p quietly



 



mp



poco



 

 





mp







  







 D§



T

Vln. I

Vln. II

Vla.

Vc.

 

tol

a tempo

-

ta

mun - di,

re

  

 

-

 re



no -

bis.

 

Qui

tol

mp

 





 





  



-

  

lis pec - ca







    



 

mp





 



Sus

-

ta



-



 

ci - pe

  de - pre -



mun - di,



 

mp

poco



 

          

mp

mp

  

mp

   





poco



poco

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

* If vibraphone is unavailable, tacet vibraphone passges in this movement.





-

mp

-

 unis.

mi - se



mp

Cb.

lis pec - ca

  

-



  

F# G§

 

3

p

Sop. Solo

Pno.

  





  





p

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

  

1.

p

*Vibes - motor off soft mallets

 









p

poco

 

damp





poco

poco

 



 



poco

poco

   


36

      75

Cl. 1

Bsn. 1

Bsn. 2

Tbn. 1

Tbn. 2

Perc. 2

Hp.



    



poco



poco

 



  

   

poco









 

 

 







Bb Eb

 

(Vibes)

mp

 



 B§

  

D# E§ G#

                                                                      poco

Pno.

Sop. Solo

B

Vln. I

 ca

     

Vln. II

 

  

Vla.

Vc.

 

Cb.

 

  

-

ti - o

     



 -

nem



Qui

se





   -

des ad dex

  -

te - ram

 Pa -



  

    

 

    



poco

 

-

p

 

mp

poco

 



poco



poco

poco poco

   



pp

  

pp

p

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

  

-

re



no

-

bis. mp



mi

poco

   

tris,

 

pp

p



mp



   

pp

 

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

se - re

         

poco

 

-

mp

   



 



poco

  



mp

mi

poco



poco

nos - tram,

mp

    pp

 

pp



poco



 



   

poco

rit.

   

poco

p quietly

  



   



mp

poco

   

Cl. 2



   

 

 

     



   -



se - re

 -





 p

re

no

   

  

p

   

   

   

p

  

 

    

 

bis.

  

 

sf-p

  

    

-



rit.



 

sf-p

sf-p

  

  

p

p


37

  81

Fl. 1,2

Ob. 1,2

Cl. 1, 2

Bsn. 1,2

Hn. 1

Tempo I (Moderato q = 80)

 



 

     

 

  

a2

a2 p

a2

   

 

p

p

Tbn. 1

Tbn. 2

Tpt. 1,2

Perc. 1

Perc. 2

Hp.

Pno.

S

p

 



  

 



mf

mf

3

mf

                3

3

p

3

3

               f       

 

a2

f

  

3

  

3

    

 

  

f

 

  damp      mf  

              mp f         

 

       f       

 

Vln. II

                

 f         

  

Vla.

Vc.

Cb.

 

 

3

3

 

  

   

 

   

p espr.

 

 



3

3

3

3

mf div.



  

 

mf

mf

3

  

san

san

Quo - ni - am tu so - lus f

san

Quo - ni - am tu so - lus

san

q = q.

L’istesso tempo

    f

      

  

3

  

3



       f

     f       f

-

-

-

-

ctus,

     

  

ctus,

ctus,

     

   

    

pizz.

unis. pizz.

  

 



ctus,

   

unis. pizz.



    

pizz.

     

    

f

mf

3

         

mf

div.

 3

3

    p

  

  f        

f

                            

  

  

prez de la table

 



f

Tempo I (Moderato q = 80)

Vln. I

Small Shaker

    

Quo - ni - am tu so - lus

   

f



    

 mf

mf

   

           mf      

Quo - ni - am tu so - lus

B

 

 

f

mp

   

f

 

T

 

 

f

f

      

Timp.

        

 

  





  

A

     a2         



3

mf

     

 

q = q.

f

    

 

 

 

mf

        

L’istesso tempo

      f       

 



 

mf



3 3 3 3                 

Hn. 2

 

   a2

pizz.     

 


38

   86

Fl. 1,2

(a2)

   3

 

 

     

Ob. 1

3

 

     

Ob. 2

3

     

Cl. 1, 2

Bsn. 1,2

Hn. 1,2

     

3

 (a2)   

  Tpt. 1       Tpt. 2        Tbn. 1,2   Perc. 1

Perc. 2

Hp.

Pno.

S



 

   

 

f

Quo f



 

-

Quo

-

Quo

    

   

 

so - lus

so - lus

     ni - am tu

so - lus

     -

ni - am tu

so - lus

    

 

        

   

  

Vln. II

  

Vla.



Vc.



  

 

  

   

 

  

  

  

 san  

san



san

-

-

-

-

          

 



ctus,

ctus,

ctus,

  

ctus,

 

 

   

 

Quo f

-

Quo f



-

Quo

-

 

     

sf

  

 

so - lus

so - lus

 

  

      

    

           



Do - mi - nus,

Tu

so

Tu

 

 

    

Do - mi - nus,

    

 

ni - am tu

Do - mi - nus,

 

   

  

          

    sf     

Tu

     Tu

   

    

     

-

-

  

-

 so

 sf

-

   sf  

sf div.

   

sf

   sf

  

    sf    

    

lus

al

     lus

al

    

lus

al

  

-

-

-

   



  





        



-

si - mus,

 

-

si - mus,





tis sf

 

 

-

 

  



 



tis

-







 

tis sf

si - mus,

si - mus,

   sf

sf

    sf     div.





tis sf

 

unis.

 

-

 

sf

    

 

sf

 

 



sf

    

  



 

al

  



lus

  



sf

   

unis.

so

so

 

   

  

   

sf

  

sf

Do - mi - nus,

        

  

sf

  

ni - am tu

so - lus

     sf    

   



sf

sf

      

 

     

   sf          sf           

    

     

      sf      



so - lus



sf

 

        sf        sf       sf           

 

   

sf

     sf

     

ni - am tu

 

sf

 

 

  

 

  

    

-

      

           

 

ni - am tu



 

     

  

    

f

 

   

    

    

 

f



 

 

damp



 

    

    sf            

 

       

Quo

 

 

     

 

 

san

            

 

 

ni - am tu

f

  



    

  

  

 

ni - am tu

f

   

 

    

-

    

   

         

    

 

 

damp

    

 

 

           3    

 

 

            3

 

 

 

           3

3

 



T

Cb.

 

(Timp.)

Quo

Vln. I

 

    (Small Shaker)    

A

B

         

   

 

(a2)

 

sf

unis.

 



      


39

     92

Fl. 1,2

Ob. 1,2

Cl. 1, 2

Bsn. 1,2

Hn. 1,2

Tpt. 1,2

Tbn. 1,2

Perc. 1

Perc. 2

Hp.

(a2)

 

Sop. Solo

S

A

B

 

   a2      



Vln. II

Vla.

Vc.

Cb.











               

 

           

  

 

-

su Chris

     -

su Chris

        Je

     

-

-

su Chris

  

su Chris

        

arco



        

arco



             

sf

3

     

sf

 

arco



        arco         arco

sf



   



 

-

-

-



sf

  



        

  

sf

                 

   sf    

sf

  

   

sf





 

 

  

te.

Tu

 

  

 

  

 

te.

Tu

te.

Tu

te.

  Tu

 

  

 

  

 

  

        pizz.

  

  

so

 

so



so



 -

-

sf pizz.



sf

  

div.

-

     lus

al

lus

al

lus

al

     lus

al

 

    

 

   

sf

sf

   

    



 

  

unis.

 



sf

   

     

 

-

-

-

-

tis sf

-

tis sf

 

-

tis sf

 

-

tis

-

 



   Je

 

 

  

  



sf-mf div.

unis.

sf

   sf

su Chris

  

 

sf-mf

 

      

si - mus,

     

          

 

su Chris

su Chris

su Chris

arco

arco

arco

           arco

arco         

p

mp



 

      p

      

  

Glo - ri - a, Glo - ri - a, Glo - ri - a,

-

-

-

         

  p  

Glo

-

ri - a,

        

-

ri - a,

-

-

te.

te. p

    -

te.

   p

-

-

te.

mp

p

p

  p  

p

 



Tamb.

           f    

p

 

    

     

 

damp

mp

   -

NMMOMNNM

     

    

-

p

  

   

Timp.   p 

       

Je

 

  2.   



si - mus,

                    p       

 

-

       

mp

Je

 

p

                  

mp

  

-

p

  a2      



Je

 

  

mp



p 1.

          

   

   

p

 a2     

     f    

si - mus,

sf

          

  

mp

              



si - mus,

 

                      

  

a2      

sf

unis.

    



sf pizz.

  

-

   

pizz.



so

pizz.



 

           

sf





-

sf

  

  

               

3

sf

  sf           

Je

       sf       

  sf

      

       f      

   

sf

sf

(Small Shaker)     

        

          3

sf

         

         



    

        

a2    

Je

Vln. I

a2

      a2      

Je

T

  

            (a2)          

Pno.

         

  

mp

     

Glo - ri - a,

Glo - ri - a,

Glo

            Glo - ri - a,

Glo

          Glo - ri - a,

     

Glo



 -

     mp      mp

ri - a,

 -

ri - a,

       

 

     

 

p

                   mp



p

p

       p        p

   


40

Fl. 1,2

 99 (a2)             mp

            

p

  1.        

Ob. 1,2

p

  

mp

           

Cl. 1, 2

Bsn. 1,2

Hn. 1

  

Hn. 2

Tbn. 2

Perc. 1

Perc. 2

Hp.

 

 

Sop. Solo

   

mp (a2)

      mp

p

A

  

B

p

 

(Timp.)   (Tamb.) p      

Vln. II

 

 

Vc.

Cb.



      mp

 

p

p

     

          Glo - ri - a,         

  

     

             

mp

 

mp

 

mp

B#

     

       Glo - ri - a,       

   

  

Glo - ri - a, p

mp



 



Glo - ri - a, p

 



Glo

 

-

Glo - ri - a, p

Glo

Glo - ri - a, p

Glo

-



 

Glo - ri - a,

Glo

-

 



 

 

 

p

    p

   

 

 

p

 

-

 

  

 



ri - a,



ri - a,



ri - a,



       p        p

 

 

mp

 

p

p

 

 

damp

 

ri - a,

 

       

3

  

 

    

  Glo

 

f        

 

 

   

  mp

mp

Glo - ri - a,

3

  -

ri - a

    

 

-

 

    

Glo - ri - a,

 

  

  

mp

     

   

      p

   

in ex - cel

-

 

sis,

 

   

   







  



mf   

Tu mf

  

Tu

mf

Tu

 

mf

Tu

     

           

  

Small Shaker

Glo - ri - a,

  

   



Glo - ri - a,

    

  

sis,



 



in ex - cel

   

   



p

 

a2



p

     p a2     



 

mp



p

  p

   



               





 

 

mp

Glo - ri - a, Glo - ri - a,

 

mp

 

mp

 

   f      

 

p



 3               

             a2        

  

  p     

  

 

     

  

 

3

     

damp

mp

mp

Vla.

       mp mp

p

mp

Glo - ri - a,

Vln. I

    

Glo - ri - a,

T



         p

Glo - ri - a, Glo - ri - a,

S

 

     

mp

mp

 

Pno.

p



        

          

  



 

 

  

  

 



 

 

  



 

 

mp

  

mp

 

 

 

 

     

mp

  

mp



  mp

    

     

   p   p

  

 

      p



   



   

   

   

   

    

p

      p


41

   105

Fl. 1,2

Ob. 1,2

(a2)

     3

sf-mf

  

(a2)  

sf-mf

(a2)      

Cl. 1, 2

3

sf-mf

Bsn. 1,2

Hn. 1,2



   

(a2)

 

    

Perc. 1

Perc. 2



S

Vln. I

Vln. II

Vla.

 

sf-mf

  

 

     

sf-mf

 

loco

 

f

  so

f

 

f

so

 -

-





so

-

   f

so

   



     

  

sf

    sf

   





pizz.

sf-mf pizz.

 

sf-mf pizz.



sf-mf



  

    

sf-mf



  

   

sf

-



     al

     lus

al

 

 

sf

  

 

sf

-

-

    lus

al

     lus

al

 

    

  

unis.

lus

 

   

unis.

 

   







-

-

tis sf

-

tis sf

 

-

 

-

tis

-

 

tis sf



si - mus,



si - mus,

  sf

  sf

  

   

sf

  

sf

    

 

  

   

mf

  



                

  

  

      





  

      



Je

  unis.

su Chris

     Je

Je

   Je



-

-

-

-

      sf

    

su Chris

   

  

          

    

  

   

  

  

    

             

   

  

  a2   mf

mp

    

  

mf

  mp 

  

     

arco

sf

arco             sf

            arco

 

 

  

mp

mp

   











 

Tam-tam



p

  







  







D§ G§

     

mf

 

  mf   

-

 Cum

te. mf

Cum

te.

Cum

      mf

-

te.

  

Cum





  





  





  



   

San - cto

San - cto

San - cto



San - cto

          mf arco        div.             mf       

     mf











   

in

in

     

-

glo mp

-

   

glo

-

   

mp       

Spi - ri - tu



in

glo

-



  

glo mp

         

Spi - ri - tu

   

in

         

Spi - ri - tu

  



mp

      

Spi - ri - tu

  

mf

mf

    

                       

te. mf

     

-

MMMOMLMM

                                      mp

     

 



  

sf

sf

mp

-

arco

                                     

                           mp                          

su Chris

su Chris

        mp              mp                

      

mf

    



     

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

mf

  

si - mus,

sf

div.

si - mus,

 

pizz.

mf

     

      

  





  

 

mf

      

    

        

   

  

  

           

sf

   

sf-mf pizz.

Cb.

div. pizz.

Vc.

 

 

            



sf

      

(Small Shaker)





         



T

     



A

B



Pno.

 

sf-mf

Hp.

sf

sf

sf-mf

sf-mf

Tbn. 1,2

     

sf-mf

 

Tpt. 1,2

 

            sf 3          

 

ri - a

ri - a

ri - a

De

De

De

    ri - a

De

          

-

-

-

-

i

i

   i

   i

 

mp



mp

  

       

        unis.        mp

     

mp

      

mp

  



  




42

Fl. 1,2

  111 (a2)        



Bsn. 1,2

Hn. 1,2

Tpt. 1,2

                     

Perc. 1

                     f                  f            

   

Hp.

Pno.

S

     

       

f

   

  

A

Pa

T

B

mf



-

-

Vln. II

-

 



  



f

Vc.

 

f   

Cb.

 

 

 

poco

   

Eb F§ Ab

  

tris.

   f

  

   f

tris.

  

tris.

    f    

          ben marc. f           f

ben marc.

 

  



 

a2

   

1.      mf

   

 

            1.      

 

 

    

 poco

 

        



  

  

  



  

    

 

  

poco































  















   

mf

 

Cum San - cto mf

 

Cum San - cto

Spi

 

Spi

-

 ri

-

 -

ri

-



                       mf

Cum San - cto mf



Cum San - cto

mf

                  mf                 mf               div.

mf

   

Spi

  

Spi

-



  



   

 





ri - tu,

  -

 

ri - tu,













tu,

tu,

                                    

  

  

 

mf



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

 

  



 









                        

f







 



tris.

    f

 

   

f

 

    

mf

             

Vla.

mf

f

      Pa          



     mf       



                     

 

mf

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

                                                                    mf                                                 mf poco

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

 

      

 

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

 

Pa

Vln. I



   

mf

sf-mp

f

Pa

a2

  

  

     

   

mf

f

   Timp.   

     

mf



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

 

                         

f

(Tam-tam)

Perc. 2

 a2      

                             mf f                             

                

    Tbn. 1,2  

f

f

Cl. 1, 2

    

   a2          

  a2      

Ob. 1,2

        

 

div.                 



   





   

 

  

unis.





   









     

   

 

       



   

unis.

        

 

 

 

  

 

 


43

      118

Fl. 1,2

Ob. 1,2

       

(a2)

mp

            mp

Cl. 1, 2

              mp

Bsn. 1,2

 (a2)    mp

Hn. 1,2

     

a2

mp

     (1.)

Tpt. 1,2

       

Tbn. 1,2



       

mp

 

Hp.

Pno.

S

A

T

B

Vln. I

Vln. II

     

   

   

Vc.

Cb.

        

mp

          

 

mp

     mp





A

-

-

   

mp

   

mp

       

5

 



 



 



 





     

-

-

-

-

-

-

-

-

-

 

men,

men,

men,

men,

unis. mf



     

-

A mf

-

A

-



unis.





mf

A

  

-

-

 -

-

-

 -

-

 -

-

      

  

      

  

       



5



 



  





 



 

 



 

 

 



 

 

 



 

     

-

-

-

-

-

-

-

-

men,

men,

men,

men,

                            



 





  

  

 

      



  



                                



   

 







   

   

   



                                    mf                                     mf                                      mf                          mf                       mf

e = e           

 







  

mf

A mf



  

 

    

     

 

   

 

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



-

  

 

 

  

           

   

mf

 

 

 



 -

  



-

   

   





 -





  



mf

mf

 

-

 











     



-

mp

mp

                     

  

       



unis.          

