Dyson HIERUSALEM

Page 1

George Dyson

HIERUSALEM hymn for soprano solo, chorus and strings, with optional harp and organ

(1956)

Full Score

NOVELLO


For Harold Darke and The St. Michael’s Singers, 1956 Words adapted from a XVI century verse translation derived from St. Augustine. INSTRUMENTATION Soprano solo SATB choir Strings Harp (optional) Organ (optional) Note: the strings are divided throughout into a solo quartet and a main body of players.

Duration: c. 12 minutes

The creation of this typeset edition was supported by the Sir George Dyson Trust.

Vocal Score: NOV180277 Parts are available on hire from the publisher. www.musicsalesclassical.com


for Harold Darke and the St. Michael's Singers

HIERUSALEM     

George Dyson

Poco andante (q = c.66)

Soprano Solo

Soprano

   

Alto

  

Tenor

   

Bass

   

  Solo Violin I   

   

  

  Solo Violoncello  

Solo Violin II

Solo Viola

Violin I

      

Violin II

  

Viola

   

Violoncello

Contrabass

Harp

Organ

   

       

  con sordini, div.



pp



pp sempre

 con sordini, div.

 

pp

  

       

 

    

 

 

 

  





pp con sordini, div.

pp

 

 

  



  





  pp

 

 

 

pp

 

pp

   

pp



 

p



 

(senza sordino)

p (senza sordino)



 

p (senza sordino)



 

p

 





 

   

    

 



 



 

 

 

 

 

 

 









 

 

 

Poco andante (q = c.66)

   

con sordini, div.



(senza sordino)

Copyright © 1956 Novello & Co. Ltd.


2

   S. Vln. I   10

  

S. Vln. II

   

S. Vla.

S. Vc.

Vln. I

 

Cb.

 





 





 





 





 

    

    

   



  

S. Vln. II

 

  

S. Vla.

  

   

  

espress.

    

1

 

poco



poco

espress.

 

 

pp

 

pp

pp

 





  

   

pp

 

    

 

 

  





   

pp

 

pp

 

 



pp

 

 

pp

 

pp

pp

 

 

  

  

pp

 

poco



  



pp

  

 



 



 



 

    

Vc.

   

Vla.

   

ppp

    

Vln. II

Cb.

 S. Vc.    Vln. I

  



ppp



  

espress.

ppp

 19    S. Vln. I  

 







  

    



  







 

 

  





 





   

Vc.

 

   

Vla.

 



  

Vln. II



espress.

 

pp

  





 





pp





    

28

S. Solo

* p

  

Hie - ru - sa - lem,

  

Hie - ru

* pronounce Hierusalem = Yer - oo - sa - lem.

-

    -

sa

 -

lem,

 

  

my hap - py

home,

 

più p

my

hap

    -

py


3

  S. Solo      39

 

home,

     S. Vln. I   p

S. Vln. II

  

  

  

 

   

  

 

p

 

 S. Vc.  

Vln. I

S. Vla.

Vln. II

Vla.

Vc.

     

  

pp

   



pp

pp

Cb.

   

p

   

When shall I

to

 

 

    

 

  



 

  

 

poco

  

 



 

poco



come



 

When shall I



 

thee?



 

to

p

 

come

        

 

 

pp

  

  



pp

   

2 mf      









 













 

 

 

 

fp

fp

fp pizz.

 

f

 

p

   S. Solo    49

thee?

Vln. I

Vln. II

Vla.

Vc.

Cb.

  

      

  

When shall my sor - rows have an

   

più p

               

 







     

f

                  

end?

 

When shall my

 

          

rows have an end?

 

   

       



   

  

 

    

    

-



più p

 

sor

più p

più p

       p

 

  

 

     pp

 

 



 

Thy joys

 

  

   

 

p

 

 

p

  


4

      S. Solo    rit.

60

when shall I

3 a tempo 

 



see?

  

 



A.

 

 



T.

  

 



B.

  

 



 

 



 



 



 



 



 



 



S.

  S. Vln. I  

 

 

S. Vln. II

S. Vla.

S. Vc.

Hp.

Org.

  

 

  

  

 

p

  

    p

 



p

Cb.

    

   

Vc.

 

più p

    

   

p

p

Vla.

  Vln. I   Vln. II

p

  

p

 

 

  

   

 

pp

 

p arco



  

più p

  

 

p

      

 

 

   



dim.

 

dim.

 

 

 

  

 

pp

poco



  

 

pp

senza sordini

senza sordini

senza sordini

senza sordini

 



 



 



 

  

pp

pp

più p

 

p

più p

  

 



  

pp



pp

 

 

 

 

 

 

rit.

p

3 a tempo 

pp

 

 

 

 

   


5

4 Andante    S. Solo      S.  

(q = c.80)

            pp

O

A.

 

pp

  O

  

 B.  

T.

 

 

 

 

  

Vln. I

  

  O

S. Vc.

pp

 

S. Vla.



pp

poco

   

  pp

poco

Vla.

pp

 

Vc.

 

pp div., pizz.

p marc. pizz.

Hp.

Org.

p marc.

  

poco

 

poco

   

 

   

4 Andante   

(q = c.80)

-

   

  

sim.







 

saints!

sim.

    

sim.

 

sweet and

   

     

   

 

   

  

 

             

       

    

    



 

    

   

 

     

   

    



 



   

   



     



   

         

   

      

 

  



  

-



saints!

hap

plea - sant soil!



  

   

the



 

bour of

   



     

sim.

   

poco

   

sim.

        

sim.

sim.

  

poco

   

the

    

    

hap - py har

        

p

 

   

       

of

sim.

poco

      

  

 Cb.   



(div.)

sim.

poco

pp

 

 



hap - py har - bour

                poco pp  

 

 poco     

   

(div.)

Vln. II

O

  S. Vln. I   S. Vln. II

  poco   

pp

poco

poco

 



 



  

       

 

 

 

   

 

 

py


6

 S. Solo   74

S.

     

  

har - bour

 

A.

T.

B.

of

   

O

sweet and

 

    the

pleas - ant



  

S. Vln. II

S. Vla.

 

S. Vc.

 

      

Vla.

Vc.

Cb.

Hp.

Org.

 

 

  

   



                              

hap - py

     

hap - py har - bour

  



 

    

har - bour

of

 

  

the saints!



of



the

and



the

   

saints!

    

pleas - ant soil!

saints!

  







   



  

 





   



   



  



   





 

   



 





  

    



 

   

 

  



   

  

sim.

