Dyson SWEET THAMES RUN SOFTLY

Page 1

George Dyson

SWEET THAMES RUN SOFTLY Verses from the ‘Prothalamion’ of Edmund Spenser for Baritone Solo, Chorus and Orchestra (1956)

Full Score

NOVELLO


INSTRUMENTATION 2 Flutes 2 Oboes 2 Clarinets in B 2 Bassoons 4 Horns in F 2 Trumpets in C 2 Tenor Trombones Bass Trombone Tuba Timpani Percussion (1 player): Triangle and Cymbals

Harp Baritone Solo SATB chorus Strings

Note: For a small Chorus, provided the appropriate instrumental cues are played, the following instruments may be omitted in this order: Tuba, Trombones, 2nd Trumpet, 3rd and 4th Horns; and the Harp part can be played on a piano.

Duration: c. 23 minutes

Vocal Score: NOV950242 Parts are available on hire from the publisher. www.musicsalesclassical.com


SWEET THAMES RUN SOFTLY EDMUND SPENSER

Flutes 1/2

GEORGE DYSON

   

A piacere (Andante)

              1 solo dolce

Oboes 1/2

p

Clarinets 1/2 in Bb



Bassoons 1/2

  

pp

                 p

pp

         

 

 

Horns 3/4 in F *

 

Trumpets 1/2 in C *

 

Trombones 1/2 *

 

 

Bass Trombone/ Tuba *

  

 

Percussion

Harp *

Soprano

Alto CHORUS Tenor

Bass



p

 

  

 

 

 

   

 

  

 

   

   

   A piacere (Andante)

 

  

 

Viola

 

 

Violoncello

 

 

Double Bass

  

 

Violin II

     

 



  Violin I   

 

Horns 1/2 in F *

Timpani

    

© 1954 Novello & Company Limited

* For a performance with a small chorus, provided the appropriate instrumental cues are played, the following instruments may be omitted, in this order: Tuba, Trombones, 2nd Trumpet, 3rd & 4th Horns. The Harp part can be played on a piano.

    pp


2

Andante (q = c. 66)

          (1)

Ob.

Cl.

     

   

p

    



   con sord.

 

    

div.

  

con sord.

   

div.

   



con sord.

   

 

p

  

con sord.

div.

    

  

   

  

 

 

 

 

 

 



dim.



    

  

 



p

       

was

the day,

    

    

    

    









pp

unis.

sim.

sim.

pp

  

  

 

dim.



    

pizz. unis.

 

poco

    

unis.

  

    

pp

   

pp

Calm

unis.

    

p

1

dim.

div.

p

Db.

dim.

p

 

Vc.



a2

p

  

Vla.

Andante (q = c. 66)

  Vln. I   

Vln. II

 

p

 

Bar. Solo

1

 

p

sim.



 pizz.

p

dim.

  10

Ob.

Cl.

 

Bar. Solo

    

   

and through

   

 the

trem

 



   

-

 

bling air



  

Sweet breath - ing

  

  

   

   p

     

Ze - phyr - us

did

 

soft - ly play

A

        gen

-

tle

 

    

 

  

    

    

    

 

  

    

Vln. II

    

 

  

    

    

    

    

    

Vla.







 

 

  

Vln. I

Vc.

Db.

 

 

 

 

div.

 

 

 

 





 



 

 

 





 

 



 



  

    


3

  18

Fl.

Ob.

 

Cl.







 





 

 



  

p

Bar. Solo

spir

Vln. I

  

Vln. II

-

 

div.

 

Vc.

p div.

        

Db.

 



 

 

 

 

 

 

  



 

p

arco











  



Ob.

Cl.

    

Fl.

Bsn.



2

   

 

it,

that

    

    

pp

sim.

 



unis.

pp

 

    

 

  





light - ly did de - lay

Hot

Ti

 

-

tan’s

 

beams,

 

    

  

pizz.

    



p



 





pp

  

 

sim.

   

 





  

pp

   

 

which then

did



 glis

-

 

-

ter

 fair;

    

    

    

    

    

    

    

    

    

    

    



Vla.

 

Vc.



div.



 



 

 





  

 



 

   





  

 



        

    

 

tle

    







-

  

p



  

    

   



gen

 

sim.

unis.

  

    

pp



    

pp

  -

 

Vln. II

Db.

     

spir

Vln. I

 

unis.

pp



 

Bar. Solo

 

poco





pp

 25

pp

    







p

 

 

pp

                                       

mp

p

 

1

  

poco

a

 

  

pp

  

1

     



it,

div.

Vla.

 

  p

Bsn.

2



  

    


4

  32

Fl.

(1)



3 

2 = Hn. 3

 

pp

(1) Ob.



Cl.

   











 



  

mf

Bsn.

Hn. 1/2

Hn. 3/4

 

mf



 

  

  

  

 

 

pp

pp



 









 





pp

 

    

     

     



        pp





3 

Hp.

Bar. Solo

 Vln. I 

pp

  

       3

pp

 

div.

 

 

 



 

 

mf

unis.