 

    



 

mf



-

-

mf

         

                   mf   a2                   

 

-

  

 



A

mp



mf



     



A

 

 

 

  

A mp

  

div.

Vla.

mp

mp

           

     

         

   

   

mp

      

  

 

 



       

 

(a2)

 

     



A

-

unis.

-

-

  



A

-

-

  



A

-

  

A

unis.

 -

   

 -

 

        e=e

    

       

div.         

        


44

     123

Fl. 1,2

Ob. 1,2

Cl. 1, 2

                                f

 

               

                                                       f a2                                                 f

Bsn. 1,2

Hn. 1,2

Tpt. 1,2

   a2      

 a2    

   

f

  

        

                f



  

Timp.   f

Perc. 2

Hp.

Pno.

S



B

Vla.

Cb.

mp

          mp          mp  a2            mp

   

Bb A§

           f         

f      

  f    

 

     

    

     

   

 

   

A

    A

A

-

men,

-

 

men,

-

men,

-

 

men,

A

   

            

-

A

   

-

 

-

A

-

A

 

 

   

men,

 

men,

     f        f

  

       

     

ff

         

       

       

ff



f

 

-



   

    

-

 



mf

-



-

A mp

 

-

-

-

-

A

-

-

-

       

 

 

 

 



 

 



 D#

  

  

mf

-

ff    

 

 

  

  

 

  

  





 

ff

men.

   ff

       

   

                            

ff

men.

men.

men.

   

          

   

  

                                 

-



mp



 



mf

mf

        

ff

-

mp

con sord. a2

ff



     

-

 



-

  

 

               

ff

A mp

   mp

mf

ff

q. = q                                                  

       

f

 

mp

  

ff

           

                

 

mp

a2

ff

                                            f mp                                                                          f

f

con sord. 2.

       

  

     

     

                

       a2         



    

     

men,

f

mp

      

a2

ff

                     

     

A mp

   



   

mp

men,

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

  

            

    

ff

       

a2

mp



    

  



                               

  f       - men, A f               

MMLOMMMM



mp

f

Vc.

  

      

   

mp

    

div.

Vln. II

            

mp

f

- men,

Vln. I



                          mp                      

                                      

- men,

T

   

            

  

 

   

mp

Snare - snares off

- men,

A

          

           

f

Perc. 1

   

      

            Tbn. 1,2    f

 a2    

q. = q

                    

ff

  

ff

             f             

unis.

f

                ff mf                              mf ff            ff

unis.

             

mf

ATTACCA 4' 04"


45

V. Adam’s Song Allegro moderato q = 134

Fl. 1,2

       ff

    

Ob. 1,2

ff

       

Cl. 1, 2

      































    

 

  

  

       f marc. sempre con sord.

(2.)

    f

         

  

damp

  

   

(Snare)

Hp.

 

mf

f

NMMOMMMM

      

Pno.

Bar. Solo

S

A

T

B



 



 

     

    



 

      sim.

 

    secco



      

 

f

 

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

       f

            

a2

          

  







ff

(Timp.)

Perc. 2

      

a2

f marc. sempre con sord.

  

Tpt. 1,2

Perc. 1



  (a2)          ff

Tbn. 1,2

f marc. sempre

ff

Hn. 1,2

   

ff

Bsn. 1,2

ff

(don't cover voice)

f marc. sempre              

  

        

ADAM f

     

    

           

A - men,

I

   

    

3 Tom-toms





    

 sf

  

           

sing a - men

to

ev - ’ry









    



      

 







         

     

prayer that’s be - ing

Snare

prayed,

    

         a - men,



I

       

3 Tom-toms

 







    



 sf

  



cresc.                 

sing a - men—

I’ve been to

hell and back a -























Allegro moderato q = 134

Vln. I

       ff

Vln. II

Vla.

Vc.

    

    

   

f marc. sempre pizz.

         ff  f marc. sempre     pizz.           ff f marc. sempre              ff

Cb.

pizz.

      ff

f marc. sempre

      f marc. sempre

    

          arco            arco          arco

           

         div.  

               

        

      

unis.       

pizz.

    

pizz.

     

 

pizz.



 

                         

   

   

  

       

  

         arco            arco          

           

arco

                        div. unis.        

                       

 


46

  (a2)      7

Bsn. 1,2

Hn. 1,2

   

Tpt. 1,2

  

Tbn. 1,2

  

Perc. 1

Perc. 2

    

Bar. Solo

   

Vln. II

Vla.

Vc.

Cb.

   

Snare

Cl. 1, 2

Bsn. 1,2

Hn. 1,2

Perc. 2

    

  

     a - men,

pizz.

    

     pizz.                           

 

 

     



mp

     dim.

be - tween a

 

Vla.

mf dim. pizz.

mf dim.

  

Vc.

    

mf dim.

Cb.

mf dim.

  

       



hard

place

 p

  

   

 

2.



p

I

p

    

  

mf

been

a

-

 

   

mf

    mf

mf

mf

 

   

mf



1.    

 



mp

    

 

I

got

 

div. arco

mf

     

mf

    mf

arco     mf

mf



 

mf

  

mf

dreams

 



mp

   

mf

 

  

mf

 

rit.

    mp  



    







      



to get to

heav - en on my

  

own.

rit.

 

pizz. arco          

  

    

div.

arco

  

     

p

pizz.

unis. mp

    mp

am

mf

  

mp

I

               

     

and



pizz.

   

    



mp

arco

 

  

mf

     and

A - dam

mf

plans

is

mf



mp



My name

mf



  

 

mf

 

 

   

unis.

   

   

  

mf

fraid.

 

   

 

   



    



p

        div.                    

got



 

I



       





 

but

p

p

have

mf

mf       

    

   

   

pp

stone,

p

  

 



 

p

   



     

    

 

but nev - er



 





   

p

  





  

mp

sf

2. senza sord.   



 

    

and a

   

             

    

    p



  

     

2 Tom-toms

arco           arco             arco                     

a - men,

      mp 1.       mp 

     pizz.

sing

mf dim.

pizz.

Small Cym. - hard stick

  

pizz.      

Vln. II

I

lost

Vln. I

mf dim.

   

       

  

   

      

       mf dim. 1.           

   

    

   

pizz.

    

  

Bar. Solo

       

   

a2

13

Fl. 1,2

gain,

Vln. I

     

 

Pno.

   

(a2)

  (Timp.)    

  pizz.    

  

unis.

 

     

p


  20

Ob. 1,2

Bsn. 1

Hn. 2

Perc. 2

 

 

  

p

  

   

    

motor on, med. hard mallets                  p *Vibraphone

p nostalgically

  

Bar. Solo

  

t. por

Long time a - go,

 1Solo arco    p 1 Solo arco

poco

 

 

Vln. II

p

 

p

 

 

p

1 Solo Vc.

p 1 Solo

Cb.

 p

Cl. 1, 2

Bsn. 2

Hn. 1,2

Tpt. 1,2

      

p

  2.      p    

Perc. 1

  



     

Bar. Solo

 

 

 

    

     (1 Solo)

     

some - how,

 

p cresc. Tutti pizz.

(1 Solo)

Cb.

 

messed up

 

  p cresc.

    

(1 Sola)

Vc.

  p   

  

Tutti pizz.

p cresc. Tutti pizz.

    

   

p cresc.

Tutti p cresc.

      p

Tutti

cresc.

  

   mp



mp (cresc.)



     

 

 

p



    

  

mf

 



mf



 

mf



 

mp

mp

  

 

      

      mp     

(rit.)

     

p

long time a - go.

   

   

      

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

 

       

 

       

* If vibraphone is unavailable, tacet vibraphone passages throughout movement V.

  

  

  

  

arco

 

arco

    

 

arco

mp

  

mp

             mp

         

mp

mf



mf



mf



mf



mf

 

p

 

 

mp

    

       

 

mp











  

 

  



  



Poco più mosso q = 108

mp

     mp

p

 

I live a - round,

  

mp

    

mp     

p



   

     

p

mp

    

  

p

   

    

   

mp

mp

   

mp

         

mp

arco

mf

   mp    

  

  

long time a - go,

poco rit.

poco



p

  

and now I’m back to where it all be - gan

mp

p

    

mf





Drum Set Med. Small Tom-tom Cym.

         

p

p



 

mp



poco

Poco più mosso q = 108

  



poco



mp

mf

  

  



 

p

poco

mf

p



p 1 Sola

         

poco

Med. Cym. - soft mallets

  



plan,

  

poco

 

  

p

poco



mf

senza sord.

poco

 

 

life had a

mp

 

Tutti pizz.

(1 Solo)

Vla. div.

  

p

   

was - n’t bad,

         1.  a2       mf

  



  

  p

    

  

       

mp

poco

p



p

   

p

poco

poco rit.

life

       

   

time a - go

2 Soli

cresc.

mp

Poco più mosso q = 100

   

   

p





 

  

p

p

 

 

poco

p

poco



 

p

    

cresc.              

(1 Solo)

Vln. II

p

 long

poco

p

   

    

  

p

p

     

    

y man,

 

 

but I

Vln. I

poco

           p cresc.  (senza sord.)   1.                  p mp cresc. senza sord.        

(Vibes)

Pno.

p

  

-



 

 

  

poco

p

  

      

    

poco

Poco più mosso q = 100



  p



 Tbn. 1,2  

Perc. 2

poco

p

  

              

         

Bsn. 1

 poco

27

Ob. 1,2

 



   

used to be a gar - d’ner for a wealth

poco

 

poco

I

  

   

p

1 Sola arco

Vla.

 

            

time a - go

p

   



long

Meno mosso q = 88

Vln. I

47

     

Meno mosso q = 88

 p

p

pizz.

 

p mp





  



mp

  



mp

mp pizz.



  arco


48

poco riten.

   34

Ob. 1,2

Cl. 1, 2

Bsn. 1,2

Hn. 1,2

Tbn. 1

Perc. 1

Perc. 2

Hp.

Pno.

Bar. Solo



 

          



 

           

   

 

Tom-toms Small

 

 

 

   

  

that’s how it is–

Vln. I

Vln. II

Vla. div.

Vc. div.

Cb.

  

      

mp

          mp         



 





 









 

     

and do I care?



  

   mp   

    

mp

    

 pizz.             







   

 Life

   is a show—

      



 

arco     mp

arco     mp

    mp

sul tasto

sul tasto

sul tasto

p dolce

   

 

of

 

mp

  

mp

  

 

 

 

 



 p

  

p

p

  

 

   

 

and cold

  

div.

mp

p

 

ord.

   

   

   

     

  

  

ord.

p

unis.

ord.

p

  p  p

 p

     

   

  

 

with streets

of snow

 

and

p

 

     

           

  

   

 



    

   

sets in

 p

   



   

   

stars

mp

  

mp

    

 

  

mp







      

poco riten.

 

         arco

but when my nights are void





     

  

 

   







Glock. - med. soft mallets

        

 

    pp

 

    mp   

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

mp

p dolce

  







 

       mp

 

     

         

mp dolce

Tom-toms



          

  

 

 

  

Med. Small Cym.



    mp dolce  

 

1.  



          



p dolce



p

        



 

 



   



  

     

     


49

  

Meno mosso q = 88

41

Fl. 1,2

 

Cl. 1, 2

Bsn. 1,2

Hn. 1,2

Tbn. 1,2

Perc. 1

Perc. 2

Hp.

 

 

  

p cresc.





mp

p cresc.

  

 

p

G#

   

           

p cresc.

   

    

 

cresc. 3   (cresc.)          scav - eng - ing

gets hard - er to

do,



 a2  

 



 



mp

Vln. I

    

Vln. II

 

Vla.

Vc.

Cb.

  

p cresc.

  

p cresc.

   

  

 

Timp.



mp





 C# F# G§

  f         

  

intenso

burn

-



ing eyes,

   mf

         

5





    

   

mp cresc.

mp cresc.

          

unis.

p cresc.

unis.



p cresc.

  

p cresc.



  

 

      

    mp

mf tenderly



 

and

that

gar - den once

     

     mp cresc.

    

mp cresc.



espr.

mp cresc.

espr.

f

   

f

           f

   f

   f

pp Note: tacet bars 46-48 if necessary for instrument change Vibraphone

   

then I’m in

dim.

   

p dolce

p

a - gain—

en dehors

       

 

     

mf





mf



mp

     



    

mf

mp

mp

   mf

mp

mf

mp

  



   

        espr.

p dolce

          

mp

Meno mosso q = 88

   



mp

1 Solo

rit.

1.

p

  

I close my



mf



   



mf

f

 

   

mf

  

      

mp

 



f    

f



mp

    

  

Med. Cym. (medium soft mallets)



mf



 

      mf    

f

mp

Bar. Solo

mf

 

mf

 

Pno.

2.



 

  

p cresc.

   

         

        

             mf f             f mf      

rit.

 

  

mp dolce gli altri

    

p

dolce

    p

dolce div.

    

p

dolce

p dolce

p dolce

   


50

rit.

  47

Ob. 1,2

Cl. 1, 2

Bsn. 1,2

Hn. 1,2

Perc. 1

 

 

 

 

Hp.

Pno.

Bar. Solo

A

T

B

1 Solo

   

   

p dolce

 

  

life

was - n’t bad

po

rt.



  

long

time a - go—

    

f secco Med. Tom- Med. tom Cym. (hard stick)

damp

MMLOMMMM

 

 

   

   

   

      

a2

f   a2              a2             

 

       

(1.)

    f

and so

I sing

 

  

 

 

   

      

     damp

    

      

     f     

a - men!

   

 

f               

       

       

  

        

        

I

sing a - men

f

 

A - men!

 

        

             

  

   

ev -’ry prayer

A - men! f

      

to

     

that’s be - ing prayed!

f       A - men! f        

f

  

A - men! f

 

A - men!

 

A - men!



 

Vc.

Cb.

    

Timp.

 

 

Vla.

       

 

  

Vln. I

Vln. II

f

 

 

gli altri

f

 

   

 

S

    

         f        

1.               f            

 

                     

f

a2

3

    

f





         f   a2      

      

f

a2

 

      

f

 

(Vibes.)

Perc. 2

 

       a2

f



(1.)  

 

Tpt. 1,2

Tbn. 1,2

 



Fl. 1,2

Tempo primo q = 134

 

   

   

    

      

  

rit.

   

 

 

  

 

 

 

Tempo primo q = 134

 pizz. arco        f  pizz. arco        f pizz. arco         f unis. pizz. arco

      f

     f     

f

pizz.        pizz.        pizz.           pizz.     

 

       

    arco     arco

 

  

           

arco

  

                        arco

   

                  

                                         

        

  

       

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


51

   53

Fl. 1,2

Bsn. 1,2

Hn. 1,2

Perc. 1

Perc. 2

Pno.

         f (a2)        

 

 

B

   

(Timp.)

 

   

  

   



  

          

 

A - men!

  

I’ve been to

 hell

  

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

              

Vc.

Cb.

 

   

 

       



 



         

 



            

 



ff

           

ff

ff

ff

ff

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

   

      

         ff                      

and back a - gain!

 

  A - men!

                A - men!

                            

 

 

  

  

   

                          

   



ff

 



sing a -

men!



 



 



 



   ff unis.              

 



            

 



A - men!

A - men!

A -

men!

ff                   

   

ff                  

 





unis.

 

 

A - men!

A - men!

A -

men!

     ff            A - men!

A - men!

A - men!

                                         div.                      div.                        





                          sf mf ff                          

I

 

mf

 (take Crash Cymbals)     

   

A - men!

 

                      secco    sfp

 



ff

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

 

                        

A - men!

 



   

      

 

 

   

          

            

       

        A - men! f          

Vla.

      

A - men!

Vln. II

       

A - men!

Vln. I

 

a2                                  

f

      

Med. Tom tom

 

(1.)

f

T

            a2             

 a2                    f         

f

a2

   

A

       



   

Bar. Solo

S

  (a2)        

Tpt. 1,2

Tbn. 1,2

 a2

 

Cl. 1, 2

            3

f

Ob. 1,2

       a2

A - men!

A - men!

A - men!

A -

A -

A -

men!

men!

men!

ff

             ff

                 ff       unis.                     sfp ff                            sfp ff

   

 

G

 

G

 5' 00" ATTACCA


52

VI. Sanctus Maestoso e = 120

Fl. 1,2

Ob. 1,2

                                            f                                    

Bsn. 1,2

                                         

                                                                                                              f           a2                                   f

Cl. 1, 2

                                      

f

 

 

 

 



 

 

 

Tpt. 1

Tbn. 1,2

 

f

      f

Perc. 1

 (Timp.)    