  

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

 

 

   

 

   



   



 

 

 

 







 



   

 

         

   

   

      

 

sweet

  



 

sweet

    

   

poco

 

O

   

hap - py har - bour

of





unis.



     

   



     



 

pp

          

 

O

   

           

     

soil!

 

 

Vln. II

 

  O

O



saints!

 

 

O

 S. Vln. I  

Vln. I

    


7

 S. Solo   78

S.

    

O

T.

B.

S. Vla.

S. Vc.

and

 

 



 

    

Cb.

Hp.

Org.

    

and



   



  

 

                

no

sor -

    

In



  

poco a poco cresc.





     

poco a poco cresc.

poco a poco cresc.

 

     

 







     

5

    

poco a poco cresc.

 

 

 

 

    

   

 

sor

thee

row

no

sor

-

 





 

   

   

  



  

  

     

 

    

  

 



 







  

  

  



 

 

 

 

  



row,

 

-



  

 



 

 

        

-

 

     

 

poco a poco cresc.

    



sor -

       

 

     

  

  

 

p

no



 

thee

In

  



   

no



thee





poco a poco cresc.

 



poco a poco cresc.

      

be found,

 

poco a poco cresc.



may p

   

   

row



 

 

 

 

  

     

 

poco a poco cresc.

 

 

poco a poco cresc.



 

 

   

thee

p

  In

        

  

 

  

pleas - ant soil! p





 

  

Vc.





soil!

   



   

Vla.

  

pleas - ant

In

 Vln. I     Vln. II

  

sweet

 

 S. Vln. I   S. Vln. II



        

A.

5



 

     


8

 S. Solo   82

S.

     

 dolce

may

A.

-

T.

 

 B.  

 S. Vln. I   S. Vln. II

S. Vla.

S. Vc.

row

Vla.

Vc.

Hp.

Org.

may



no

 

be



sor

-



row

may



grief,

care,

    no



   no

care,

no

toil.

toil. dolce

         

   

  

 

 





 



 



  

  

 

   

 

   

 

 

 

be found,



  mf



mf

    

  

 

mf



mf



 

  

 



  

 

  



     

 

 

mf

 

 

 

 

 

  

  

    

   

      



  

  

 

 

  





     

   

     

  

   



  

   

dim.

 

   

 

 

dim.

  

   

dim.

  

dim.



dim.



 

 

 

 

 

  

  

dim.

 

  dim.

 



 

 

   

dim.

 

   

dim.

dim.

no

no





 

   

grief,



No

   

   



mf

 

   

dolce

    

grief,

 

    









 

     

mf div.

  

   

mf

  

mf

  

mf

   

   

  





   

No

no

dolce

    

found,

    



 

grief,

      



 

 

No

no

 

 Cb.  

found,

   Vln. I   Vln. II

be

       

        

     

  


9

 S. Solo  

 

86

S.

A.

6

  

p



Thy

     care,

T.

B.

   care,

no

 

no

toil.

  

 

 



 

 

 

  

     

  

   

Vln. II

Vla.

Vc.

  

 

 

 

 

 

        

 

 

 

     

 

 

 

   

 

   



      

 



p

       

unis.



 

 

       



 

p

p

 

 

p

      

   

p

  

 Vln. I    

Org.



 

S. Vla.

Hp.

 

S. Vln. II

Cb.

toil.

       

 S. Vln. I  

S. Vc.

   

 

p unis.

 

 

 

  

 

p

p

 

 

p

 

        

        p

  

  

 

  

    

   

mp dolce div.

sim.

mp dolce

sim.

                                   

mp

   

   

mp

    

6

unis., arco



mp





    

mp

 



 

walls

div.                                         

           

   



    




10

 S. Solo  

 

90

 

        



Thy

S.

  A.

 are

 

 of

  pre

-

 

-

-

warks

di

 p

-



p



Thy

bul

-

walls

p

-

warks

  

are

S. Vln. II

S. Vla.

S. Vc.



                                         

Vla.

sim.

 

Vc.

Cb.

 

 

Hp.

Org.

 

 

   sim.    



sim.



 





                  

 

 

pre - cious

walls

are

                                                                                                      

      

 



 



 

 

 

            

of

  

 

Thy

di - a - monds

    

Vln. II

a- monds

               

     

                         Vln. I                     

-

 

S. Vln. I

    

 

Thy

-

cious stones.

 

-

 

made

 T.

bul

B.

p

 




11

 S. Solo   93

  

square;

S.

   



Thy



Thy

A.



      



      

gates

gates

    

S. Vln. I

  

 

    

are

or

of right

made

of

   

or

of right

-

i - ent

  pre - cious

 

   Thy

gates

i - ent

stones,

ex





 

pearl,

  ceed

-

-



     

   

ceed

-

  

-

ing rich

S. Vln. II

S. Vla.

S. Vc.



Hp.

Org.

 

cresc.

      

  cresc.

 

     

     

                                          

    

 

         

                 

 



 

rich,





and

rare

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

ing

rich,

                   Vln. I                     cresc.                Vln. II                          cresc.         Vla.            cresc.    Vc.       cresc.           Cb. 

rich



or - i - ent

-

ing

pearl,

       

-

of

ceed

     



Ex

mp

-



pearl,

    -



Ex

stones.

B.

    

are

square;

T.

  

                      

    

      

     p

cresc.

 




12

 S. Solo   96

   S.

   



ex



ex



ex

A.

 



ex

T.

B.

  

  

 S. Vln. I  S. Vln. II

S. Vla.

S. Vc.

-

-

-

-

Vc.

    



    

 



    

 



    

   

ceed -

ceed -

ceed -

ceed -



rich



rich,

ing

 

rich,





and

rare,

   

 



   



Ex mf

ceed



Ex mf

ceed

Ex - ceed mf

-

 



-

-

ing

rich

-

-

ing

Ex - ceed mf

-

-



Ex mf

ceed

-

ing

rich



-

-

ing

rich

ceed

-



 



 



   



-

ing









f

f

      

       mf

  

  

 

 

and

rare,

and

rare,

and

rare,





    

    





    



 

 

 

   

   

   

   

   

   

   



      

 

    

                                    

   

 

 

 

  

  

  

 

    

P

rare,

   

rare,

and



 

rare,

    

  

  

rich

         

  

and

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

arco

  



rich

and

    

ing

             f

    

 

  

rich

          Ex -

  



         

f

         

        f      f      

   f                     f                        

            

mf

f

      

      

rich,

ing

        

  

Org.

rich,

ing

      

 

ing

  Cb. 

Hp.



 

 

rich,

       Vln. I          Vln. II          Vla.








13

  S. Solo     99

 

T.

   

S. Vln. II

Ex - ceed - ing

   

rich,

rich,

                 

ceed - ing

rich,

ceed - ing

rich,

  

  



  





          Vln. I             dim.

    

rich

  



 



 

 

 

 



and

rare. p



rare.

p



rare.



 

 



p

p dolce

     dim.

dim.

  



        

 

 

dim.

  

dim.

 

 

 

  



 



    

 

 



 

 





p





p

  

p

 p



 

p

 

p dolce







 

 

 

 

 

       



p

   

7 

   

p dolce

unis.

                      

     p dolce                        

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

     

Org.

rare.

        

vo - ry,

 

p

                                            dim.

  

Hp.

and

  

dim.

Cb.

and

and

-



p

i

  

rare.

  

           

and

dim.

Vc.

mp        

rare. p

rich

dim.

and

    

           

rich,

    

dim.

Vla.

Ex - ceed - ing

 S. Vc.         

Vln. II

        

   

p

rich

dim.

S. Vla.

rich

rich,

Ex -

 rich

ceed - ing

 rich

Ex -

    

         Ex -

 B.    S. Vln. I

Ex - ceed - ing

    A.

Thy hous - es are of

     S.

7

 

p

 

 

 


14

  S. Solo      103

 Thy

     win

-

-

dows

crys



-

-

  

-

tal clear;

mf





Thy

tiles

are

made

   

A.

  

T.

   

B.

  

S.

   S. Vln. I   

  

poco

    

S. Vln. II

Vla.

Vc.

Cb.

Hp.

Org.



  

  Vln. I    Vln. II



    



 







 

 

 

                

S. Vla.

S. Vc.



  

           

  

 

  

               



div.  

pp div.

 

pp

div.

 

  

div.

  

pp



pp

              

            

pp

                 

  

  

  

 

of



 




15

    S. Solo     106

f

beat

-

  

en gold

 

O

God,



   

that

I

were there!

   

A.

  

T.

   

S.

B.

  

  S. Vln. I    S. Vln. II

 mf

    

mf

  

   

  

   

 dim.

 

dim.

   

  

   



 p

p

                    S. Vla.           p mf dim.               S. Vc.         Vln. I   mf

dim.

 

poco

Vln. II

    

poco

Vla.

   

poco

 

   

  

 

 

 

  pp

pp

 



p espress. unis., pizz.

 

   Cb.  





Hp.

Org.

                            mp                      

  

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

 

poco

unis.

 

poco

p

    

Vc.

  

mf pizz.



mf



   marcato

p



      

 

 

   

  

 


16

       S. Solo      110

O

 

   

God

that

I

 

 

were there!

   

 

 

A.

  

 

 

T.

   

 

 

 

 

S.

 B.   S. Vln. I

   

S. Vln. II

S. Vla.

S. Vc.

Vln. I

Vln. II

p

      

  

  

 

p

più p

   

unis.

  

unis.

 

p

   

  p



p

     

p

     

 

 p

Vla.

 

     

         p

p

 

p

 

  

p

div.

più p

pp div.

       

          

  

 

 

 

     

 

   

    

Org.

    

 

  

     Cb.  

Hp.

pp div.

 

                                            più p

Vc.

 

 

  

div.

  

arco

p

più p

p

più p



 

 

 

      

   



 

        

arco



 

 

 

     

 

pp

pp

pp

p

      

  

 

 

 

     

 


17

8 Poco allegretto    S. Solo        S.    

(q = c.150)

  

    

  

    

  

   

  

   

 

  

   

 

p dolce

A.

  





Thy vine - yards p dolce

Thy vine - yards p dolce

T.

      Thy vine

   B.  

Thy

  S. Vln. I     S. Vln. II

S. Vla.

S. Vc.

 

and thy

or

or

  

and thy

or

  

and thy

or

- yards

p dolce

and thy

vine - yards

-

chards

-

chards

 -

chards

 -

chards

are Most beau - ti - ful

are Most beau - ti - ful

are Most beau - ti - ful

are Most beau - ti - ful

and

   

   

    

   

   

   

Hp.

Org.

   

   

 

 

 

 

 

p



fair.



p

            

and



fair.

and

    

fair.

 

Cb.

p

Vc.

 

and

Vla.

p

 

  Vln. I     Vln. II

fair.

p dolce

             stacc.

p dolce

stacc.

p dolce

stacc.

8 Poco allegretto     

    

                   



  



p dolce

p dolce unis.



  

   

  

   

    

  

   

        



p dolce



p dolce unis., pizz.

 

mp pizz.

    

  

 

           

mp

           

    

(q = c.150)

p

     

    

   

   


18

 S. Solo    124

S.

      Full

   

A.

B.

  

  

    

  

    

fur - nished

with

 

      Full fur

  

  

Full

T.

    

Full

fur - nished

- nished

with

with

fur - nished

with

trees and fruits

trees

Most

and fruits

 trees

trees



   

 

 

and

rare;

   

 

and





S. Vla.

S. Vc.

Vln. II



Vla.



Vc.



Cb.

Hp.

Org.



 

 

 

 

rare;

          stacc.

     

stacc.

     

             

                  stacc.





 Vln. I  

rare;

and



S. Vln. II

rare;

and

 S. Vln. I  

 

 

Most won - der - ful

  

   

Most won - der - ful

and fruits

Most won - der - ful

and fruits

won - der - ful

9

  

 

  





 

    

    



 

    

    



          

  

 

   

 





           





    

         



 

9

 

         


19

 S. Solo    134

S.

  

A.

Thy

gar -

gar -

       gar Thy

T.

-

     B.   Thy

         

       

  

       

  

dens

dens

dens

gar -

       

         Thy

dens

and they

and they

and they

gal - lant walks

gal - lant walks

gal - lant walks

       and they

Con

Con

Con

Con

 

 

tin - ual - ly

 



-

    

green;

 

 

-

   

tin - ual - ly

are

 

-

   

tin - ual - ly

are

are

tin - ual - ly

are



      

S. Vln. II



     

S. Vla.



      



Vln. II



Vla.



Vc.



Cb.

Hp.