     



f Cymbals - a2

Perc. 2

f

 

Hp.

 

f

  

 







  l.v.









 

 

 

   

  

     

      



 







f

 



Hn. 1,2

       







 

  

  

 

   

 



 

Tam tam

p

 



Eb

                                                                                             

Pno.

S

f

                                                                                          

   

f gloriosamente

San f gloriosamente

   

A

    San

San f gloriosamente

T

B

   

-

-

-

-

 -

San

-

-

-

-

f gloriosamente

-

 

 

-

-

-

-

 -

  -



 -

-

-



-

-

unis.

-

-

-

 

-

-

-

-

-

 

-

-

-

 



-

-



-

-

-

-

-

-

-

-

-



unis.

-



-



 -



-

-

-

-







ctus,

ctus,

ctus,

 san

-

-

-

san

-

-

-

 

ctus,

 

-

san

-

san



-

-

 -

 

  

-

                     f                                       Maestoso e = 120

Vln. I

Vln. II

    

f unis.

Vla.

Vc.

 

Cb.

 



f

 

f

 

f

 

 

  

 

 

 

 

 

  

   

 

        

  

    

    









    

  

 

  


53

Fl. 1,2

6                                      

  

a2

    



   

Pno.

S

mf





 



 

    



(Tam tam)

      



   

 -

-

-

ctus,

 -

-

-

-

-

-

-

-

-

san

ctus,

san

ctus,

 

 



san

-

san

ctus,



 

-

 -

 

-

-

-

-

-

 

 

 

-

  

-

  

Vla.

Vc.

    

   

         

 



     

     

-



 

 

    

 



 

 

  

dim.

 

 

 

 



   

dim.

  



dim.







dim.

 

mf

   



dim.

 

   

   

 

 





E§ F#



dim.









  

  

                                       



 

 

                                            

dim.

 -

-

-

-

-

-

-

-

ctus,

-

-

-

-



ctus,

ctus,

 

-

   

-

ctus,

-



 

san

 

unis.

san

 -

 san

-

       

 





 

(Timp.)

 

 



                                  

3

   

-

-

 

mf



-

      

 

 

-

 

                       

-

  

p



       

   

dim.

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

 

  

 

                                              

  



 



      

  

 

                                      

Vln. II

Cb.





 

T

Vln. I

f





 

  a2

                                    

A

B

 

f 3

Hp.

   

  Tbn. 1,2  

Perc. 2

 

 

 

Tpt. 1

Perc. 1



                                   

Cl. 1, 2

Hn. 1,2

  

                                         

Ob. 1,2

Bsn. 1,2

  

 

san

-

-

-

 -

-

 -

-

-

 -

-

-

 

 -

    -

dim.

-



-

   

-

 

-

-

dim.

-

-

-

dim.

 -

-

 

     

 -

 

dim.

-



-

 

                             

 

                            dim.

dim.

  

 

       

 

 

 





 

 

   

 



dim.



  

    dim.

dim.

 


54

Fl. 1,2

11                            

mp

(dim.)

Ob. 1

   



(dim.)

Ob. 2

Cl. 1, 2

    





 

    

Tpt. 1,2

Tbn. 1



    

 

(dim.)

Hn. 1,2

 



     

 

 



(dim.)

  



        

(Timp.)

Perc. 2

  

(dim.)

 



   

 

mp



  

  





mp

mp



9

  

S

(dim.)

A

       

(dim.)

T

(dim.)

B

Vln. I

     

Vla. div.

Vc. div.

Cb.

-

-

-

-

-

-

-





-

-

-

 

-

-

-

-

-

-

-

-

 

-

-

unis.

-

-

 

        

a2

5

   f

mf

     



NNMONNNN

   

f

  

     

f

f



  

    

   

ctus,

   mp

   

   

ctus,

f

 

ctus, mp

a2



   

ctus, mp

f

f

5

5

f

 

Lg. Cym.

mp



 



Do

 

 -



-

Do

-

Do

mi

-

-



 Do

mi

mi

mi

nus

nus

De

   

nus

-

 

nus

cresc.

-

us

cresc.



De

   

-

 -

   

cresc.

f







  



mp

 

sa

sa

 

     f

      f     -

-

-

us

sa



cresc.



De

-

us

sa

ba - oth, f

  

ba - oth, f

  

De

(F# major gliss.)

 

 

us

f

-

-

ba - oth,

f   

ba - oth,

                                                                 

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

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

                                f cresc.             

(dim.)

Vln. II

-

   

 

mp



                                  (dim.)

mp

    

 

       

f

                                

Pno.

a2



cresc.

   

  

mf





p

 

 





1.

mp



 

Hp.

   





cresc.

  



(dim.)

Perc. 1

mp





mp

(dim.)

Tbn. 2

                                       mp (dim.) (a2)

Bsn. 1,2



mp

                                 (dim.) mp                        (dim.) mp                         (dim.) mp                           (dim.) mp 3                          (dim.) mp 3           (dim.) mp

f

cresc.

f

cresc.

f

cresc.

   



cresc.



cresc.

cresc.

   

 

    f

    f

f


55

(a2)

  16

Fl. 1,2

Ob. 1

Ob. 2

 

 

 

 

mp

  

  

    

Cl. 1, 2



 

 

  

     

Hn. 1,2

     

Tpt. 1,2

Tbn. 1

     

Tbn. 2

Perc. 2

Hp.

 

Pno.

S

A

T

B

Vln. I

 



   

 

  

 

 



 

p

LMLOLMMM

 

-

Do mp

-

Do

-

   

 

unis. mp



Do mp

  Do

mi



mi

-

-

 mi

-

 -

 

  

 

mp

mp

mi

-

 

nus

 

nus

     f        f

     

mp





-

us

sa

De

 

nus

De



cresc.

 

 

cresc.

nus

De

-

-

 us

us

 

sa

-

-

-

 sa

-

      

ba - oth.

                                                f

                                             

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

Vc. div.

Cb.

    



f

f

 



 

 



 

mp

mp

  mp



 

        f

        f

f

  

 



 

 





 

ba - oth. f

 

  



ba - oth. f

mp





     

 



  

                                                mp

mp

 

(Bb minor gliss.)

ba - oth. f

mp

Vla. div.



f

Vln. II

ff

 sa

 

   

f     

us







 

f

ff

 



  



-

 

       

mf



cresc.





De

 



f

 

unis.

a2

(Large Cym.)

 





  

f

   



   

cresc.

  

 

           a2      6 5 f



 

6

5

f

a2

f

  



 

unis.

 



f

mf

 

     



    





mp



 







 



1.

  

 



mf



 

 

 

    

  



(a2)

Bsn. 1,2

a2

           

            

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

      

   

   


56

Fl. 1,2

21        

sf-f

      

Ob. 1

sf-f

Ob. 2

Hn. 1,2

       sf-f

a2

     

   



   mp 

  

mp

sf-f

  



mp

mp

sf-f

Perc. 2

  

f

      

            unis. sf

S

San sf

A

  

    San sf     San sf

T

B

San

Vln. I

-

-

-

-

-

-

 

-

-

-

-

-

-

     

      

     

   

      sf-f       unis.

Cb.

-

-

        

sf-f

Vc.

-

-

sf-f

 

 





-



-

-

-

-

 

      

 

f

-

-

-

ctus,

-

 

   

mp

mp

mp

-

-



 



 

 









mi

-

 

-

mi

-

-

 -

mi

-

mi

nus

 

nus

 

-

nus

-

  

  -

 

nus

 De

 -

-

unis.



De



De

  De

-

-

-

-

-

-



us









us

us





us

           

        

     

        

                   

f

f

       sf-f



mp



mp

-

 

  





 

 

Do



mp





Do

           

 



sf

mp

 

 

                    



ctus,

 





      

Do sf







loco                         

  

ctus,

a2



      

Do sf

ctus,

mp

mp

sf



  

  

  sf-f



mp

mp

sf-f

           

     

       

sf-f

 -

mp

                  

 

mp



           

   

 -



sf-f

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

-

     

sf-f

 

sf-f unis.

Vla.

-

-

sf-f

Vln. II

-

 

sf-f

sf-f

mp

     

     

                     mp                mp                

  

  

loco                        

 -

   

sf-f

Pno.

sf-f

       sf-f





    

Tamtam





(Timp.)

Perc. 1

        

sf-f

mp

f

     sf-f

     



mp

       

mp

mp

 

Tbn. 1



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

  (a2)  

Tpt. 1,2

     

          

sf-f

Tbn. 2

mp

     

sf-f

Bsn. 1,2

     

       sf-f

Cl. 1, 2

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

 

      sf-f     sf-f

mp



mp



 

       

  mp

     mp

 mp







    














57

   25

Fl. 1,2

Ob. 1,2

Cl. 1, 2

Bsn. 1,2

Hn. 1,2

       

a2

    

          

ff

    

 

     

  

    



     f

f

  

  

(Crash Cyms.-a2)

S



A

   sa

T

B

    sa       sa

Vln. I

 

 -

-

-

-

-

-

-

-

 

-

-

   

Cb.



-

     cresc.

     cresc.

   

   

     f a2

  

    



    

      

    

      

 



f

  

 

mf

mp

 

mp





e=q



    



    



 

mp

  

       

mf

-

-

  

-

-

-

-

ba

 

ba

 

ba

 

ba

-

-



 



 

p

 









mf     

Db Cb

oth. ff

  

    



   p   

    

C# A§



      









ff

   ff



e=q

                   

                   

                 

                   

mf

               mf

    



oth.





D§ F#

oth.





oth.

ff

 

  

 



ff     

        ff        

   

ff

-

p



damp

ff

-

 

mp

ff

 

Ab

  

 

    

    

-

ff

mp

ff



f



                       

cresc.

Vc.

     

                         

cresc.

Vla.

    

a2

f

   

       

cresc.

Vln. II

     f    





-

 -

    

f

cresc.

sa

  

ff

            

   

a2

(Timp.)

                  

Pno.

   

    





MMMOMMMM



   

      

     



 

mf

Hp.

f

  

   

  

  

  

   Tbn. 1,2   

Perc. 2



ff

mf

Perc. 1

ff 

                  ff                                

mf

Tpt. 1,2



  

mf

     

div.

mf

  mf

 

mp

         mp

          

mp

 

unis.

mp

  mp

 

 


58

Allegro q = 120

                   3 3 3 3 31

Fl. 1

p ma con anima

Fl. 2

Cl. 1

 

Hn. 1,2

Tpt. 1,2

 

  

3

T

B

 (Timp.)    

  

 

3

3

p

 p

3

    

  

unis.

3

3

3

3

3

mp

3

3

3

3

    



p

 

 

 

 

 

 

 

 

3

3

3

3



a2

 

 mp

 a2       



  mp 

 

 

 

 



   

mp

mp

mp

 

p



  

 

 

(con Ped.)



p (con anima)

   



-

-

 



ni sunt

-

Ple - ni sunt unis. p (con anima)

-

-

 



 

 cœ 

Ple - ni sunt p (con anima)

Ple

3

mp

3

mp

mp

         

3

3

3

3

3

3

3

mp



3

                

3

mp

 

3

3

3

mp

                

                 3

           

mp 3

Ple - ni sunt p (con anima)

3

 

3

   

p bell-like

3

3

 

 

  

3

p

Glock. - med. hard mallets

    

3

 p



 

3

                      

 

A

3

p ma con anima

      p

p

p

Perc. 1

S

3

3

3

mf

 

Pno.

3

p ma con anima

3

                

       

 Tbn. 1,2     p

Perc. 2

3

                   3

Bsn. 1

p

p ma con anima

Cl. 2

mf

  li

et

  li

et

  li

et

  li

et



ter

   -

-

  ter 

-

ter

glo

ra

-

 -

glo

-

ra

glo

  

-

-

   -

ter

ra

  

-



ra

-

 

ri - a

 

ri - a

 

ri - a

 

glo

-

ri - a



mp

tu mp

-

tu mp



a,

-

 

tu mp

-

  

tu

-



 



-

ni sunt

-

Ple mp



-

   

 



-

Ple mp



-

ni sunt

-

Ple

-

ni sunt

-

Ple



 



mp

a,

mp

 

a,

a,

ni sunt

 

  

li

et

  li

et

li

et

li

et

   

3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3         3                                                              

Allegro q = 120

Vln. I

p ma con anima

Vln. II

3

p ma con anima

Cb.

3

mf

3

p ma con anima non-div.

Vc.

3

p

3

3

mp

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

mp

p

                                                                     3

Vla.

mf

                                                                    3

    p ma con anima

    

p ma con anima

3

3

3

mf

p



 

mf

p



mf

p

3

3

3

3

3

3

3

3

3

3

mp





  



  mp



mp

3

3

3

3    3

3

3

3

 

  3    3

 

3


59

      42                                                   3 3  3 3 3 3 3 3 3  mf                                              3 e=e

Fl. 1

Fl. 2

mp 3

           

Ob. 1,2

Cl. 1

3

Bsn. 1

Bsn. 2

Hn. 1,2

Perc. 1

S

 

mf







    mf

   

 

    

mf



 

  



-

ter

  

-



ter

-

-

ra

glo

-

-

-

ra

glo

-



ra

glo

  

-

-

mf

ra

  ri - a

  ri - a

glo

-

 

ri - a

ri - a

3

3

 

 

-

a,

tu mf

-



tu

-

 

-

 



mf

 

tu

3

3

3

3

3

 





3



a,



  mf

a,









          









     

mf

 

san -

    

 

san -

   

na in

ex

san -

   

    

-

Ho

-

 

a,

Ho

-

3

3

  

Small Tri.   

  

Ho

  

    

-

3

  mf



   

3

mf

  

  

   

 

san -

   

pizz.

3 3 3                                    3 3 3

   





Ho

3

   

  

   



mf

3

più f

   

   più f      più f     

 

mf

3

Cb.

     

          

     più f

 





tu mf



                                       3

Vc.



più f

  

 

più f

             

mf

 

mf

     



 



pizz.

Vla.

  

3 3 3 3 3 3 3 3                                         

Vln. II

 



e=e

Vln. I

 

                mf              

mf

 

  

-

  

-

  

-



 

   -

 

ter

 

-

  

 

     più f

  

mf

3

3

 

3

3

 

più f          

                         

3

3

mf

3





ter

B

3

3



T

mf 3

3

3

3

mf

mf



A

mp

   

Pno.

3

                                   3 3 mf                                       mf

                  3 3

(Glock.)

Perc. 2

3

 (a2)  

Tpt. 1,2

Tbn. 1,2

3

Cl. 2

3

3

           più f           più f             

e=e

   

pizz.

       

na in

na in

na in

ex

ex

-

-

cel

cel

    

ex

-

-

loco

cel

cel

mf

 -

sis,

-



-

 

-

 

sis,

sis,

sis,

 

arco            

 

        

        

arco

            3         3      arco div.

      più f

Ho più f

-

Ho più f

-

Ho più f

-

Ho

-

        

  

  

  

  

   

na in

san -

na in

ex -

  

  

    

san -

       

san -

na in

ex -

  

   

na in

pizz. e=e                più f pizz.               più f

 unis.arco       più f       più f      più f

ex -

san -

pizz.        

       

     

ex -

    


60

Fl. 1,2

    51 (a2)                3

                 

3

f

                   

              

Cl. 1, 2

 

Bsn. 1,2

 

      f      

               

  

   

Hn. 1,2

Tpt. 1,2

                  3  3      

 (a2)    

        

più f

 

S

B

     cel

   

cel

Vln. I

Vln. II

Vla.

Vc.

Cb.

-

 

-

-

-

sis,



sis,

 

sis,

 

sis,

   

     

     

   

  



     f

Ho f

-

    

 

Ho

-

         f

Ho

-

         arco          f arco                  f div. arco        unis.              f  3             3  f         f

-



  

 f       Ho

   

san

na in

   

          

   

ex - cel

   

 

     -

  

na in

-

   

   

  

  

     

ex - cel

-

-

             

na in

ex - cel

-

-

-

na in

ex - cel

   

-

   -

-

-

               

                      

         

     unis.  div. unis.                    div.

  

 

  

 

   

  -

-

 -



-



-

-

-

-

 

  

 

     



 



ff

ff damp

       

  

         

       

       ff       

     

-

-

      

     

ff

             

-

    

 



          

  

 

-

-

-

   mp

ff

MNMOMNMM

 

-





 

-

      

ff

  

-

 

ff

f

   

  

    mp   

p

   

      

 

  

san

  

     

ff

      

Timp.

  

 

 

 

ff

mp



san

        

     

  

mp

   

ff

 -

 



-

-

mp

-

-

sis.

     

sis.

     

-

-

sis.

sis.

    

     

ff

     

ff

mp

   

         

     

  

ff

ff

                                                                               mp ff                  mp



     

ff

                                              mp ff                                                    mp ff                                           div.