Org.

p

    

  

 

There grow such

  

p

green;

 

 

There grow such

green;

p

There grow such

 Vln. I  

p

   There grow such

green;

 S. Vln. I  

S. Vc.

-

  

gal - lant walks

    

    

    

  

 



    

    

    

   

      

 

  



  







 

 

            

    

  


20

 S. Solo    144

S.

  

and pleas - ant

  

 

 

sweet

flowers

As

and

sweet

pleas - ant

flo - wers As

         sweet and pleas - ant flowers

T.

no - where else,

   

sweet

no - where

and pleas - ant

flo - wers

As



else,

as

no - where

else,

as

else,

    

    

  

no - where else

no - where

no - where

     

no - where

    

     

     

 

as

     

   As

    

                

A.

B.

as

no - where

else

else

else







 Vln. I  







Vln. II

Vla.

Vc.

Cb.

Hp.

Org.







 





seen.



         

are

S. Vc.

seen.

are

S. Vla.

seen.

are



are

 S. Vln. I   S. Vln. II

10

seen.

p

   

p

            

p

 



p

p

 

p

      



 

   

 

  

 



 

 

 

 



   

mp



   

p

  

 

 

           mp

p

           

10


21

 S. Solo   

 S.  

p leggiero



154

A.

   



Quite through

B.

 

 

with

  



Quite through

T.

the streets

p leggiero

the streets

with

sil - ver

  



     

mp leggiero

streets

streets

    

with

with

     

Vc.

 

   

 

of

-

ver

-

ver

   

     f



f

 

  

mf

doth

life

sound

flow,

The

  sound

  

 The

  

dim.

  

dim.

dim.

  

  

  

   

dim.

 

doth



 

flow,

  



 

  



 

   



   

   

   

   



 flood



flood

of

of

life

doth

life

doth

   

 

mf

dim.

                                                         mf dim. p leggiero arco                                        mp



Org.



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

     Cb.  

Hp.

f

p leggiero

Vla.

sil

f

    

sil

    

  

flood

 

           Vln. I 

The

 



   

div.



of life

 

flood

 

Quite through the

    

The

  

p leggiero



  

Vln. II

sound

Quite through the

 

p leggiero

  

sil - ver

      

S. Vc.

sound

  

S. Vla.

 

     S. Vln. I   S. Vln. II



 

 

mp marcato

 

mf

  

dim.

    arco







 

  

                          

mf

dim.

        dim.             

f



 


22

 S. Solo    163

 p S.  



Up - on whose banks

p

  

A.

Up - on whose banks

T.

  B.    S. Vln. I   S. Vln. II

S. Vla.

S. Vc.



p

 

-





side.

The

wood

 

'ry

side.

The

 

  

banks

p

 

Up - on whose

banks

on







mp

  

wood

 



 

of

doth

life

   

side

 ev

'ry

-

'ry

f

   mf

side

grow.

  

wood

of

 life

  

 

of

life

wood



dim.



dim.

   

     

dim.

   

   

  



doth



The

  

  

 

  

f

 

The

 

    



grow.

ev

-

 

  

f

   

  

f      

   

    

of life

 

       on

  

Up - on whose



flow,

       Vln. I  Vln. II

ev - 'ry

ev

on

on

   flow,

  

  

   



  

doth

  

doth

 

dim.

     

dim.

 

                                                       dim. p mf

Vla.

Vc.

                                                p mf dim.                                       mp

 Cb.  

Hp.

Org.

pizz.

mp



mf

dim.

    arco







 

  

      

  

                                  f           dim.              mf

dim.










23

11

   171

S. Solo

S.

mp     

trees

for

mp

 

  

There

trees

 B.  

S. Vc.



er - more

mp



  

  



There trees

for

mp

And

fruit,

for



fruit,



bear



ev

ev



 

-

    ev



-

And

ev

 -

-

  -

-

er - more

bear





er - more

bear

 

      

    

-

more

do



-



er



And

 

fruit,

  

more

 

fruit,

spring;

And

          

do

 

ev

-

spring;

   

  

   

  

er - more

   ev

-

do

er - more

do

  

           

   

-

er

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

-



  

  

  

     

f

dim.

dim.

f

 

  

   f

   

   

   

   

       

     

    

dim.

   

mf

dim.

 

     

                                          mp  mf                                                 mp mf

      Cb.  

Org.

-



Vc.

Hp.



mp

Vla.

 

er - more bear

        Vln. I   Vln. II

-

f



S. Vla.

grow;



S. Vln. II

ev

There trees

 S. Vln. I  

for

ev

   grow;

T.

  



There

  

A.

    mp marcato      mp marcato

            

 

 mf 

 

 

   

  

  

mf

 





 





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





11 



         



 

       

f

            dim.


24

 S. Solo    179

  S.   

 

  

 

There

A.

There

  

cresc.

ev

-

ev

er - more

 

S. Vla.

    

S. Vc.

Vln. I

Vln. II

Vla.

Vc.

mf

cresc.

mf

cresc.

  

  

  

 And

an - gels

sit,



cresc.

ev

-



cresc.

   

There

ev

-

    

  

er -

And

more

  

   

er more

ev

an

  

   

er - more

-

 

the

  

-

ev



the

-



-

  an

-

er more

-

  f

f



do



 do

more

 

sing,

sing,



do

sing. mf ev

 

sit,

And

ev



gels

sit,

And

ev

  

  

  

  

  

f



gels

  

f

  

er

  

   

     

 

 

  

      

cresc.



ev

-

   

er - more

-

-

er more

cresc.

  

cresc.

  

  

  

     

  

-

  

  

  

er

cresc.

  

cresc.

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

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

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

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

mp stacc. div.

cresc.

mp stacc. div.

cresc.

                               mp stacc. cresc.                         

  Cb.  

Org.

  

  

    

mf

  

cresc.

mf

mf

Hp.

  



sit,

an - gels



  

    

  

than



There

spring;

S. Vln. II

  B.  

 S. Vln. I  

the

  

-

 

er - more

cresc.

    spring;

T.

mf

cresc.

  

   



cresc.



  

    



cresc.

mf

mf

cresc.

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

mf



f











f

 

cresc.

     

cresc.

cresc.









 

 

 



 



p


25

 S. Solo    186

S.

    

A.

   

 ev

And

 

And



And

ev

do

sing.

 do

     S. Vln. I  



S. Vla.

S. Vc.

do

   

er - more

er -

-

   -



  

   

do

 

er - more

  do

more

 



sing.

 

 



And

ev

  

  

  

     

  

  

  

  

-

ev

   

er - more

-

-

er - more

     

 Hie

 

2

-

f

Hie

 

f

2

 

-

 -

-

ru

  ru

2

-

-

  sa

   



do

sing.



do

  

  

  

  

  

   

sa -

-

sing.

do

  

  

  

  



er - more

  

  

  

 

sing.

And

  

sing.

ev

sing.



 do

sing.

     

S. Vln. II

-

ev

      more

T.

B.

12

sing.

             ff

            ff            

  

ff

            ff

                                                                                   Vln. I        f non stacc.

Vln. II

                                                                         f non stacc. unis.

Vla.

                                              

  

   Cb. 

  

Vc.

Hp.

Org.





  



  

f non stacc.

   

ff

 



cresc.

  

     

   

  

 

 

2

    





  

  

f



 

2

    

gliss.

ff

12  

   

 



 

2

     

ff



    

2

2

  

  

   

2

   


26

 S. Solo    193

 S.  

  -

 

B.

 

Hie



lem,

f

  

Hie

f

2

Hie



  

-

Hie

 -

-

ru

-

-

  -

-

ru

 





2

     S. Vln. I  S. Vln. II





 

-

T.

lem,



A.

-

-

   

sa -

     

sa -

 2

2



-

 

-

     

   

 

     

2

-

 -

  

-

-

-

           

     

   

   

           

           

      

    

 

      

       

     

 

 

 

     

      

   

               

         

 

Vla.



Vc.

     

 

Cb.



  

  

     

      

  

2

     

   



lem,

 

S. Vc.

 

     

 

 

 



 

  

2

2

 

 

   

2

2

  

     

2

  

 

        

 

  

   

2

       

  

 



 

 

 

 

     

lem,

     

 

Org.

 

     



 

  

 

-

     

 

Hp.

sa

 

   

 

 

      

 

-

sa -

Hie

S. Vla.

ru

2

-



       

 

 

-

-

lem,

   

 

 

 

 

  

ru



Hie

 

Vln. II

-



 

 Vln. I  

-

   

lem,

 

   



-

   

 

 

 

     


27

 S. Solo    198

 S.   A.

T.



Hie





 

 

-

ru

  B.  



Hie

-

-

  



-

 

sa -



   

 

S. Vln. II







 Vln. I  

 

 

S. Vla.

S. Vc.

Vln. II

Vla.



Vc.

Cb.



  

Hp.

Org.

 

 

 

   

 

 

 



 







 

  

-

sa

-

lem,

Hie

-

 

-

 



sa

Hie

Hie

 dim.

  

dim.

 

    

  dim.

   

dim.



dim.

-

ru

 

 

-

sa -

-

 

dim.

-

ru

sa -

  

dim.

  

 

 

    



  

     

dim.



 

 

 

 





 

 





  

 

   

   

 

 

 

 

     





 

lem,

  

 

 

 

   



 

   

      

 





  

lem,



f

 

-

sa





  

-

 

 

dim.

-

  



dim.

-

sa

 

  

ru

-

  

 

-

 

-

 

ru

 

  

-

 

 

dim.

 

 

dim.

 



Hie



lem,



lem,

 

 

    

-

lem,



ru

dim.

sa -

-

-

 

-

-

-

ru



 

ru

-



 

dim.

 

   S. Vln. I   -



dim.

     

 

   



 



 


28

 S. Solo    202

S.

  

A.

 -

-

 

T.

B.

 

   S. Vln. I 

rit.

lem,

lem,

 Hie

-

 Hie

-

  ru

 

-

 

-

sa

 

-

-

 



  Hie

lem,

  Hie



lem,

  Hie

-

-

-

-

ru

-

  

-

-

-

ru

  ru

  ru

-

-

-

 

 

 Hie

   

-

  sa

-

  

-

 

sa

sa

-

-

-

-

-

-

  -

-

sa

-

-

       

ru

-

-

sa

 





 

S. Vln. II



 

 



 

S. Vla.





 



 

S. Vc.



 

 







 

 Vln. I  

   

 

 

 

 

 



Vln. II



Vla.

Vc.

Cb.

Hp.

Org.

   





   

 

 

   





 



 

 

 

 





 

 

  

       

 

   unis. mf unis.

 

  



  

  

    

mf

 

mf

 

 

  

 

  mf

   

 

mf

  











 



 

dim. molto

     

dim. molto

     

dim. molto

dim. molto

dim. molto

  

   

    

   

 

 

 

  

    

 



p

rit.


29

13

Semplice (q = c.108)

                  207

S. Solo

Hie - ru - sa - lem,

S.

    p     

my hap- py home,

          Hei - ru - sa - lem,

    

 

my hap- py home, When shall



   

 

I come to thee? When shall

I come to thee?



  



  p        - lem.





- lem.

A.

    

p

- lem.

T.

     B.     p

S. Vln. I

S. Vln. II

S. Vla.

S. Vc.

Vln. I

     

- lem.

    

 

    

       

Hp.

Org.

             

     

     

p



p



p



 

   

     



  



  

  

 







    



      









      

p

Cb.

p

Vc.

p

Vla.

      

p

    

p

Vln. II

       

p

         

13     

Semplice (q = c.108)



    



   




30

        S. Solo       217

When shall my sor - rows have an end?

S.

joys

 



when shall

I

 

 

 

 

 

 

 

 

 

   

          

S. Vla.

 



   

        

   

      

p

p

    

più p

  

S. Vln. II

Vln. I

Thy

    

p

S. Vc.

When shall my sor - row have an end?

rit.

T.

S. Vln. I

          

 

A.

B.

    

più p

più p

p

più p



più p

 

     

pizz.

arco

     

    

    

    

   

  



      

   

 

 

Vln. II

 

 

Vla.

 

 

 

 

 

 

 

 

Vc.

Cb.

Hp.

Org.

   

rit.

 

 

 

 

 

 


31

14

     S. Solo    227

Poco andante (q = c.66)

see?

S.

A.

T.

B.

  

 

  

  

  S. Vln. I    S. Vln. II

S. Vla.

pp

 



pp

 



pp

 S. Vc.  



pp

      Vln. I   

div.

div. p

Vln. II

Vc.

  

p

p

     p div.    

Hp.

Org.

           

         



  

  

  

p

p

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

    

       

            

         

Poco andante (q = c.66)

  

         

   

   

  

      

più p

 

  

più p

 

 

  

più p

 



  

  

           

   



    

      

  

   

    

         

                           

          più p

      

          

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

   

  

  

  

         

14  

          

  

p

 

  

p

 

 

  

 

  

        Cb.    p div.



               p div.