 

  

mp

   

  

  

f

-

              



 

mp

  

san

             

mp

            

loco

 

    

   

  

 

   

f

più f

   

cel

T

  

   



       

 

cel

A

f

  

Pno.

 

f

         f     

        

                                                       



Hp.

   

f

      

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



Perc. 2

(Glock.)

  

Small Tri.      f

    

         Tbn. 1,2  Perc. 1

f



3

3



Ob. 1,2

         



                   

ff

     

      1' 50" ATTACCA


61

VII. Meditation and Benedictus Andantino q = 66

Fl. 1

Cl. 1

Hn. 1

        

mp

mp

   

  

  

     



     

Vla.

Vc.

Cb.

             

p con sord.

Fl. 1

Ob. 1

Cl. 1

Cl. 2

Hn. 1

Hn. 2

    

p

 

  

con sord. p unis. con sord. p legato con sord. p legato

   

    

  

  

 Tbn. 1,2    Perc. 2



       









 

 





  

   

p

   

 



p

 

poco

Vla.

 

  

    

 

 

     

 

unis.

 div.  

   

     

poco

poco

poco

poco





  

  



 

poco

 

 

poco

 

    

poco

* If vibraphone is unavailable, tacet vibraphone passages throughout movement VII.

poco

poco

poco



  

poco

  



poco

poco

poco



poco

 

mp

   

  p

 

   

p

     

     

(quietly)

(quietly)

(quietly)

 D§ F# G§

p

p

p



             



 









 div.  



 



  



          

         

   

  

  

  





  





 



  



  



  

 



























        mp   unis.        mp

poco cedendo

  

   div.       

 

  

 



mp

mp

  

 

         

   

 

unis.

poco

mp

   

  

p

 con sord. 

           

  



  

 

p

 

p

mp

  

    poco





         

Gb

poco



poco



     

  

 

 



   



 

Bb

a tempo

           

     



  

     

poco rit.



        

mp

     

        

poco

                                    

    

Cb.





p

              

 

    

      

p

poco

  

 



  

            mp p           

p

 

mp

  

   

  

  

div.

      



 unis. 

  

 

     

Vc. gli altri

  

 

Vln. II

1 solo



  

 div.  

      

p dolce

 



Vln. I

      Db

      





(Vibes.)

  

              

 

                     

  

 

  

        

Hp.





       



         

   

 

  

   

 

  

13

             

  

con sord.

     

F#

Andantino q = 66

     

mp





Vln. II

     



a tempo

  



Vln. I

MMLOLMML





  



    

        

          



     

    



Hp.

  

mp

     

       p     



mp (pedal each note)

    

  

        

*Vibes motor on - medium soft mallets

Perc. 2



poco rit.



mp

 

poco cedendo

        





                                 

       mp    

 

mp

 

mp

mp

 

  

 



  


62

 

  

 

   22

Fl. 1

Ob. 1

a tempo

 

p dolce

p dolce

Cl. 1

 

Cl. 2

  

Bsn. 1

 

Bsn. 2

 

Hn. 1

Hn. 2

Tpt. 1,2

Tbn. 1,2

pp dolce

      pp dolce     

 

pp dolce

Perc. 2

Hp.

Vln. II

  





  



a tempo

p dolce

    

  

   

p dolce

Cb.



   

p dolce

     

 







       

   



















  

           

















a2





    

p en dehors

  

 

 

 

 

 





 



 







     

 



  

unis.

 

 



  

p en dehors

p

     





 

 

 

mp

 

mp



  div.

mp

 

 

   

mp





  





 

   



 

p

pp

   



 

mp









  





sul G

p

mp



 

p





    









Med. Cym. - soft mallets

  



     

 

mp



  

  

 

   

  

    







  

 



    



 





 





 











 

 



 

        

 



 

       

 

 



   



con Ped.

p dolce Tutti

Vc.

 

p dolce

p dolce

Vla.

       

  



          

  

 

    

pp

 

   



 



 

  





Vln. I

 

 





Pno.

 

  

 

Small Tri.      p

    pp

     

  

  

  

pp dolce

Perc. 1



 

mp



mp

   

 

    


63

   30

Fl. 1,2

 

Ob. 1,2

 

Cl. 1, 2

  

Bsn. 2

 

Hn. 1

Hn. 2

 



Bsn. 1

p



p

    

a2









Tpt. 2

 



 Tbn. 1,2  

  

  



 

(Med. Cym.)

 

Hp.

Vln. I

Vln. II

Vla.

Vc.

Cb.

 

  

     

 

     

   

p

     

 

    





 

 



  p

 

p

 

più espr.

  p

  



p cresc.



  

 

 





 

   mp sul G



mp



  

mp

 

  

mp



mp

 

mp

 

         

    

 



p cresc.



    



mp



    

 

   

mp

  

 

a2

mf en dehors

mf

 

mp

 

 

   

 

  

p cresc.

cresc. più espress.

 

 

cresc. più espress.

cresc. più espress.

   cresc.  

più espress.

cresc. più espress.

 

  

  mf   

Small Cym. med.soft mallets

 

p

      

 







  





   poco rit.

 

 

 

 

 



 





 



    

mf

 

mf



      mf

   mf  div.      mf

   

mf

 

mf





a tempo

 

 

sul G

   mf   

loco





Timp.





mf

        



  mf

mf

    

  mf

 

 

mf





 







 





 



 

a tempo



  



  





  





  













poco rit.

mf



 



p

 



B§ Eb F§ G§ Ab

p

p

mp

p

pp

p



 



 

  

 



p cresc.



Pno.

 

  

mp



p

  

a2

 



mp

Tpt. 1

Perc. 2

mp

mp

 

Perc. 1



p

p



 

più espr.



 

  

 

  

  

mp

 

   

 

 

  


64

poco cedendo

   38

Fl. 1

Cl. 1, 2

 

Bsn. 1

 

Bsn. 2

 

Hn. 1

Hn. 2

Tpt. 1

Tpt. 2

Tbn. 1,2

Perc. 1

Perc. 2

 dim. 

dim.



 

   

 

      

    

  

 

 

   



 

Vla.

    

Cb.

 

en dehors



    

   

p

 pp

poco

mp

 

  

 

 

 

 

 





 

  



 









 









  

poco

  

 









 













  













 



 



   

p

  

   

  





 



 

   

 



  

  

  



    



 

 

 unis.       

a tempo

 

 

p

   

 

 

    

  

   

 



 

   

 



Cb

più p

 

 

rit.



  

 

 

 div. 

  

 unis. 

  

 

  

  

p



  

  



 

p

p

 

 

 





 

unis.

 

  

  

p

  



p



Db

pp

 

   

poco cedendo

 

 







 

 

mp

pp

  

 

 

pp

  



pp

Vibes



Bb

   

  



pp



p

 



p



  



  

 p



  



rit.





  





   

     

mp

   mp

 

    

1.

 

dim.

Vln. II

Vc.



Vln. I

 





Pno.

 

 



Hp.

(a2)

a tempo

  

 

  



p

 

div.

 

  

 

    

   

  

 

       

 

  


65

Tranquillo q. = 40-42

     

46

Fl. 1

Ob. 1

Cl. 1

    

p

   

Hn. 1

          

Perc. 2

Hp.

Pno.

T

   

 

p

Bsn. 1

    

p dolce

Vln. II

Vla.







 

   





  p dolce



  



  



















p dolce

         

      

  

      

 

  

      

p bell-like

      

   

  

   p dolce



Be

     

          

 

p dolce

p dolce

  

       

p dolce

  

  p dolce

       

  



poco

mp

 

  



 



 

  

  

   

-

-

   

    

 

 

 

* If crotales are unavailable, use glockenspiel.

  

 

 

  

 -

-

 

  

ne - di





 



-

    

  

   

  

 



  

      



 



-

    

  



 



  

  

ctus,

 

  

    

       

 

 

   

p



  



  

 -

ne - di

poco

  

  

poco

        poco  

div.

 -

ctus,

       

  

 

        

       

Be

  

p

poco

poco

  

  



       



  Be

 

     mp

  

mp   

 -

ne - di

 



  



poco

   

  

poco

poco

poco

poco



  

 -



  



ctus,

       

     

  

      mp    



  





mp

 poco      



mp

loco



poco

  

p

 





      

 

poco

   *Crotales       

p dolce

Cb.

 

p

unis.

Vc.

Tranquillo q. = 40-42

Vln. I

mp

  

 

mp



  

mp

mp

  mp

  

  


66

 









55

Fl. 1

Fl. 2

Ob. 1

Hn. 1

 

 

  



  

  

mp

   



 

Hn. 2

Cl. 2

   

Cl. 1

mp

Ob. 2

Bsn. 1,2



  





p

p



 





Tbn. 1

Tbn. 2







  

(Crotales)

Perc. 2

S



    

    

D§ B§ E§

 

B

Vln. I

   

mp



    Be 

     -

-



 

 

  

  

 

   

-

ne - di

   

  

-

  



-



   

Vla.

                    

Vc.

      

Cb.

 

        

     

   

p cresc.



-

   

  

   



p cresc.

   



G#

 cresc.  

  

  

 cresc.  

ctus

  

   

   p

qui p

ve

qui

ve

  

    p

nit

   cresc.  

no

  

in

-

     mf



Timp.

 

Tam tam





   mf  

 

mf

 mf    

mi - ne Do mf

-

-

mi - ne Do mf

-

   

qui

ve

-

nit

in

no

-

mi - ne

-

mi - ni,

     unis.



  

    

Do

   

    



p

p

p

  



  

p

p

 

p

9

6 6

 

 

 



mf pizz.

mf

senza sord. pizz.

sord. (remove mutes gradually, by stand) senza     

  



qui p

  



  

  

   mf  

mf

qui p

qui

p    

  

  

   

p

 p

   p

mf

p

qui

senza sord. pizz.

senza sord.



 

mi - ni,

senza sord. (remove mutes gradually, by stand)

mi - ni,

no



              

  

   





       mi - ne Do - mi - ni, mf        

                9





p

p

 

mf



  

                        mf 9 6     

p



mf en dehors

in

    



mf

nit

       

 



-



en dehors   

  

-

no

  

ve

       

    p

-

in



mf

qui p

p

p

- nit cresc.

   

p

    



p

mf

     

  

p

mf



mf

     mf           



p cresc.

p

a2

   

p cresc.

                   mf

mf



     

p



p cresc.

  



  

 

                     

   

p

                

  

  

p

 

mf

  

p cresc.

  



    

  

Vln. II

   



  

p

               

      

loco



mf

 

           p cresc.      

p

   

     

  

  

    



p





   

                   mf



p cresc.

p



 

T

A



 

Pno.

mp

 









                     

  



Hp.

 



   

p cresc.

 



pp



Perc. 1



 

  

pp





p

  



Tpt. 2



Tpt. 1

  



 


  63

Fl. 1,2

67



    

(a2)

p

     

Ob. 1

p cresc.

 

Ob. 2

Cl. 1, 2

Bsn. 1,2

Hn. 1



p cresc.

       

Hn. 2

    

Tbn. 2

Perc. 1

Perc. 2

Pno.

Sop. Solo

S

    

 

p cresc.

  

   

 

 cresc.       cresc.

  

-

nit

in

no

   

in

no

cresc.        ve - nit in no cresc.  unis.        ve

-

 

Vln. II

Vla.

nit

in

no

-



-

mi - ne

-

-

  

p cresc.



Do

  

mi - ne

p cresc.

mf

mi - ne

     -

 

 

pp

pp



    

poco

  



 

damp



 

 

pp

pp



        

   

loco

 

 











  

   

 -

Be pp

 

 

nit

-

Be pp

 

-

Be unis. pp

-

Be

-

 

 

in

 

ne - di

   

ne - di

   

ne - di



 

-

 

 

 

mi - ne

-

ctus,

-

-

-



pp arco

pp

 

pp arco

 



ne - di



pp



no

   



     pp



arco

div.

p

ve unis. pp

  

loco

Qui

  

  

poco

Bb

 

poco

 

   

mf

 



   

pp

9

 



                  

 

mf

   

poco



 

 

 

  mf

 

poco

mf

   

   



mf

 

pp



1.    

pp



mf



 

     

   



mi - ni.

 

-



mi - ni.

       

-



 



 

6

mi - ni.



   



     mi - ni.    

mf

Do



               loco        9 6    mf loco        6           9



      

Do

    



Do

 

       



 mf   

 

mf



mi - ne



  mf    



mf







Timp.

p

 

mf en dehors

    mf

mf

Vc.

Cb.

nit

    mf      

 

   

en dehors

mp

p

p

 

mf

Tam tam

ve

Vln. I

D# Eb

    



 

mf

    mf      

  



p cresc.

  



A

B



mf

    

      

   mf

 

   

  

p cresc.



  

mf

        

              mf p      a2          



  

ve

T

    

  

   



  



Hp.

  

    

p cresc.

Tbn. 1

  

 

p cresc.

   

Tpt. 2

  

mf

     

 

p cresc.

p cresc.

Tpt. 1

  

                    

   

Do

   -

Be

ctus,

 

Be

ctus,



Be

ctus,

 

Be

-

 

 -

-

-

ne -

 

ne -

 

ne -

 

 -

ne -

  poco

poco

poco

 

poco



poco

poco



   

 

   poco

poco

      



 poco

poco


68

   70

Fl. 1,2

 

Ob. 1,2

Tpt. 2

p

  

  





Perc. 2

Hp.

  

  

 



  



p

Sop. Solo

S

MMLOLNNL

        

 

    



di

T

    di    di

-

  



     

     

mf

 

-

      

ctus,

no

           

-

ctus,

-

ctus,

-

in

no

in

no

      

ctus,

in

in

no

no

  

        

-

mi

-

 -

-

-

-

mi

mi

mi

 

mi

-

-

-

-

ne Do

  

ne Do

  

ne Do

  

ne Do

 

ne Do

  

     

     



 

-

-

-

-

mi

-

-

mi

-

-



    f

 

 

più p

 

    

    

    

    

     

    

   

 



   

 

Small Cym. soft mallets

  pp

 C# B§ G§

   

div.

                               sempre stacc. mp    p  sempre stacc.                                  p sognando

mp

pp

pp

p

            

                                         sempre stacc.

p

     unis.                               

  

più p

       

f



           

f

 

pp

ni.

   



più p

p

p

 

f

mp



 



ni.

f





ni.

  

 

ni.

f

mp



  f      

mi

           

p

    

  f    -

mp

p

     mi

           

    

mp

ni.

f

p



  f   

mi

     

    



    

mp

    

 



p

f

-

      



p

         

  f   

in

Gb

  

 



(Eb Major)

 

p

f

poco

Cb.

f

       

 

Vc.



 

     

 

Vla. div.

p



              

mf

  p

f

  



    



f

  

mi - ni,



    

     



   

Vln. II

 

mf

mf



   

f

  

    

A

Vln. I

di

B

Large Cym. med. hard mallets

f



  

f

mf

      

    

     

  

p

         

mf

f





  

Pno.

mf

mf

 

a2

      

 

 





    

      

f



      

poco



a2

f



 

 

a2

(Timp.)

Perc. 1

p

p

poco

      f                

        

  

     

 

f

p

poco

     

  

    

  

Tpt. 1

p

   

Hn. 2

Tbn. 1,2

Cl. 2

Hn. 1

a2

Cl. 1

Bsn. 1,2

     

a2

mp

  mp

 



p



p

 

 


69

 

77

Fl. 1

Ob. 1

Cl. 1

Bsn. 1,2

Hn. 1,2

Tbn. 1,2

Perc. 2

   

 

 

Cym.)  (Small       

      

-

         

p sognando (div.)

  

p sognando div.

  

    

p sognando

 



  

 

   

p sognando

       

san - na

         

                  

in ex - cel

       

        

 

 

  

        

  -

    

    

    

      Ho

   



 





 

 

   

p

     

  



    



  









 

  

 



ppp

 

 

     

 

 



  



p



 

p

     

  

 

  

 

ppp

 

ppp



    

       





    

 

pp

     

Bb

sis,

  

p

pp

    

p

     

 

-

p

pp

p

p

     

pp

Bb

Ho

  

  

  

  

 

Crotales

 



 

   

   



 

       



pp

 

  

    

p





  

p sognando

Cb.

     

    



 

  

Vc.

p

  

p sognando

Vla.

     



Vln. II

p

pp

p

Vln. I

     

pp

sognando

Sop. Solo

  

 

Hp.

  

-

                  

       

san - na

         

                  

in ex - cel

      

        

  -

-



  

  

  

sis.