Vla.

   

 

     





unis.

  unis.

          unis.

 

 



più p

      

   

 

    

 

        

   

        

       

 

 


32

 S. Solo  

 

 

237

S.

A.

T.

B.

S. Vln. I

S. Vln. II

S. Vla.

 

 

 

 

         

    

  

  

 

  

Vla.

Vc.

Hp.

  

Org.

 

   

  

 

   

 

arco

dim.

 

 

pizz.



  

 

  

pp



  

p

  

(unis.)

  

div.

  

rit.

              

p espress. (unis.)

p



pp arco

p

   



pp unis.

p

p

 

 

pp

  



  

unis.

p

       

  

    

  

 

pizz.

Cb.



pp

  



p pizz.



 

 

 

 



 

 

 

 



 

p poco marcato

               p                     

15 Con moto moderato       pp

          S. Vc.  

Vln. II

15 Con moto moderato (q = c.100)     

       

 Vln. I 

rit.

   

 

(q = c.100)

  



    

 

8ft

 


33

  S. Solo     246

  S.     A.

T.

B.

           

molto piano e dolce

Thy

 saints

S. Vla.

S. Vc.

Vln. I

are

Thy

saints

are

molto piano e dolce

Thy

saints

are

crowned with

crowned with

crowned with

 

 

molto piano e dolce

   S. Vln. I    S. Vln. II



glo



glo

glo

   

  

    

dolce

dolce



dolce

  

  

-

  

ry great;

-

ry great;

 

dolce

ed espress.

ry great;



 

-





ed espress.

face

They

see

God



see

God

  

  

to

  





 They



poco



poco



 

poco

          

                                                                      



 

 



 



 





Vla.

  



 

 



 



 

  

 

Vc.

   



  



 Cb.   

Org.

They

poco

Vln. II

Hp.

They

  

ed espress.

face;

 

to face;

  face

to face;

face

   

 



God

see

ed espress.

They

They

 

 

 

 

 

 



 

  

 

   

 



                                                                                                                    

p

     

   

     

 

 



 

 



 

 

 

  



 

 

 

  

 

  

 

  



 


34

  S. Solo     257

  S.     

tri - umph

  

A.

tri - umph

      tri - umph

T.

B.

  

  S. Vln. I   

 poco

still, they



still, they

  still, they

 

still

re





 

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

  Cb.  

     

 

   



               

     

 

 



 



 

  

hap

hap

hap

-

 

-

 -

py



in

  

their case.



  

py

in

py

in

their case.

 their

case.

  





  

  





  



  





   

  

   

 

  

 

  



 

 

  

 

 

                             

 

 

 

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





                     

    





Most

 

 

   

joice:



   

Most

     

Org.

joice:

 

  

Hp.

still re poco



S. Vla.

Vc.

poco

 

Most

Vla.

re - joice:

 

Vln. II

S. Vln. II

Vln. I

still

  



  

S. Vc.





 

   

  



 

 



 









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

 

  

 





  

 





   



  


35 268 16   S. Solo    

S.

   

A.

T.

S. Vc.

   

  

mp espress.

As

mp espress.

There

   S. Vln. I  

S. Vla.

  

 B.   

S. Vln. II

mp espress.

There

Da - vid



Da - vid

  

stands

with harp

in

hand

As

mas



stands

with

harp











   

  

mp



in

hand

mp

mp

  

mas

 -

-

     ter

  

of

the choir;



  

As

mas

-

-

ter

-

ter

of

 the

of

the

choir;

 

 

  

  

  

 





mp

                                                Vln. I                      mp

Vln. II

Vla.

      mp

 

  

 

   

mp

Vc.

mp

  Cb.  

Hp.

Org.

 

 

 

   

 

 

  

 

    

 

  

 





 







 

 



   

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

mp

16     



p

 

     

  

  

 

  



 

 

 

  



 

   

 

 

  

 

  


36

  S. Solo    

17 Sempre con moto    

  S.   

278

A.

T.

  

     choir;

  B.  

   S. Vln. I    S. Vln. II

S. Vla.

S. Vc.

 

  Ten

thou - sand

Vla.

Vc.

Hp.



times

that

man

   

   

 

  

   



sand times

were blest

 

 

that

man were

 

That

might this

La



 

That

might

this

 



-

-

 

 



 

 

 

 

  

 

 

dy

blest

mu



-



 

 



   





  

mp espress.

 

     



-

    

 

La



 

Our

    

 



  

 

  

-

   

                                  

 

-

Our





thou



 

sings

-



 

dy sings

 mf

mf

mf

-



 Mag -

Mag -

sic

 



 



 



 

mf

                   mf

div.                mf

 

mf

 

mf



mf marcato

 







                                           mf                                                               

    

Org.



 Cb.  

                Vln. I     Vln. II

mp

Ten

   

    

mp

  

     

  













 



  

   





17 Sempre con moto        mp

   



 

 







 


37

 S. Solo   288

S.

      

      

- ni - fi - cat.

    

A.

Mag

- ni - fi - cat.



  mu

T.

B.

S. Vc.

Vln. I

  



-

p

That

-

fi

With



    



cat



 cat

With

   

 -

-

might

this

tune

tune

sur - pass - ing

sur - pass - ing

mu

-

-

sic

sweet,

sweet,

And

   

all

the

   

all

the

hear.

    

  

    

 

  

    

  

    

  

    

  

    

    

  

    

  



And

  

 

 





 

Vc.

Org.

fi

                                                                    

Vla.

Hp.



-

ni

hear.

-

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

Vln. II

Cb.

-

  

ni

sic hear.

 

S. Vla.

Mag

 

 S. Vln. I  S. Vln. II

-

   

  

-

 

 

 

 

 

 

 

 

 

   

 

 

 

 

                                                                                                       

 

 



  

   

  

   

  

   

  

  

 

     





 



 

  


38

 S. Solo   298

    S.    

      

vir - gins

   

A.

vir - gins

T.

B.

  

bear

     bear

  





their

parts,

their

   bear

parts,

bear

     

 their

their

 

parts,

parts,

 

      



    

Sit - ting a -

Sit - ting a -

bout

bout

 

        S. Vln. I 

  

  

S. Vln. II

       

  

    

S. Vla.

       

  

  

S. Vc.

        

  

   

   

    

   

    

   

    

    

   

                                                                 Vln. I                                             

Vln. II



Vla.