        

     

     





     ATTACCA 4' 51"


70

VIII. The Messenger   

Andante tranquillo q = 58

Fl. 1

Ob. 1

Bsn. 1

Hn. 1,2

Tbn. 1,2

Perc. 1

Perc. 2

 

 

 

  

  

  

 

   

 

 

 



mp p espress., en dehors

 

   pp     pp

 

      mp       

 

  

 

*Vibes-motor off med. soft mallets

 

 



 

p



 

heard the ho - ly Mes - sen - ger who

 

   

 

*

 

pp

  

sang in heav - en’s name,

   





 

the

 

 

 

 

     



  

 





 





 





p

  

p

   

    

 

  

pp quietly

   

                      I

 

(dolce)

 

pp

Adam p



Delicate Metal Wind Chimes      



p

 



C# E§ F# A§



p elegante



  

   

  

  

p

pp



 



 

              



Bar. Solo

    



Pno.

 

      





Hp.

           

     

 

   

em - bers of my hope grew bright and

Andante tranquillo q = 58

  

  

(div.)

Vln. I

Vln. II

pp

    pp

    (div.)

Vla.

pp (div.)

Vc.

Cb.

    

     

unis.

mp unis.

pp

  

pp

mp

     

mp

 

(div.)



mp div.

  

mp

     







 

 

            

p

 

   

* If vibraphone is unavailable, piano should play the cue size notes in mm. 5-11.

3 soli



 

(p) espress.

  

p

 

    



 



 

p

p

p



 

 

       p

 

 

 

 

      

     

 

  

  


             

    7

Fl. 1

Cl. 1, 2

Bsn. 1

Hn. 1,2

Perc. 1

Perc. 2

Bar. Solo

       

  



 

 

mp (Wind Chimes)

(Vibes)

A#

Vln. II

Vla.

Vc.

Cb.

    p 

Bsn. 1

Bsn. 2

 

     mp   

Perc. 2

Hp.

    p

   

Sop. Solo

Bar. Solo

Vln. II

Vla.

Vc.

Cb.

 



face.

         

   

    

mp

 

p

 

 By

  

 

   

pp



 

 

sub - way tracks

    

and

3

scoffed

at my

   

 

mis - er - y.

  

   

  



MMMOMMMM





     



 



and



dolce

cooled

my fe - vered



       

e=q

 



poco riten.

  

 



  















 

  

       p

poco cedendo





 

 

   

     



 







 

mp

p

a tempo

 

* If vibraphone is unavailable, tacet mm. 17-19 and 24-26.

p



           

 

p

 

 



 



mp













rain of God fell soft - ly down

p  

     

 



       

poco cedendo



  







  



I’ve count - ed sheep



the

  

 

 

  

               p      

B§ F§ A§

 



 



    

  

        

 

 

   

         p                   simile p dolce         I’ve cried                        

 

 

  

   

 

 



     

 

  

p

out some no - where place,

 



 

mp

p

     

 



mp

    

mp



p

mp

 

 

p

 

p



         

from

p

 

p

  

     p      

  

sang to me and sud - den - ly

    p    



 



  

 

mp

   

 

p

p

Doppio tempo q = 112

Vln. I



  

      p 

    

  

 

 

       p         

  

Pno.

 

mp

p Timp. - hard mallets

Perc. 1

He

mp

 

Doppio tempo q = 112

 

                      

 

   

  p 

p

 

  

p

mp

  



p

 

(3 soli)



 

Eve

   

p

Hn. 1

 

mp          

  

     

     mp     

  

12

pp

p

   

   

 

   

p

p

 

set the night a - flame.

Vln. I

    

 

p

p 

 

    

mp



p (dolce)



Sop. Solo

   

 







Pno.

         

mp



Hp.

 

       

 

71

poco riten.        e=q         

        *Vibes

      p div.    p pizz.     p

     

  









 

Tutti

unis.

 p

  





my - self

p

  



a tempo  

 

p

    

 to

 

sleep



  

with tears

  

 of

  

    

    

  








72

    19

Bsn. 1,2

Hn. 1

Perc. 1

Perc. 2

Hp.

poco rit.

      

          

Sop. Solo

 

 

mp

 

p

a - go - ny.

      

Vc.

      

div.

  27

Fl. 2

Cl. 1, 2

Bsn. 1,2

Hn. 2

Perc. 2

 

 



mf



mf





mp

  



 Twice as slow q = 58

         

 

cresc.

 

past—

We’re stand

-



mf

 

     

ing in

the

house of God at

mp



mp









 





Vc.

Cb.



mp

 mp

  





   

  

 



 

cresc.





      





  

mp



 

now



the

morn - ing

sings



   



unis.       mp

  

mp

   mf  

 

my

 



 





    arco

 

Sav - ior, An - gel, mf

  

last—

Oh,

   

 

Friend,



gar

-

 



den at

the

mf

























mf









 

 

  





f  

Be

soar - ing rain - bow’s





 

  



mf

p



   





 

 

mf

ten - der Shep - herd, mf

mf

h=q





it

 

     



mp

 

mf

mf

 

head,

    

 

  

mp

in - side

 

mp

     

h=q

 



poco cedeno a tempo

     mf  

 

pizz.    

mf

Oh,

poco a poco accel.



 div.    mp

mp





p



mp unis.



But





  

mf

 



Vla.





  

mp



  

Vln. II

mf

D§ B§ G§

 

    

 



mp dolce



mp Large Cym. - med. soft mallets

what is mp

    

mat - ter

 



 

man can be.



mp



                      mp                   

 



 

 



     

Bar. Solo

mp

an - y

                     how lost



mp

                   





 

3

mp



 

poco a poco accel.

      mp   

    





 

 

mp

 

arco

   mp   

 

unis.

 

does - n’t real - ly

Vln. I



I have seen





    



 

 

a tempo

 

        

   





Sop. Solo

   

 

poco cedeno a tempo

  



Pno.

   

Twice as slow q = 58

 

LMLOLMLL

 



Hp.

Db Bb Eb Gb Ab





Curled up in door - ways,

(div.)

 





     mp  

       

Timp.





Vla.

Fl. 1

mf

mf

rit.   poco   

Vln. II

Cb.





 

mf



  

  

 

mf                    

Bar. Solo

Vln. I

 

(Vibes)

 

Pno.

a tempo



       

    


73

  31

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Perc. 1

f

 

mf

f





f

Pno.





 



 

        



(Timp.)







mp







 

Sop. Solo

Bar. Solo

f

  

 

 

 

 





 

  



 

 

 

all

f

f

 

a - bout us, sweet and wild, in

street

Be sweet and wild, in

street







 

    

                f

Cb.



 

or teem - ing

 f















f

   

 

 

 

espr.

 



  

 

  

mf









    



damp

 

 



 



 



mp

mp



 

          

poco più f

 

 

    

 











p

mp

 

mp

mp

 

 

 

mp



 













 

mp

 

2.

mp

 





mf















 

  

mf

  a

mf

  a

 



mf





 



  



 

espr.









mart,

  

  

mf

       mp mf     

mart,



 

rit.

 

       

mf

 

 

f

mf

   

or teem - ing

mf



f

f

Vc.



 

mf

            mp

f

                 

            

f

Vla. div.

Poco più mosso q = 63

D# F#

             

Vln. II

f

Vibes

 





 

   

  

mf

    

f











  

        

 



 mf

                 

end—

Vln. I

 

 

       f      

    

mf

f



Hp.





                 mf (Large Cym.)

Perc. 2





 

Bsn. 1

Hn. 1,2

 

       

Cl. 2

Bsn. 2

f

Cl. 1

          Poco più mosso q = 63





   

 

 

 

mf

 

 

   

         sing - ing voice with - in

sing - ing voice with - in

      mf

  

 

mf

mf

 

mp

 

 

  

     

a

hymn with - in the heart,

mp

hymn with - in the heart,

 

   

   

 











     

 



 





 

        



mp



 

mp





        

 mp

          

the storm, a

  

 

rit.

mf

 

 

        

the storm, a

           mf

  

mp

 





mp

 





mp





mp

 




74

Tempo I q = 58 (Andante tranquillo)

    35

Cl. 1

mp dolce

Cl. 2

  

mp dolce

Bsn. 1

Bsn. 2

Perc. 2

     mp       



       the

a

sing - ing voice,



a

hymn

 

a

hymn with - in

cresc.

with - in

the

 heart,

 

the heart, cresc.

 

a hymn

 

    

 



mf

mf

 

  

     

mf

 

mf

 

 



mp

mp

 

   

    

 

heart,

mp

 

 

      

sing - ing voice, a hymn with - in





 

cresc.

mp

 1 solo   

    

  

 

    

   

mf

 

     

a

hymn with - in

 

with - in

the

heart,

   

  

 

mf

mf

 



Bar. Solo

Small Tri.

 

   



Sop. Solo

mp dolce

  



Hp.

   



 

the heart, mf

  a

hymn

dim.

 

a

 

with - in

the

Tempo I q = 58 (Andante tranquillo)

Vln. I



mp

  







 

div. Vln. II

 

mp 2 soli

Vla.

  



mp div.

Vc.

Cb.







mf

Ob. 1

Cl. 1

Cl. 2

Bsn. 1

Perc. 1

Perc. 2

Bar. Solo

  

   

p

Vla.

Vc. div.

Cb.









  

          a2

dolce

          







 

 

 

 

 



 

hymn with - in the

 

 (1 solo)    

  (2 soli)       dim.   dim.    dim.

with - in the

  

















 

  

   

pp

pp

 

   



pp

pp

pp

pp



mf





mf





mf div.



          pp

          







 

 

 

 



 

 



p

 

pp

 



        

   

 

  

pp



    



ppp

  

pp

    

ppp

   

ppp

   

ppp

   

ppp



 

    





  



  



  

 

 heart.

   

 

     

pp

the

pp

unis.



 

pp

 



  

     

 



mf

        

pp

3 soli



        

  

pp

   

p



a hymn with - in the heart.

p



   

a hymn with - in

 p         p Tutti    div.         p  p   p

pp

  

heart,







pp



         

pp

heart,

     p



   

 

pp

p dolce

unis.



 mf   



 

pp

     

          

      



  



Timp.

p

  

pp



dim.

pp

p dolce

(div.)

Vln. II









Glock. med soft mallets

div.



p





               p     

 



 



   

heart,

Vln. I

p





Sop. Solo



 



Hp.

 

unis.

39

   





    mp       



mp

Fl. 1,2



 

   

      



   



 





ppp



ppp

  

 

     ppp        ppp     

 

ppp

ppp



       

2' 35"




75

  

Andante h = 42

Cl. 1

 

Cl. 2

   

Bsn. 1

Bsn. 2

Hn. 1

Hn. 2

  



mp



mp

A

 con sord.  



 

     

 

 

  



 

  

mp

 

   

 

    

Cl. 2

Bsn. 1

 

Hn. 1

Hn. 2

Perc. 2

S

  

  

     mp          



Pno.

mp

   

T

Vln. I

  

Vln. II

Vla.

Vc. div.

 

se - re

  -

se - re

 

  

-

-

mp

   

   

mp

re,

 

re,

 

re,

    -

re,

  

 

   -

 

   

   

       

mp

Cb.



   

   

  

         

mi



mi



mi

      -

mi

  

se - re

-

-

 

              

 

no



   

    

    

   



   



   

* If vibraphone is unavailable, tacet vibraphone passages throughout movements IX and X.



   

   

i

qui

  



tol - lis pec - ca - ta

mun

 



   poco





-



di,

 

poco

poco

poco

  

mp



re

-

no

-

poco

re

se - re

 

poco



-

re





 no

se - re

 

-

 



poco

 





re



 



no

       

  

-

-

-

-

mp

  

mp

*Vibes     mp  



 

 

 

  

 

-

  

 

mp



gnus



poco

-

  





 

qui

 

poco

 

  i

 

 

poco

 De

  

 

 

mp

poco

mp

mp

    

 

A





 

mp

mp

bis.

 

  

-

poco



   

se - re

-

          

 

    



poco



poco



 

 unis.           mp            mp





se - re

mp

 

poco

mp

-

Mi

 poco

poco

  

 

De





mp

gnus



poco

mp

se - re

   

  

  

  

mp

Mi mp legato

    Mi



-

unis.

  

mp legato

B

mp legato

mp legato

 

 

Mi mp legato

A



mp

     





 

 

mp con sord.

A



  

mp

mp

mp







 

Bsn. 2

 

mp

Cl. 1





mp

 

  

 

mp

  

Ob. 1

mp

9

Fl. 1

mp

  

 

 

mp (pedal each note)

   

    

 

Tutti unis.

Cb.

 

mp

    

Vla.

Andante h = 42

Vln. I

 

*Vibes - motor on, med. soft mallets

Perc. 2



mp

 

IX. Agnus Dei

    

tol - lis pec - ca - ta

 mun -

  di,



 



 





 

 

    



 



bis.

bis.

bis.

          

mp

  



mp



mp

     

mp



   

 





  


76

  18

Fl. 1,2

 

Ob. 1

Bsn. 1

Bsn. 2

 1.

  



  

mf

p

Hn. 2

Tpt. 1,2

Perc. 1

Perc. 2

Hp.

Pno.

S

 

Timp.

p

       

      mf

        

   mf

   mi

-

-

   

    

se - re

se - re

   -

se - re

 

  

 

-

mi

-

re,

se - re

  

re,

-

   

mf

 

mf

 

mf

  

     

-

-

re,

mi

-



              mf

   



mf

Vc. div.

    

  -



mi

 

-

          

Vla.

mi

re,

mf

Vln. II

  

  -

  

 

      

mf

mi

      

  

 

MMMOLMML

   

T

    

       

 

       

 

mf

f

   mf   

f

  

f

     

  

se - re

      

 

mf f

               mf f                mf f f          mf      f                    mf Timp.

 

f

  

-

se - re

  

se - re

-

-

 

se - re

  

  

     

* If chimes are unavailable, substitute medium cymbal with medium hard mallet.

re

no

   

-

re

no

 

re

no

-

bis. p

-

 

-

 

 -

     

             

   

no

          

            



re

       

   



p

 

  

f



  

 

-

f

A



-

f

A

-

f

bis.

 

A



 f

             f p           

gnus

-

gnus

 

gnus

   

gnus

De -

 De -

 De -

 De -

   



p



 

f

p

 

f



p

 



f



 

 



  

 

 

  



                

 



  

   mf

f



i, mf

 

-

f

i, mf

A



-

f

i, mf

A

-

f

 

A

      i,

 

A



  gnus

-

gnus

 

gnus

   

gnus

 

mf f

    

f



 

  

  

p



 

   

bis.



   

f

A

bis. p

p

 



f

  

f

f

p



  



mf

   

  

mf

f

f

  



f

*Chimes

 

f

 

f

 

  

mf

f

mi mf

Cb.

A

Vln. I

senza sord.                p f senza sord.                 p f f        f               



mi mf

B

a2

f



        

  

f



p

Tbn. 1,2

mp





 

Hn. 1

p

     



f



f

    

 

a2

p

     



mf



      

   

 

  

Cl. 1, 2

mf



Ob. 2

   

mf

1.

  

  

mf f

mf f

mf

 

f

 

mf f

 

mf f

  

    

 

        De - i qui tol - lis pec - ca - ta

      

De - i qui tol - lis pec - ca - ta

      

De - i qui tol - lis pec - ca - ta



           

De - i qui tol - lis pec - ca - ta

                

  

  



 



 



 




77

Fl. 1,2

29    

poco cedendo a tempo

 



p dolce

mp

  

Ob. 1

  

mp

Ob. 2

Cl. 1, 2

Hn. 1

  



mp

   mp

 

Hn. 2

Perc. 1

Perc. 2



  

   



   

mp

  p

Pno.

S

mun mp

Vln. I

    mun mp   mun

  

-

 

mun mp

B

mp

 mp 

T



mp

      

A

 damp    

-

-

-

  

di,



di,



di,

 

 

di,

 

mp

  

mp

 

Cb.

mp

Vc. div.

   

  

Do p

Do p

      unis.p  

Do

         p

      p

 

p

mp



  

mp



  

  



     

p

  

 

 



 

p

 

p

       

      

  

damp

mp

p

    



   

 

    



   

 



  





pp

p

 

 

 

pp

p

p 1. con sord.

 

pp

  

 

pp

p

   

p

  

    

p

 

 

pp

    

   



 

   



 

   



 ppp

   



  

 damp   



pp

pp

pp

2.

Timp.

pp

 



p

 



p

 

  



-

-

 

na

 

na

p

p



mp

no mp

-

na

 -

-

no mp

-

no mp

-

no

 

 mp

do

bis,

 

mp

mp

do

do

na

 -

-

 -



na

 no



no

    na

 

-



-

na

no

-

 

no

-

bis

bis

p

pa p

 

    

div.



mp





 

 



bis

pa p

-



bis

pa

 

div.



 



 

p

  p

 p

 p

p

-

 pp



-

-

  -

 

  

pp

-

cem.

 

-

-

 -

  

pp

pp

(opt.)

-



     

cem.

   

  

 

pp

  

pp div.

  

pp

  

    

         

C# F# A§ MNMOMNMM

 

 

 



    



   



   



     



   



cem.

 

cem.

div.



  

pp



-

-

unis.