Vc.

 

Cb.

Hp.

Org.

 





 

 

 

  

 

  

  

   

  

  

  



 



  



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

    

  

  





  

  

  



 

 

  

 

 



 

  

  

 

   



 




39

 S. Solo   308

S.

18

    



her

 

A.

T.

B.

 S. Vln. I  S. Vln. II

S. Vla.

S. Vc.

 



her

 

Vla.

Vc.

Te



De

 

-



De

   

-

 mf



mf



mf



mf

um

doth

Saint









-

um



Saint

 

 

      

Am -





 

doth



 



 

 











  









brose



Am - brose

sing,

 



sing,

      

Saint

Aus - tin doth the



       

Saint

Aus - tin doth the

like;

like;



  

      



  

      



   

      



   

           

           

     

           

     

mf

        

mf marcato

 

mf

-

   

             

mf marcato

 

             

 



     

mf

  



             

  

           

      

mf unis.

 

unis.

      

Org.



      

mf

  

 Cb.  

Hp.





    Vln. I  Vln. II

mf

feet.

Te

feet.

 

 

18

   

arco

 

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

 

 

   



 



  

   

   

 

  

 

 

       

   



  

     



  

   



 

  

 


40

 S. Solo   318

 S. 

A.

S. Vln. II

S. Vla.

S. Vc.

 mf

mf

 Te



Old

 

 



De

-

-

um

Saint

     





doth





and



Za - cha- ry



   

















Si - me - on





    

  

Am

 Have

-

-

    

not their songs

brose

sing.



to

seek.



    

   



    



  





  



   

Cb.

Hp.

Org.

 

   

  

   

    

   

  

    

   

    

      

   



da - lene

hath

left

 



-

da - lene



hath



left

 

     

    

      

    

      

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

Vc.



 

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

Vla.

-

                                        Vln. I   Vln. II



There Mag

   B. 

 S. Vln. I 

There Mag

  

T.

     

 

 



    

          

3

   

3

           3

3

  

          

3

   

3



 

 

 

 



     

 

 

 

 

   

   


41

 S. Solo   328

  S.    



her

B.

 

  S. Vln. I  

S. Vln. II

S. Vla.

S. Vc.

 

 

 

 

 

                

Vla.

 

Vc.

Cb.

Hp.

Org.



 



And

cheer

     

  

 

 

ful

-

ful

-





 

  

 -



   

  

ly

ly

ful - ly





-

  

  



 

doth sing



doth

doth



  



 

sing

     

 

 

  

 

  

  

      

With

bless

With

bless



With

bless

 

ed

 

cresc.

-

bless

ed



cresc.

-

 ed

















  



 





 

f

-

 

  

 

ed

 

 

  

f

-

cresc.

With

f

                   3





f

cresc.

mf



sing

 

3

        





       

f

                              f             3                          3 f 3

3

  

  

 

                 

mf

 

cheer

 

-

 

And

      Vln. I   Vln. II

cheer



  

And

 

moan,

 

her

T.

moan,

  

A.

19

19

 





 

 

 

 

  

 

    

f

f

            



   

f

             


42

 S. Solo   338

S.

  

 



A.

har

    saints, whose

B.

 

-



har

 

-

saints, whose

har

-

-

-



-

 

-

-

-

-



mo - ny

In

ev

  









ny

In

ev



 



ny

In

ev

mo - ny

mo

 -



 

-



mo

-

-

 

-

 



     S. Vln. I 

-



har



-



saints, whose

T.

saints, whose

-

 

In



  -

ev

 

-

’ry

-



street

doth





’ry

street

 -

-

-

 

 -

-

’ry







 

 



S. Vc.

    





 



 



Cb.

Hp.

Org.

   

  

 

  



       

 

                                    3 3 3 3 3 3 3                                      3 3 3 3 3                                    

        Vln. I 

 

 



 



 



   

doth



S. Vla.

 

street

 

Vc.

’ry

 









 

     

 

Vla.

doth

 

 

Vln. II









 

  

 



doth

   

S. Vln. II

 



street

 

 

         

3

 



 





                        







3





 

3

 

   

gliss.

 







  

mf



 



 



   



3

3

   

    

    

 

3

  

   





   

 


43

20

  S. Solo     345

f

Hie - ru

   S.  

   

-



ring

T.

S. Vln. II

S. Vla.

S. Vc.

  

Vla.

Vc.

Cb.

Hp.

Org.



ring

-

f

-

f

Hie

-

ru

 

ru

 

-

-

  

-

ru

-

ru

-

-

-

-

 

sa

 

sa

 

sa

  

sa

 -

-

-

ru

-

-

sa - lem

lem,



lem,

lem,

lem,

  

    

 



 

                

  

  

    

 

fp

fp

 

 

 

fp

 

fp

 

20           

  

molto

    

molto



 

        molto

 

sf

  

sf

 

 

fp

fp





fp

 

fp

 

    

 

  

  f     

ff

      

     

   



 

   

   

  più f   

 

-

   

-

più f

   



più f

     

-

 

 

 

 

  

              

 

 

              

Hie

-

più f

Hie

 

Hie



più f

Hie

 -

-

    

 

  Vln. I   Vln. II

-

f

Hie

   B.     S. Vln. I

Hie

     ring

 

f

 Hie

Hie

   

sa - lem.

ring

A.


44

 S. Solo   348

 S.  

- ru

 

A.

- ru

B.

S. Vln. I

  - ru 

-

- ru

-

-

 -

-

-

-

-

 

-

-

-

-

-

-

-

sf

sf

Hp.

Org.

   

 

 

mf

-

sa - lem,



ru

-

-



ru

-

-

-



mf

-

Hie

-

ru

 

sa - lem,

sa - lem,

sa - lem,

  -

-

I

sa - lem,

  

sf

molto

 

 

   

sf





sf

    

      

-

Hie

    

   

    

ru

  

    

-

mf

sa - lem,

sf



  God grant

 

mf

may share,

Hie

                    

yet

  

I

   

Hie



molto

Cb.

grant

  

sa - lem,

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

Vc.

God

molto

Vla.



                    Vln. I  Vln. II

mf

sa - lem,

 

 

 

 

  -

S. Vla.

-



 -

-

-

  

 

S. Vln. II

S. Vc.



T.