 

  

pa p

p

mp

-



bis,

         

mp

do

bis,

         



  -

 



unis.

bis,

 

na



 

 

poco cedendo a tempo

mp

Vla.

mp

   

Do

  

Vln. II

       





  







  



mp

p Small Tri.

           

 

   

    





 

     

Hp.



   

mp

        

mp

p dolce



  



p mp dolce

p dolce

p dolce

mp p dolce

p dolce

 



 



mp

Tbn. 1,2



mp

  

  

mp

Tpt. 1,2

mp

  

Bsn. 1

Bsn. 2



 

  

 

pp

  

pp

pp

    



    



   



   



   



1' 40" ATTACCA


78

X. Finale

Moderato q = 82

Fl. 1,2

 a2  

 

Ob. 1

Perc. 1

f en dehors

 

Bsn. 1

Hn. 1

  

  

Pno.

S



   

    

  

mf

 

  

cresc.

    

  

   

 







mf

     



 

     





mf





  

  

 

dim.

     mf

Timp.



 

mf

                                                        

mf

Sal mf

-

Sal

-

ve ma

  

ve ma

-

ter

 -

ter

          

mi

mi

 



 

 

 

    pizz. mf

     

 

  

   





 



     

div.

      

mf div.

         

mf

mf unis. (arco)

 

pizz.

mf

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

 

   



 

mf leggiero arco div.

mf



mf leggiero div.

 



    

-

-

se - ri - cor

se - ri - cor

 

-

di - æ,

  -

di - æ,

mf

mf

Ma

Ma

unis.

Cb.

   

mf leggiero

Vc.



Moderato q = 82

Vla.



 unis.  

Vln. II

mf

     

       

 

  

mf

 

T

Vln. I



        

A

B

mf

 

  

p

   

 



Hp.



    

Glock.

Perc. 2

    

 

Cl. 1, 2

Bsn. 2



                





mf





     

        

 

     



         



div.

 

  

     

  

    -

ter De

-

-

ter De

-

            



  

 

  i

et

i

et

         


79

 

Fl. 1,2

Ob. 1,2

  

Bsn. 1

Hn. 1,2

Perc. 1

Pno.

S

mf

  



 

 

mf



  

       

     

mf

 



     

      

mf

a2

mf

      ma

-

ter ve

Ma mf

-

   

Ma mf

-

   

Ma mf

       ma ter ve

-

   

  -

-

ni - æ,

 

ni - æ,

 

Ma

 

Vc.

   

ter spe

    

      

mf

ter spe

-

                       

ter spe

mf

    

   

mf div. ½ pizz., ½ arco



mf

      

  

 

     

 

      

      mf

-

i

et

ma mf

-

   -

-

i

et

ma mf

-

ma

-

   i

et

   mf

-

i

et

ma

             mf

mf

-

mf



mf

p

  

     p

   

 

   

p

 

p



     ter gra

     ter gra

     ter gra

    ter gra

-

-

-

-

   

   ti - æ,

  ti - æ,

p

Ma p

-

   ti - æ,

   

ter

ple

-



Ma

-

 

ter

ple

ple

-

na,

na,

-

ter

ple

 

 



  

p unis.

    

    

div.

p

  

unis. p

Tutti arco



p

 

-

na,

Ma

unis.

       

na,

    mp



mp



ma mp



-

ter

ma

-

ter





mp

ma

-

ter

ple

-

na

ple

-

na

ple

-

na

     

   

-

 

    ter

ple

-

na

      

 

 



   



ma mp

mp

      

 

mp

 -

   

 

  

 

ter

   

  

mp

-

      p 

mp

   



Ma p

p

 



      ti - æ,

  

  

 

p

  

  

mp

mp

(Timp.)

  

mp

  



 

p

                    mf

    

p

  

mf

  

 

   

                    

Vla.

ter spe

mf

Vln. II



  

mf

                            

mf

mf

         

 



mf

    

 

mf

Cb.

   

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

T

Vln. I



    

   mf

mf

  

A

B

   

mf a2

         

Cl. 1, 2

Bsn. 2

(a2)

6

    

 

mp

            mp

mp

  

mp

  

 



 


80

 

Fl. 1,2

Ob. 1

Ob. 2

Hn. 1



  

  

  

mf

  

mf

Perc. 2

 

Pno.

S

 (Timp.)       

 

B

Vln. I

san mf

-

san mf

-

   san mf   san

-

-

 div.   

mf div. unis.

Vln. II

Vla.

Cb.

   mf     mf

 



ctæ



ctæ

ctæ

 



 



 

 

   

  

læ - ti



  

-



  

læ - ti

-

læ - ti

 ctæ

læ - ti

-

       unis.

  ti

 -

  ti

  ti

   

-

-

-

æ,

æ,

   

   

div.         

 

                     

(mf)

     

 







                   

 

 

   

 





(mf)



 

 

 

   



 



 







        (mf)

        

 



 

  





 



 

    



 





 

    

   





 

 



 

      

     

   

mf div.

mf

unis.



mf

  

mf





 mf

      







         



  

  

  

   

 

  

 

 -

-

-

Ma - ri

                

       

       

Ma - ri

 



  

Ma - ri



div.





  

O





Ma - ri

O



O

 



O



 



  

(mf)

 



  



 

(mf)

(mf)











æ,

unis.

 

æ,

   ti

  

    

  

 

 

  



 

 



f

-

 



(mf)

   



 

 



 





(Glock.)

           mf               mf div.

Vc.



    

 

T

   

mf

 mf  

A



   

mf

 

  

mf

Perc. 1

f en dehors

  

mf

Hn. 2

f en dehors

 a2     



f en dehors

              mf



 

 

 

f en dehors

 

Bsn. 1

Bsn. 2

 

Cl. 1, 2

a2

11



a,

a,

a,

 -

a,

O

O

O

O

Ma-

Ma-

Ma-

    Ma-

 

      

 

  

  



 

         

  




81

   

 

  

 

  

 

16

Fl. 1,2

a2

mf en dehors a2

Ob. 1,2

mf en dehors a2

Cl. 1, 2

mf en dehors

Bsn. 1

Bsn. 2

Hn. 1

Hn. 2

 f

 f



  





     

   

f

     

 

 

    



 mp

     

      

     

      

            

 

 

   

p

 

p

 



 



p

   

p

mp

Perc. 2

S

Cb.

 





 



  

sf-mf

sf

   

 



   

 





   

 



 

Bell Tree

    



    



sf

sf

 

mf

*Vibs. - motor off med. hard mallets



 



     mf        

 



 

 

   

   

      

 

ri

-

    ri   

-

ri

  

 

  

 

   

div.

Vc.



  

   



 a.

 a.

-



-

a.

a.

 

f



 

    

    

  

    







   

   

* If vibraphone is unavailable, tacet vibraphone passages in mm. 20-27.

      

sf-mf

 

 



    



sf

   

    sf



   

f

Sal



mf

 

-

ve

de

-

  

cus hu -



















 div.

 

  

 

    

   

p leggiero

 

p leggiero

  

p leggiero

 unis.                p           p

 

  

 

      

         

  

   

       

     

  

      

 

  

     



     

   



 

unis.

Vla.

 

T

Vln. II

          

sf sf

ri

Vln. I



A

B

       



Sop. Solo

 

sf-f

  



Pno.





Hp.

a2

sf

Small Cym.

Perc. 1

    

   

 





  hard mallet 

     





mp

  

   

 

   

     

   

 

   

div. pizz. a3 sf

sf-mf unis. 



     sf-mf unis. 

    sf-mf

div.     sf-mf    sf-mf

 



 




82

                sf-f mf       

   21

Fl. 1,2

Ob. 1,2

Cl. 1, 2

(a2)

 

sf

 



sf-mf

Bsn. 1

Bsn. 2

  

  

 

   

 



sf

 

Cb.

mp

   

sf-mf

   

sf-mf

 

   sf-mf  

 

sf-mf



  

mp

           

ma

  

-

ni ge - ne - ris,



sf

    

sf



    

 

sf

 

   

f

Sal

-



        

div. pizz. a3                         sf-mf

      

sf-mf



ve vir - go

unis. arco



       mf

di

-

gnior ce - te - ris,

   

     



sf

f

 

Quæ

  

 

sf-mf

     





sf-mf

   sf-mf  

sf-mf

 

sf-mf

 

mf

sf

    

sf-mf

   

sf

sf

sf

sf

  

sf

-

gi - nes

sf-mf

 sf

om

    

-

 

 

 





G#

       sf



nes trans - gre - de ris,

sf-mf

   

sf

   

sf

  

sf



sf



  

 

 

   sf

  

   sf-mf   

      nes trans - gre - de - ris, Et                

mf



     

    

 

sf



 

  





 

sf

vir



  

mf sf

         vir - gi - nes om   f     Quæ



 

    

        

 

sf-mf

  

sf

       

mf

 

 

mf

 

  

sf-mf       

sf-mf

         mp sf-mf mp sf-mf                      sf-mf sf-mf mp mp unis.      div.                         mp sf sf-mf                   sf



  

mf

  

sf-mf

 

 



sf-mf

           sf-mf 



  

mf

 

            

  

    

 



Vc.

   

  

sf-mf

               mp mf mp mf  

sf-f

 



Vla.

sf-mf

          mp          

mf

mp

Vln. II

 

   



Vln. I



Bar. Solo

(Bell Tree)

 



  

sf-f

   

 

   

sf-mf

 





Sop. Solo



Pno.





Hp.

sf

(Vibs.)

Perc. 2



Perc. 1

 



   



sf

 

     sf      sf






83

   27

Fl. 1,2

Ob. 1,2

 

Cl. 1, 2

 

      

Bsn. 2

Hn. 1,2

    mf         

 



mf

    

Pno.

Sop. Solo

Bar. Solo

S

A

     

   

 

  

p

  mf

mf

     p



   

    

mf

p

 

p





   



 



 

 a2  

p



al

  

  

  -

  Et

                 

     mf

 

      

 

              ti - us

se

al - ti - us se

       

-

-

des in

des in

su - pe - ris,



su - pe - ris,



  arco      



  



 

       

O

 



             

     

     

mf

p

              p

     p

-

Ma - ri

-

mf



 

mf

 

           p p

 

p         

mf

     

   

 a!

 

 

mp

 

      

 

mf





 mf





Sal mf

-

Sal

-

 

   div.

  

 



-

 

mf

 

-

 

mf div.

   

D# A#

                

 

 

 

  mp    



                  

a!

  



mf

p

     

    

     

mf

p

Ma - ri

mf

O

            p

  p

     

  

mf

    

 

  

p

                       

 

 

mf

 

Small Cym. soft mallets

mf

Timp.

mf

  



  



  

p



mf

Cb.

 

p

mf

Vc.

mf

   

mf div.

Vla.

              p  mf                           

f

mf

Vln. II

     

unis.

Vln. I

mf

p a2



Hp.

    

   

   (a2)           



f (Vibs.)

Perc. 2

  



Small Tri.

Perc. 1

 



mf

Bsn. 1



   unis.



mf

 unis. 

mf

ve ma

 

ve ma

  

         

mf

  

 

 -

ter

 -

ter

    


84

  

Fl. 1,2

Pno.

S

   



mf



   

 





 

      

    

 

   

mf





 mf

                

mf

    -

   -

 

se - ri - cor

 

se - ri - cor

-

Vc.

  di - æ,

mf

 

  div.

 

    





 

 

ter De

 

Ma

-

ter De

Ma

 



      

mf

     

 

   

-

-

 

     

      



 

  

-

 

i

et

 

i

et

ma

ma

 -

-

ter ve

 

ter ve

Ma mf

-

Ma mf

-

   

Ma mf

-

   

Ma

-

  -

-

ni - æ,

 

ni - æ,

 

                                      



 

   

      mf

ter spe

ter spe

   

ter spe

    

mf

ter spe

     mf

               

mf div. ½ pizz., ½ arco



mf

 

mf

 

 

   

     

mf

a2

mf

di - æ,

        

Vla.

mf

           

Vln. II



 

                            

  -

  

mf

 

         

    

                                                               

T

    

  

       

mf



  

mf

mf





mf a2

    

  

mf

mi

Cb.

 

 

 



 

A

Vln. I

  

mi

B

   

 

Bsn. 1

Hn. 1,2

Cl. 1, 2

Bsn. 2

  

Ob. 1,2

a2

32

   

mf

     

i

et

ma mf

-

ma mf

-

    

ma mf

-

ma

-

   -

-

-

i

et

   i

et

   i

et

             mf

  

    

mf

   -

 

ter gra

ter gra

     ter gra

mf

-

-

   

-

ter gra

-

   ti - æ,

  ti - æ,

   ti - æ,

   ti - æ,

          

      mf        mf         mf







   


85

     37

Fl. 1,2

(a2)



       

  

p

Ob. 1

mp

  

 

  

 

p

Ob. 2

p

 

Cl. 1, 2

Perc. 1

    

Perc. 2

Pno.

S

p

p

B

Vln. I

p

-



    Ma p

Ma

   p

 

Cb.

p

ple

-



-

  

ter

ter



ple

ple

ple

-

na,

 -

-

na,

na,

    

         

div.

 

 

ma mp



-

ma mp



-

ma mp

-

ma

-



 

 

mf

     

    

mf

ter

ple

  

ter

ple

  

ter

ple

-

-

-

na

ple

-

na

na

  

na

san mf

-

san

-

   

div.

   

ctæ











 

ctæ

ctæ

mf

mf

   -



  

læ - ti

læ - ti

-

-

 ctæ

læ - ti

-

 

  

      

       

  

    

 

   

unis.

  

Glock.

læ - ti

  

 

 



 

  

     







 

   

 

      

 

  





  





 







ti - æ,

ti - æ,

 

 

ti - æ,

ti - æ,

 

            mf                mf div. unis.            mf      mf mf div. unis.

    



-

      

  

san mf



           

    

-

     ter

san mf



    

 

        



 

f en dehors

   

mf

 

mf

 

       

 a2    

  



       

f en dehors

  

mf

      



mp

mf



na,

 

ter

    

p Tutti arco

  

ter

  

   

mp

  

mf

   

mp

  

    

 

-

 

unis.    

mf



-

p

Vc.



f en dehors

              

        



  

 

 

p unis.

Vla.

 

 unis.   

Vln. II

  

p

Ma p

T

 

  

 

A

  

  

Ma p

mp

(Timp.)

  

 

  

mp

 





  

 

  



mp

p

Hn. 2

  

p

Hn. 1



f en dehors

 

mp

          

p

Bsn. 1

Bsn. 2





 

      

 

mf

 

mf

  mf

div.  

 

   

    

    

   

   

    





 



 

 

 

 

    

 









 


86

Fl. 1,2

 42 (a2)                       (mf)

Bsn. 1

Bsn. 2

(mf)

(mf)

Hn. 2

(mf)

Perc. 1

S



     

(mf)



  



Ma - ri

 

O

Ma - ri

  

               

 



(mf)

    

-

(mf)

   

(mf)



(mf)

  

  

Ma - ri

unis.

Vc.



O

(mf)

Vla.

-

 div.  

Vln. II



Ma - ri

   O  



 



a,

a,

 -

-

a,

a,

    

 

mf en dehors a2

   

mf en dehors

    

 f

 f



 

    

 

    

 

     

f

 

   

            

 

        

hard mallet   

 mp





     

      

    

  

      

    

 

mp

            p





 

 

 

 



 



   

 





p

p

   

p

Small Cym.



O

div.

Cb.

  

T

Vln. I



         

A

B

(mf)

 

 

mp

           



Pno.



   

 

mf en dehors a2

  



(mf)

a2

  



  

 

 

(a2)                     

Cl. 1, 2

Hn. 1



Ob. 1,2

  

           O

   O

 

O

 

O

    Ma

-

ri -

Ma

-

ri -

    



Ma

Ma

-

-

ri -

ri -

        

             div.        

  

     

    















 















   

    

a. f



unis.

  



a.

 





a.

    

    



a.



 

     



   

      

 

         

  

  



       

   

div.

  

   

            

    

   

p leggiero

  

  

p leggiero

p leggiero unis.

     p     p

  

  

 

   

 

         

    

      



    



         

    






87

  

    48

Fl. 1,2

Ob. 1,2

Cl. 1, 2

Bsn. 1

Bsn. 2

Hn. 1,2

 

sf-mp

      (a2)

f

 

f

sf-mp

(a2)             mf

    

  (a2)      

Tpt. 2

Tbn. 1

Perc. 1

  

   

 

 

Small Tri.

*Crotales mf (mounted) Vibes. - med. hard mallets

Perc. 2

Hp.

Pno.

Bar. Solo

     

Vln. II

NNMOMNNN

  unis.   

 

sf-mp unis.

            f

Vc. div.