 

 

     

     

 

fp

 

fp

 

fp

 

 

 

 

 

  

 

 

 

  

      

mf

       

    mf

 

     

 

 

 

 

  

 

 

  

 

 

pizz.

mf pizz.

mf

p

 

 

 

 

mfp

 

 

mfp

   

 

mfp

   

 

 

 

   

    

  

   

   


45

  S. Solo    352

yet

 mp S.   Hie

mf

Calando

may share

Thy

ho - ly light,

-

mp

 

A.

-

Hie

mp

   Hie

T.

-

mp

S. Vln. I

 

ru

ru

-

ru

-

 -

Hie

 sa

sa

sa

-

-

-

ru

-

sa

-

Vln. I

        

Vln. II

   

Vla.

Vc.

Cb.

Hp.

Org.

    p

     

 

  

p

  

 

be - yond

com

-



 



 



 

   

lem,

lem,

lem,



  

 

più p

      

più p

più p

 



 

     

      

 

 

 

          

dim.

pp

  

 

dim.

dim.



pp

dim.

 

     

 

 

Calando

 

dim.

 

dim.

dim.

      

         

  

 

      

 

    

 

  

 

 

 

 

 

dim.

     

pp

  



bliss

 



Thy

lem,

        

song,

 

 

p

  

ful

 

 

p

  

-

 

   

   

tune

p

         mp          S. Vc.   mp

thy

 

rit.

 

S. Vla.

p

S. Vln. II

-

  B. 

  

  

  

più p

  

 

più p

rit.

  

 

 

 

 

 

 

pp

   

     

 

 


46 357 21 Poco andante    S. Solo    

(q = c.66)

pare.

   pp  S.   

 

   

 

A.

T.

Hie - ru pp

-

Hie - ru pp

-

- ru

-

     Hie pp

B.

    

    

Hie - ru

S. Vln. I

S. Vln. II

      

-

  



   



 



 

sa - lem,

  

sa - lem,

  S. Vc.   

Vln. I

Vln. II

Vla.

Vc.

Cb.

Hp.

Org.

  

    

pp div., arco

  

  



   

pp div., arco

          

      

       

 

pp

  

  p  

   

21 Poco andante (q = c.66)           pp

  

    

   

 

  

 

     

 

  

-

  

sa - lem,

Hie - ru

-

  

  

       Hie - ru

-

 

sa - lem,

 



 



God grant we

sa - lem,

God grant we

    

-

       

sa - lem,

    

God grant we

     

     

     

    

      

    

              

                                     

 



    

     

 





   

 

  

              

   



 

 



 



 

   

 



    

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

    

    

   

  

  

 

God grant we

      

   

  

Hie - ru

lem,

lem,

      p

lem,

Hie - ru - sa -

p

pp div.

   

 

p

    pp div.   

  

      

     

div.

   

Hie - ru - sa -

   Hie - ru



p

lem,

  

     

 

Hie - ru - sa -

     

 

  

sa - lem,

   

S. Vla.

Hie - ru - sa -

sa - lem,



  

             

               

  

  

     

     

   

   

  

 

  

 



    

   

  

 




47

  S. Solo   364

  S.   

yet

 

T.

may

yet



 

yet

  

S. Vln. II

S. Vla.

 

2

ho pp

   

-

ho pp

-

  

  

  

  

   

ho

   

   

Vc.



 

ly light,

 

2

 

    



 

 

  

espress.

p

p

   

ly

light,



thy

tune



tune

  

thy

tune

 



thy

tune

 

 

      

espress.



p espress.

  

thy

thy

 

-

-

-







tune

 

 

 

ful song,

-

  

ful song,

 -

 

 





              

ful

song

   



 





  

bliss,

Thy

bliss,



 



 



  

bliss,

         



 

unis.



Thy

unis.



            





bliss,

Thy

Thy

ful song,



ful song,

p espress.

pp

2

-

ly light,

pp

2

2

ly light,

         

unis. 

     

  

2

ho

 

      

2

 

ly light,

    

2

-

 

  

  

    

-

  

Thy

  

   

Vla.

Org.

share

2

ho pp

Thy

                       

Vln. II

Hp.

Thy

    

   Vln. I  

Cb.

share

  

  

        

may

    

2

pp

share Thy



yet

 

Thy

  

may 2



2

share

may

2

     S. Vln. I 

S. Vc.

 

       

A.

B.

 

2

 

      

         unis.

pp

           



    

      

pp







pp

  

unis.

 

 

 

 

 

 

  



   p

 


48

   S. Solo  



371

S.

B.

  



Hp.

be



bliss

be

 

bliss

be







    

 

 

 

 

  

 

  

    

-



dim.

 

    

 

   

dim.

 

 

dim.

yond

com

Calando

yond

com

 

yond

com

yond

com



yond

com

-

pare,

 -

pare,

 

-

pare,

 

-

pare,

 

-

pare,







    

dim.



  

mf





 

-



 

-

-

 

-

thy

  

 

bliss





thy

mf

 

Org.

be

  

Vc.

Cb.

bliss



  

mf

thy



mf

Vla.



  





  Vln. I  

mf

thy

   S. Vln. I    S. Vln. II    S. Vla.    S. Vc.  

Vln. II

be

   

T.

bliss

thy

  

A.

Thy

  

  

 

p

   poco

 

     









p

p



p



 p







p

p

   p

 

Calando





 

 



  

 

p

dim.



 

p

div.



 



   

 


49

  S. Solo  

  S.  

375

 

A.

  B.  

S. Vln. II

S. Vla.

S. Vc.

Vln. II

 



 

  

Vla.

Hp.

Org.

        

  

   

Vc.

Cb.

 

  

Thy

bliss

pp

pp

pp

Thy

 

   Vln. I 

Thy

    S. Vln. I 

pp

Thy

  

T.

    

pp

Thy

   

  



 



  

 

bliss

poco

be - yond

 

 com

com

bliss

be - yond

 

bliss

poco

be - yond

  

bliss

poco



be - yond

pp

poco

pp

pp

 

poco

-



pp

-



com

-

pare.

com

-

 

pare.





poco

 

 

ppp

 





ppp



 

ppp

  

pp

-



pare.

 

ppp



pare.

 com

pp

  pp

 

pp

  

pp



pp



pp

pizz.

pp

 

 

    

mf

 

  

    

 poco

 

pp







poco

poco

poco

 

   

   

   

p div.

pp

p div.

 

p div.

pp

  

pp

  

   

 

p

   

p

arco

 

pp

div.



 

pare.

pp

poco



poco

 

poco

be - yond

pp

     

pp

 

pp

 

pp

 

   

pp

 

   

 

 

 

 


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