Cb.

ve

sf-mp

     sf-mp

      

sf-mp

fe

   



 



   



f         -

  

 

 

mf

 

-

vir



 





 

 

 



  

 

  

  

  





   

sf-mp

    

sf-mp

      sf-mp

* If crotales are unavailable, substitute glockenspiel.

-

go

 

   

sf-mp



sf-mf

 

mf

 

mp

sf-mf

mp

mp



 

qui

sf-mp

sf-mf

     f    

 

mf



mf

     

mf

 

sf-mp

    

sf-mp

   

sf-mp

   

sf-mp

-

det

in

-

tris

mf



mf

dex - te - ra,

sf-mp

   

mf



    

sf-mf



  



   

p

 

sf-mp

    

sf-mp

  

sf-mp

   

sf-mp



MMLOLMMM

 

  



  

 

sf-mf



  



 

Pa

mp

  

se



mf

 

sf-mf

mp

 

  



sf-mf



       

  

mp

mf





 

Nam

 



  

p

mp

    





sf-mp

sf-mf

 

pizz.       mf               

  

sf-mf con sord.



mf

   



 



sf-mf



      

sf-mp

mp

 

pu - er - pe - ra:

 

sf-mf con sord.

  

 

sf-mp

mf

 

sf-mf

     p



mf



  

 

sf-mp

sf-mp

     



sf-mf

 



  



  

sf-mp

 

  

   

sf-mp

    



     

     

lix



  

sf-mf





   

         

sf-mp unis.

Vla.

  

  

mf

 

mf

Sal

Vln. I

    mp

  

  



mf

         mf         





  

1.

 

(con sord.)     sf-mp  

 



f

Tpt. 1

sf-mp

     

       mf

 

 

  

 

sf-mp





  

mp



        

Cæ -

lum,



  



  

p

p

    arco

p



p



p



p



     

-

lum


88

  

Fl. 1,2

Cl. 1, 2

Bsn. 1

Bsn. 2

Tpt. 1

Perc. 1 Perc. 2

Bar. Solo

Vln. II

Vla.

Vc. div.

Cb.



  

Fl. 2

Cl. 1, 2

Bsn. 1

Hn. 1

Perc. 1

(Vibes)

Hp.

Pno.

Sop. Solo

-

 

      

  

æ - the - ra,

 

  p   p

Glock. - soft mallets

         p dolce     

   

p dolce

  

              p dolce                   

p sognando

    

cre - a - vit

-

       



 div.          

pp dolce



     

pp dolce pp dolce

  





a

mp

    mp



    mp



p

p

          

-

ni - tus,

O - bum - bra - vit



          

 

  

  

  

  

-

  

            

  

3

3

  





 



 

                 

pp dolce









    

  

3

  

h = q.

  

u - ni - ge

Ma -

te

3



  

O

  

a,

ni - tus,

   



      

 

                   Fœ -

    

  

cun - da - vit

te san - ctus

  

  

  

  

   

   

   

   

 

 

 

 

 

 

 

 

 

 















  

  

  

   

  

  

G#

   

 

  



        

-



p



        

3



    

Ma - ri





3

 





  

  



     



 

     



                 

 

  

     

p

    mp

     



  

3

 

3

  

  

p

    mp

  

  

  



mp

  

3

3

 

O

p

 



  

3

 



mp



vis - ce - ra,

clau - sit

 

     

  

se

mp

  

  



p

  

p

   

mp

 

p

p

Pa - ter in - ge pp

a.

  

  p  

 

  



p

mp



-



mp

3

Timp.

h = q.

 

 

ppp



tu

mp

    ppp    



tra

p



mp

p

pp

-

mp

p

   

  

p





p dolcissimo

     

In

p

    pp      

  

               p dolcissimo          

    

 

p

Largo q. = 38

mp

rit.



pp dolce div.

Cb.

et



pp dolce

Vc.

ram

 

  

div.

Vla.

-





  p 

    mp

p

mp

mp





p



ri

Vln. II

ter

  



(con sord.)







  (Timp.)  

mp

      mp 



    mp

  

Largo  q. = 38

Vln. I



  

   

p

 

gens

Te

Bar. Solo



       mp

        

  

pp

Perc. 2

rit.

 

58

Fl. 1

 

re

Vln. I

       

    

53

  



   


89

Fl. 1

Fl. 2

63                                          mp p p                                          

Bsn. 1

Bsn. 2

Hn. 1

Hn. 2

Cl. 1, 2

mp

 

Hp.

Pno.

Sop. Solo



Solo Vln.

Vln. I

Vln. II





p

  p

mp

  



  





     

mp



 



     

 pp

pp

pp

pp

          





  

 

p

  

G§ Ab

D# C#

    

p

  

 

 



p dolce

pp

 

p

  

 -

mp

ri - tus,

 

  

          

Vla.

Vc.

  

    

      Tu es

fa - cta

     

to - ta

di

-

   

    

   p

 

p

   

 

  p

p

  p

  p

vi - ni - tus,



     

    

pp

 

pp

  div.



  

 

 

      



   



     

p

 

   

pp

pp

pp

     Te

   

  







 p

  

  

        



     





  

  

  

B§ E§ F# G#

 





                                             p mp                                            

   

Cb.



             

spi

Bar. Solo

 

  



p dolce

   

 



p dolce

(Glock.)

Perc. 2



 

p

                 

         

    

cre - a - vit



        p        pp     pp       pp  

unis.



    pp

pp

   

De - us mi - ra

   

p dolce

-

 

cre - a - vit

   

      

    

     

        

     

  

Te

 

        

bi - lem,

 

 

Te

res - pex - it an - cil - lam

       De



-

us mi - ra



     

 -

 

  

bi - lem,

Te res-

   

      

 

 

 

 









  

  

  

  

    

  


90

Fl. 1

Fl. 2

Cl. 1, 2

Bsn. 1

Bsn. 2

Hn. 1

Hn. 2

Perc. 1

69       

     

      

 

         

Hp.

Pno.

Sop. Solo



Vln. I

Vln. II

Vla.

Vc.

Cb.











   

         

 

 





p

p

 



 







p

 



pp

mp

 

  

rit.

                    mp p                   



p

p



     

         

                 

-

  

   

                     

      



      

                 

  

     



     

Te

-

lam

        

 

      

mi - lem,

spex - it an - cil

Solo Vln.

          

 

hu

Bar. Solo





(Glock.)

Perc. 2

                 

hu

     

   

 -

    

  

     

A#

     

     

  

 

mi - lem,

  

 

  

spon - sam a - ma

     Te

  

   

   

-

quæ - si - vit

   

    

div.



  

         

  

  

   

    



 

 

bi - lem,

pp



pp

     mp    

  mp



pp





 

 

 

          

pp















p



 

  

    



p

p

  

    -

   p

cit con - si -

Ti - bi num - quam fe

-

cit,

mi - lem.

rit.

   

   

  

 

  

  

 

p

   p

  p

p

  p

    

     

ti - bi num - quam fe - cit con-

      mp     



             

num - quam fe

spon - sam a - ma - bi - lem,

 

                      mp

Ti - bi

  



Small Cym. hard mallet

mp                   

pp





pp

 

mp

   



 

     

quæ - si - vit

     

 

p

    

pp

pp

pp

pp

pp

         














91

Fl. 1

Cl. 1

Hn. 1

 

   

Fl. 2

Cl. 2

a tempo (Largo q. = 38)





p dolce, sognando

  

    

  



p dolce, sognando

  

  

p dolce, sognando

Tbn. 1

Tbn. 2

 



p

 

  

   

 

p dolce, sognando

      

       

p dolce, sognando

  

   

 

   

T

  

Es - to ma - ter p dolce, sognando

nos - trum so - la

- to ma - ter p dolce, sognando

nos - trum so - la

Es - to

nos - trum so - la

   Es  

 

  

  

    

ma - ter

  

Vln. I

       

   

Vln. II

    

p dolce, sognando

   

Vla.

Vc.

Cb.

    

p dolce, sognando

  

p dolce, sognando

 

p dolce, sognando

            

cresc.

cresc.

  

     



    









 



  mp

  

mp

  

mp

mf

mf

         

     

 

    mp

  

 

                   cresc.                   

   -

-

-

     

mf

mf

mf

-

ci - um;

   

ci - um;

  

 

ci - um;

     

ci - um;

gau - di - um;

     

         

unis.

 

                

 

 

 div.          cresc.

cresc.

             cresc. div.

unis.

 

   

     

 

cresc.

 

cresc.

         

           

        

p sub.

    

p sub.

  

p sub.



p sub.

           



(p)

 











 



 



  

     

 



p

p

  

 

p

   



     p

D§ F#

 

    

p sub.

mf

Et nos tan - dem p sub.

    

post hoc ex - si

mf

Et nos tan - dem p sub.

    

post hoc ex - si

   

Et nos tan - dem p sub.

post hoc ex - si

 

mf

Et

post hoc ex - si

     

   

nos tan - dem



mf

mf

p sub.

p sub. div.

   

p sub.

mf p sub.

    

-

-

-

-

 

         

            

li - um,

   



  

     

 

li - um,

li - um,

li - um,

    

unis.

mf

unis.

    

   

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

  

   

mf



  

                                mf p sub.                          

  

(p)

    

div.              mf p sub. div. unis.            

 

  

mf p sub.

 

 

  

mf

gau - di - um;

 

   

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



gau - di - um;

cresc.

unis.

 

 

   



p sub.



Nos - trum es - to tu vir - go cresc.

  

Nos - trum es - to tu vir - go



  

gau - di - um;

      

Nos - trum es - to tu vir - go

 

Nos - trum es - to tu vir - go cresc.

 

p sub.

mf

mf



    

cresc.         

  

    

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

div.

   

p dolce, sognando

cresc.



a tempo (Largo q. = 38)

Tutti unis.

    

nos - trum so - la

    

cresc.



mp

Db F§

Es - to ma - ter p dolce, sognando

 

A

B



p dolce, sognando



si - mi - lem. p dolce, sognando

S



                    p dolce, sognando                   

Pno.

Bar. Solo



p dolce, sognando



Hp.

 





senza sord.  

p

    

senza sord.

(Small Cym.)

Perc. 1



    

  

p dolce, sognando

Tpt. 1



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

  

   

Hn. 2

    



  74



    

         

  

 

   unis.   

unis.

unis.             

 


92

      



80

Fl. 1

     

Fl. 2

Ob. 1

Cl. 1

 



p

Tempo I (Moderato q = 80)

  

sf-f

mf

mf

    

  







 

sf-f



  

sf-f

  



                      



  





Ob. 2





 

     

 

sf-f

mf

sf-f

    

Bsn. 1

Bsn. 2

Cl. 2

Tpt. 1,2

Tbn. 1

Tbn. 2

Perc. 1

Perc. 2

Hp.

Pno.

S

a2    

   

 



 

    

   Læ  

         

Vln. II

    div.

Vla.

Vc.

    

- tos iun - ge

    

Læ - tos iun - ge div.

div.

Cb.

 div.      

     

   

 

 

mp

 

 

Timp.

p



MMLOMNNN

   

cho - ris cæ - les

  

cho - ris cæ - les

-

    

-

         

-

cho - ris cæ - les

  

 

   -

       

unis.

 

ti - um.

      

ti - um.

     

ti - um.

ti - um.

  

         





   

(f)

(f)



 



 

  

        

              







a2





 

 



    

 

  

  

   



  



 



f



   

 





f

       

 

   

                      

                

                       

                           

 Tempo I (Moderato q = 80)

f



 

Sal f

-

ve

Sal f

-



 

Sal f

-

ve

Sal

-

  

unis.



ma

  

ve

ma

ma

  

ve

ma

 -

-

-

-

ter

mi

ter

mi

 

   

          f         f

-

     

-

    





se - ri - cor



se - ri - cor

-

di - æ,

di - æ,

 

               

   

di - æ,

se - ri - cor

  

  

sf-f

-

mi

-

di - æ,

ter

-

-

  

   

mi

       

  

ter

 

sf-f

se - ri - cor

  

  

sf-f unis.

-

   

unis.



      

f

Glock. - hard mallets

  

 

 

 

f

 

  





  

f

f

f

   

              

  

f

            sf-f              f     

  

f

   

   

f



   

loco

f

             

 



f

f



             

      

sf-f

damp

(mf)

f

      



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

cho - ris cæ - les

 

sf-f



   

     

 

  

Bb A#

    

 

 

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

              sf-f        

 

f

sf-f

 

p Large Cym. hard mallets

    

Læ - tos iun - ge

Vln. I

mp

Læ - tos iun - ge

B

  

sf-f

 

 

mp

       

  

T

 

 

                cresc.               

A

 

mp

 

 

 

 

 







     

mf

  

mf



Hn. 1,2

  

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

 

   

 

  

 

  

    




93

  85

Fl. 1,2

           

a2

        a2

Ob. 1,2



 





    f   

    

 

 

 



          simile

  



-

 

T

   Ma  

Ma

-

-



 







f









 



      

i

et

ma

   

i

et

ma

 

 

 

 

 

 

 

-

ma

 

 



-

 

-

 -

       

   

   

     

ter

ve



ter

ve

-



-

ter

ve

-



ter

ve

-

 

 

 

   

  

  

ni - æ,

ni - æ,

  

ni - æ,



  

    

f

 f

f



  f

f

f

       







 f

 

 



f

      

f



Ma f

-

Ma f

-

 



ter

Ma f

-

Ma

-

   

 

f

 

spe

 

ter

 

ter

f

spe

f

  

 

   

f

 



     

-

-

-

 

 

 

 

    

spe

  

  



   

       

-

 

 

 

  

f

spe

ter

f

  f   

 

  



  

 

      

  

 

 

f

  

     



 

 

  

ni - æ,

 



f

f

        





  

             



f

  

       

             

 

f



et

 



f

f

i

-

 

De

f







f



-

  

f

ma

-



       

 

et

-

  

f

i

 

 

 



 

 

   

De

ter

      

   

ter

                 

      

De

    

ter

-

 



   

f

 

      

De

 

Vc.

ter

     

Vla.

f (Timp.)

 

Ma

Cb.

  

A

Vln. II

Ma

Vln. I

         

B

 

(Glock.)

S

 

Tbn. 1

Pno.

 

Tpt. 1,2

Perc. 2



Hn. 2

Perc. 1

 

 

Bsn. 1

Tbn. 2

      



Cl. 2

Hn. 1

      

 

Cl. 1

Bsn. 2

       

  

f

f





    



i

et

-

 i

ma f

et

 

-

ma f



ma f

-

    

-

 

i

et

 

i

et

ma

ter

gra

 

  gra

ter

ter

ter

 

 

  f     f

 

 

 

gra

 

f

    

gra

  

    f     f

      



-

-

-

-

  

  

  

  

ti - æ,

ti - æ,

ti - æ,

ti - æ,

 

    

 

 


94

   89

Fl. 1,2

Ob. 1

Ob. 2

Bsn. 2

 



Bsn. 1



p



 

Cl. 2

 

 

 

Cl. 1

(a2)

p

p

 p

 



 



           

   p

    



 

Perc. 2

  

 

 

 

S

p

 

 p   

Ma p



Ma p

T

Vln. I

    Ma p

-

-

-

      

Vln. II

p

 

Vla.

   p

-

ter

ple

-

 



-

  



ter

ter

  

mp

mp

mp

ple

ple

 

 

 

       

-

-

 



ple

-

 



 





 



    mp

 

ma mp



na,

-

ma mp



-

ma mp

-

ma

-



na,

mp



 



 

-

-

-

ter

ple

-

na

 

ter

ple

 

ter



mp



mp

 -

na

ter

ple

-

na





 

        

na

mp

 

ple

-

   

mp

 

-

 



 

 

  





 













 













f en dehors

f en dehors



f en dehors

  

 

  

  

 

(Glock.)

san mf

-

san mf

-

san

-

 

   

    

mf



ctæ



ctæ

mf

ctæ

  

læ - ti



 

læ - ti

-



-

ctæ

læ - ti

  

 



  mf   

mf div.

    mf     mf

-

   

-

mf div.

-

læ - ti

unis.

unis.

    

  

 

             



 

  

  ti

  ti

 

 -

-

 

 



 

-

æ,

   

 

div.          

unis.



æ,

ti

  











 

æ,

 



-

 



æ,

ti

 









 

san

div.

 

f

mf

mf





mf

mf

   

     



f en dehors

        

mf



mf

  



f en dehors

          

mf

 

 

mf



na,

mp

 

na,





    

 -



      

mp

 

mp

mp

   

ter

 

mp

-

 

 

mp

        

    p

    

p

Vc.

-

 

Ma



 

p

Cb.



A

B

p

 

Pno.

 (Timp.)      



mp

p

Perc. 1



p

Hn. 2



p

Hn. 1

 





 

 

 

    




95

 

(a2)

  93

Fl. 1,2

Ob. 1

Hn. 1

Hn. 2

Perc. 1

(a2)

 



S

 





 

 

    

 

      

  



(mf)

        

 



O

O

 

 

 

 





 

 

div.

 

mf div.

mf unis.



mf

   

mf

mf en dehors

  

  

 

 

      

       

 

Ma - ri

      

 -

-

-

-

a,

O

 

 

a,

a,

a,

    



O

O

 



    

  

ri

-

Ma

-

ri

-

    

    

  

-

    

  

 

Ma

   

O

Ma

-

   

 

   

 

       

 

ri

ri

       

unis.      div.      

      

-

-

      

 

  



 

 

 

 

 

   

-

 

mp

  

Ma

f



   

           

        

f



   

f

  

f



 

  

Small Cym. hard mallet

  





            



    

 

Ma - ri

 

 

mf en dehors a2



 

 

 

Ma - ri



mf





 

mf en dehors

Ma - ri

O

 

 



 



  

       

 

mf

O







  

 

 

 

 



(mf)

   

(mf)

  

Vc.

(mf)







mf en dehors

  



 

 

a2

  







Vla.

(mf)

 



                   

  



 

Vln. II

Cb.



  

(mf)



T

Vln. I



 

A

B





Pno.

 

(mf)

    

  



                    

  



Hp.





(Glock.) Perc. 2



 

 

Bsn. 1

Bsn. 2

 



Cl. 1, 2

  

Ob. 2









a.

a.

a.



a.

 

f



 

 

  

    

         

 

 

   

 div.

 

  

 

          

 


96

 

98

Fl. 1

Fl. 2

Ob. 1,2

Cl. 1

Cl. 2

Bsn. 1

  

a2

mp



mp



mp

                 

   p

Hn. 2

Perc. 1

Hp.

Sop. Solo

Bar. Solo

Vln. I

   

Vc.

Cb.

     

     

    



p

 

mp





 

        

    p leggiero unis.        p        p

 

  

 

* If crotales are unavailable, use glockenspiel.

      

 

          

   

mp

       mp

  

     

      

-

ri

        

unis.

  

  

 -

a,

mp

   mp     

mp

mp

 

     O

      

  

Ma - ri

     

mp



 -

a,

mp

   

mp



  

 





  





O

      

  

mp

  

-

Ma - ri

-

Ma - ri

    O

Ma

    *Crotales

O



  

mp

mp





 



   





mp

 mp

mp



   

 

  





    

 



    



 



    mp

     

  

p leggiero

Vla.

 



p leggiero

Vln. II

     

      p

Hn. 1

     

 



 a.

 





div.

  

a.

unis.           mp         

unis.



 


97

103

Fl. 1,2

   

 

Ob. 1

mp

 

  

Cl. 1, 2

Bsn. 2

  

  

 

mp

mp

 med. soft mallets     mp 





  

mp

Bsn. 1

 

  

Hp.

Sop. Solo

Bar. Solo

A

B

 

   

 

Bless mp

-

Bless

-

     p     p

  

ed, bless - ed

are

ed, bless - ed

 

are

the

poor,

the

 

Vln. II

mp



mp Cb.



mp

poor,

bless - ed those who have

 

  

no

roof,

no

roof,

 

no



room,



 

but

 

room,

but

still

still

 

 pizz.

 

 

 

 

 

           

             

arco

    

arco

 

mf

 

 

mf

 

 

O mf

Ma



  

   mf 

   mp

mp

 

mp

 

mf

     



mf

 

mf

 

mf

 

mf

 

-

 Ma



div. pizz.

mp



en - dure—

mp



mf

en - dure—

 

O

pizz.

 

               

mf

               

mp

div.

Vc. div.

no

 

  

                 mp             

Vla.

bless - ed those who have

Un poco più mosso q = 88

Vln. I

  

Med. Cym. soft mallets

 



p

 mp  

Bb Ab

mf

mp

mp

 

  

 

   

 

Vibes-motor on

Perc. 2

                               

Un poco più mosso q = 88



 

-


98

                                       107

Fl. 1,2

Ob. 1

 

Cl. 1, 2

 

Bsn. 1

Bsn. 2

Hn. 2

mp

 

    

Hp.

Sop. Solo

S

T

Vln. I

Vln. II

 

-

a,

a,

       

Vc. div.

Cb.

 

   

    

mp

mp

 

mp

  

  

mf

O mf

 

 



Ma

ri

 







 



 

 



  

 



 







   

   



Ma

   



 



mf

mf

mf

-



-

ri

-



 

a,

 



a,

 

Bless mp



-

ed

are their days

Bless

-

 

ed

are their days

to

come,

to

                    

mp

            mp unis.

mp

  

pizz.

  

  

  

mp pizz. mp pizz.

mp

MNMOMNMM

unis. arco

 

C# B§ G§ A§



mp

mf

 mf 

-

mp

     

mp

O

mp

Vla.

  





ri



mp

 

 -

mf

 

mp

     

 

mp



p

ri

Bar. Solo

    

 

(Med. Cym.)

Perc. 2

 

mp

mf

 



mp

mp

 

mp

 



mf

 

come,

for theirs

  

is

the

king - dom,

for theirs

is

the

  

  

     

   

   

     

  



      

 



 



 

 

 

the king

  

king - dom,

the king

     

-

-

dom

of

dom

of

     

             

                



 



 



 

arco

arco

arco


99

          

   111

Fl. 1

Fl. 2

Ob. 1

Ob. 2

mf

Bsn. 2

   mf      

  sf   

Tpt. 1,2

Tbn. 1,2

Perc. 1

Perc. 2

Hp.

Pno.

S

  

  

 

mf

bell-like

 

mf

   





 



mp



 

mp

 

 

 





 mf   

   

 

  mp 



  





   



 



  

 



 

   

     

    







 





  







  

 



 



 mf

T

B

Vln. I

    light—

    

  

 

mf

and mf

nev - er - more,

and

nev - er - more,

 

    mf

div.

    mp

     mf   

div.

Vla.

mf

Vc. div.

Cb.

  

mf

   mf     mf



    

  pizz.

 sf

 

sf

 

sf

 

  

  arco

 

  

  

   mp

 

mp



 

nev - er - more

can

nev - er - more

   



 

mp

 

 

 

can



  

  

 

* If chimes are unavailable, substitute medium cymbal with hard mallet in mm. 111-119.

   

    

   

 

 

it

be

 

it

be

ut - ter

     

     

 

   

ut - ter

 

   



  



   

       

 

 



 

 

    



 

for mf

theirs

is

  

for

theirs p

  

mf









 

the king

-

dom

of

  

dom

is

the king

-



of

 

 

   

  

 





 

night,

p

night,

 

 

3

  

 

 

mp

mp

 

     

   mp

div.

Vln. II



1.

 



3

 

    





   

 



sf

light—

A

3

   

                3 3                   3 3                 3

  



 

 

 

loco

mf





 

 

norm.



mp

mp



           

 

 

  

 

 

 

 



 



    

          

  

mf with fingernails or hard guitar pick

Timp.

mp

     

mp

  sf-mf *Chimes       

          

 

     

mp

sf-mf

mp

    

mp

mp

sf-mf

   mf

Hn. 2

    

mp

  sf

mf

Hn. 1

  

mf

mf

Bsn. 1

mp

           

Cl. 2

          

          

 

Cl. 1

          

mp

mf

           mf      mf       

      

 

    

      

 

 



sf



sf



     

            

  

  

 

 

    

 

  

 

 



 



 




100

  115

Fl. 1

Fl. 2

   sf-mf

  

sf-mf



Ob. 1

sf-mf

    

Ob. 2







     sf-mf

      

Cl. 1

sf-mf

      

Cl. 2

  







  

mp



 

            





Bsn. 2

Hn. 1

sf-mf

  

  

 

sf-mf

 

Hn. 2

mf

 

 

Tpt. 1,2

mf

Perc. 1

   

Hp.

Pno.

S





 





 



f

 

sf-f



Vln. II

Vla.

   sf

  

     

sf-mf

Cb.

sf-mf





 

loco

   

  mp 



  

 

   

    

     

 



 

 

 

    

  

and nev - er - more, mf

 

and nev - er - more,









 

  

 sf

 





nev - er - more

 



nev - er - more

 can

can

pizz.



sf

 

 

 

mp

          

 

arco

mp

  

       

mp

sf

mp

sf

mp

 

 

 

       





    mp

 

 

 

it

be

ut - ter

     

  

 



 



3

    3

    3

 



 

  

 

   

ut - ter

3

   



   





   

 





  

   



  

       

 

 



 

 



 

 

for mf

theirs

is

  

for

theirs p

mf

be

    

 

 

it

mp

   

   

  

  

3

   



1.

    



 

   

    





3

   



 



  

 

           3            3

  

 

 



mp

 

loco



 

  

sf-mf

norm.

  

mp

unis. mf

  

Vc. div.

 

  

         

       

mf

  

     sf-mf      sf-mf     sf-mf   

mp

  

light,

Vln. I





      

          

   

light, sf

B

  

sf     

T



       

11

    

A

mp

  sf-mf    

   

     

     

mp

mp

 

mp

sf-f with fingernails or hard guitar pick

 

mp

 

mp

(Timp.)

(Chimes)

Perc. 2

mp

sf-mf

  Tbn. 1,2  

    

 

          

sf

sf-mf

      

mp

 

  sf 

  

sf-mf

Bsn. 1

mp

          

   





is

 

the king

-

dom

of

  

-

dom



of

the king



 

night,

p

night,

   

              

 

   

 

 



 



 



 

  

   





sf

  

 

sf

    

            

     

   

   




101

Fl. 1

119        



      



sf-mf a2

    

Ob. 1,2

sf-mf

      

Cl. 1

Cl. 2

  



cresc.

       

sf-mf

Bsn. 2

   

sf-mf

Hn. 1

sf

    

Tpt. 1,2

Tbn. 1,2

Perc. 1

Perc. 2

Hp.

   

Pno.

S

 

f

 

sf-f

    

   sf

 11

  

   sf

sf

   

B

Vln. I

 

unis.

Vln. II

Vla.

Vc. div.

  

sf-mf

  

sf-mf

Cb.

 

sf-mf

 

 



 

sf



 

sf

 

sf



cresc.

 

cresc.

 

cresc.

cresc.

 

  

  

cresc.

 

    

 

 



  



    

   

 





 

  sf   









sf

   



sf









  

sf-mf

 

sf

 



sf-mf

  

 

sf-mf

  









 

  

of



unis.     

of

   

 sf

of

    sf    

unis.

 





 

 

 

 

sf

sf

sf

  sf

    

     

light, sf

 

più f

   

   

of

 

D# G#

unis.

 

 

   

 

sf

sf

L.H.

(cresc.)



 

NNMOMNNM

light,

   





light,

   

    

damp

 

 

 



sf-mf







 

   

       





 

 

 



   

 

 

  

damp

 

mf

sf-mf

sf

cresc.

 

   

sf-mf

light,

unis. mf

 



sf

of

of

    sf-mf      sf-mf     sf-mf   

   sf

 

of

 





of

 



(loco)



  



light,

T

  

 



 

light,

A

    

 





    



 

sf

  

 

 





sf-f with fingernails or hard guitar pick

    



cresc.



 

  sf-mf (Chimes)    





(Timp.)

 

sf



sf-mf

 

mf

 

 

mf

 

 



cresc.

sf-mf

 

Hn. 2





cresc.

cresc.

sf-mf

Bsn. 1



cresc.

sf-mf

      

cresc.

sf-mf

Fl. 2

 

 

 

light, sf

light, sf



    



    



unis.

light,

of

 sf

light,

of

       

 

    sf

 

unis.  

sf

sf



     of



sf



of



 



unis.     

 

L.H.

sf

  sf  

     



 

 

   

   

                  

   

  

 



sf



 



sf



 





sf


102

                 122

Fl. 1,2

a2

ff joyfully

  a2            

Ob. 1,2

                  ff joyfully

Cl. 1

                 ff joyfully

Cl. 2

ff joyfully

Bsn. 1,2

Hn. 1,2

      

 

f

ff joyfully

Tbn. 1

Tbn. 2

Perc. 1

Perc. 2

Hp.

Pno.

S

 

 

 

f

poco

 

f Glock. - hard mallets marc.

f

  

B

       

     

sim.      

      

dim.

   

 

    

     f

 

       

ff joyfully

                     

poco

Vc.

Cb.

         



 



 

       

poco



poco

       

 

     light! sf-f     

    f  unis.   f        f

 

    



     

       

    

dim.

dim.

mf dim.





 





 

       

dim.

 f

 

 

        

                

   

   

   

 



      

       



     

dim.                

       

sim.

    



        

       

dim.

   

 unis.      

dim.

dim.



     

dim.

sf-f     

       

dim.

       

a2

       

f div.

Vla.

f

     

dim.

poco

       

f

Vln. II

f

  

   

poco

light!

Vln. I

 

f



poco

        sim.

 

light! sf-f

T

      sim.



light! sf-f

A

dim.

 

        

  

      



(Timp.)

  

sim.        

ff joyfully

     

f

 

      

poco

   f poco 1. (con sord.)              

Tpt. 1,2

sim.        

   

 

 

 





dim.



   

dim.



dim.



dim.



dim.

 

  

   

 

 


103

   127

Fl. 1,2

 

Ob. 1,2

 

Bsn. 1

Perc. 2

Hp.

Pno.

S

 

     

B

Vln. I









     

 

 

Vc.

 







p

sf

 

p

sf



sf

p

p

sf

  

 

 p

   

 

 

 

 



 

Light!

  

p sf

 







 





cresc.

 

mf

 Light! sf

 

 

 

  

 

 

 

 



 

 

 



cresc.

 

cresc.

 

cresc.



 

 

 

cresc.

sf

Light! p sf cresc.

cresc.

p

cresc.



p cresc.

cresc.

 

l.v.

p

p

p cresc.



sf

Light! cresc.

p sf

cresc.

 

   

 

 

 

  cresc. 

 

cresc.

senza sord. sf-p

p

sf

cresc.

cresc.



 

cresc.

p

 



sf-p

p

 

 

cresc.

sf-mf

cresc.



p

p





 

Light!

p

  



p



 p



  sf-p cresc.   

sf-p

 

cresc.



  

 

p

2.

Vla.



  

     

sf stacc.



 

(Timp.)



dim.

sf stacc.







 

 

(a2)

 (Glock.)    

 

Vln. II

Cb.

mp



 

A

T

 

 1.   

Tbn. 1

Perc. 1

 

 

Tpt. 1,2

Tbn. 2

     

Cl. 2

Hn. 1,2

     

Cl. 1

Bsn. 2

a2

 


104

   131

Fl. 1

  

Fl. 2

  

Ob. 1,2

 

Bsn. 1

Perc. 2

Hp.

 

 

Sop. Solo

Bar. Solo

S

A

T

B

Vln. I

Vln. II

Vla.

Vc.

Cb.

5

 

f

 

f

f

 

f

 

f

 

      

        

sf

 

sf

  sf   

 

  sf

  

ff

    

sf-f

   sf

f

f

  

f

 

 

   

 

f

norm.

mp (freely)

   

        sffp

 

 

  

 

  

 

lunga

f

 

     

 

 

 

 

lunga

   

 

 

 

ff

Light!

       ff    

lunga

  

 

ff

molto

Light! sf

 

lunga

lunga

  

 

 

 

Light! sf

 

lunga

 

                 cresc. to ff  l.v.       cresc. to ff, repeat until cue l.v.   repeat until cue

  

Light! sf

 

 

ff

  

ff

   

 

   

 

ff

   

 

   

 

 

  

ff

                                  ff lunga sffp  div.                                ff    lunga

   

sffp

                

unis.

f

p

        

   

lunga

lunga

f

 

sf f

 

damp

-  

 

     ff      ff

 

sf f

ff

lunga

 

Light! sf

f

 

 

lunga

Light! f sf

f

    -  

ff

lunga

   

loco

 

  

              sffp lunga ff                sffp lunga ff sf           sffp  ff sf lunga   a2                ff lunga ff f   a2        sffp lunga ff       sffp

sf

 

 



 

  

 

  

sf-mf

    

f

 

mf

(Timp.)

mf

sf

 

ff

sffp

mf

sf

lunga

cresc.

mf

    ff 

lunga                          ff sffp lunga                     

cresc.

mf

sffp

mf

sf-f

 

sffp

          

f

 

  

 

lunga              

 

           cresc.

    

   

f

 

 

sf

(Glock.)

  

         

 

  

f

f

  

5



 

Pno.

 

       

Tbn. 1

Perc. 1

 

 

Tpt. 1,2

Tbn. 2

sf-f

     

Cl. 2

Hn. 1,2

      

sf-f

     

Cl. 1

Bsn. 2

      

 

div.

   sf    sf

mf

mf

   



    sf

 

     

sf-f

unis.

 lunga       

  

sffp div.

sffp

   

ff

lunga

 

lunga

     sff     

unis.

ff

     

FINE 7' 11"


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