When

I

walked

   

  

 

     

   

  

 

     

pp

                                                mp

div.

Vln. II



unis.

3

Vla.

 

 

   

  

mf

Db.

 





mf

   

Vc.

 



arco mf



   





  







 





pp







   

  



     

   

  

 

     

   

  

 

     

unis.

pp

arco

pp

pp


5

    40

Fl.

Cl.

Hn. 1/2

Hn. 3/4

Hp.

  

Ob.

Bsn.

  

  

  



  











 

 

      

  



  

      



   

  

1













      

  

  

      

1

 

 

   

pp

       

 

 

 

 

 

  

shore

of

sil - ver -stream

  Vln. I      

 

          

  

 

Vln. II

     

 

          

  

 

Vla.

    



          

  

    

 

          

     

 

          

-

ing



1

        

pp

       3

pp

pp

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

Thames,

            

 



pp

a - long the

   



pp

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

forth

Db.

   

p dolce

Vc.

   

Bar. Solo

2





Whose rut - ty

 bank,

    

  

  

  

his

-

the which

     

riv

= Hn. 3

p

  

pp

    

  

 

   

  

  

 

   

 

      p

  

  

 

   

 

 pizz.     

  

pizz.

p


6

      47

Fl.

(2)

(1)

   

     

Ob.



Cl.



4 

                       p dolce

                 

 





                   

 

p

Bsn.

Hn. 1/2

Hn. 3/4

   

  

         



Bar. Solo

Vln. I

Vln. II

   

  

     

     



 -

   



-

        

 

er

hems,



  

  

      



pp

 











Was

     

   



     

pp

Vla.

        

  

 

  

  

     

1

p dolce

pp

         

  

                                   Hp.



1

pp

 

    

 

 

paint -

4 



ed

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

  

 

  

all

with var - i - a - ble

flow -

  



 

ers,

And

   



 

all

the meads

  a -

 div.   

 













 















  

  

p

       

div.

p

Vc.

  

  

  

  



 

  

Db.

   

  

  

  



 

  

  

  


7

   54

Fl.

 

Ob.

Hn. 1/2

Hn. 3/4

   

 

     

 

  

 

      

 



  

 



 

  





     

   with dain

-

    

 

ty

gems

Fit





 

  

  

 

 





         

      

   

to

deck

maid



 

 

 

  



-

3          

      

3 3         3        



  

  

3

3

3

3

And crown

3

3

3

3

3

3

3

3

3

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

  

en’s bowers,

3

3



p dolce

their

  

    

pa - ra -mours

    

A - gainst the

bri

-

 

    

          

 

 

       

          

 

 

       

           

 



 





unis.

pp

unis.

pp

arco

pp

Db.



 

 

pp

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

  Vln. I 

Vc.

 







  

 

  

 

pp

- dorned

Vla.



 

pp

Hp.

Vln. II

   

pp

          

 

  

Bar. Solo

pp

      

Cl.

Bsn.

2 = Hn. 3

 


8

  61

Fl.

  

Ob.

   

Cl.

Bsn.

Hn. 1/2

Hn. 3/4

   

   

  p



 

               

   

         

3

3

3

3

      

3

3

which

is

not

  

3

3

3

3

3

3

  

     dim.

 

     

        

     

 

arco

     

 

 

5  

dolce



 

dolce

  

soft - ly,





Sweet Thames run

pp

 

sweet Thames



  



run



  

 





 

poco dolce



pp



 





pp

        

  

long:

        

     

 

3

  

                                3

       



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

1

3

3

       



(pp)

- dal day,

Db.

  

3

Vc.

        

   

Vla.



Hp.

Vln. II



3

Vln. I

  



         

Bar. Solo

 

5



pizz.

pp pizz.

pp

pp

  



 

 

poco

  





        70

Cl.

dim.

Bar. Solo

  

soft

-

   



ly,

-

ly,

Vc.

Db.

       

 -



 

poco

 

 

 

ly

till



  

 

 

 

ppp

  

ppp

 





I



end

my

song.

div.

 

   p

ppp

  

  

p

poco

 



poco Vla.



soft

 

div.

Vln. II

pp



 soft

 Vln. I     

pp

 

 

div.

  p

div.

  p

 

 

div.

arco



p arco

  p



 dim.



  

     

pp

 

  

 

   

  

   pp

  

 

 

 

 

 











  

 



 



  



 



 

pp


9

 

 



 

 

80

Fl.

Ob.

Cl.

Bsn.

Hn. 1/2

Hn. 3/4

Timp.

Perc.

Hp.

Bar. Solo

S.

A.

 



 

Vla.

 

6 

 

 



 



 

  

 

 

 

Allegretto (q = c. 92)

 

 

 









f

     

  

     



f

 

 

 

     

 

 

 

     



 

 



 



 

 

 





in a meadow, by the riv

er’s side, A flock of nymphs

 

 

-

          7

7

I chanc - ed to es - py.







 

      

 

      pp

 

 

All

love - ly

mf

  

mf



All

love - ly

Allegretto (q = c. 92)

senza sord.

unis. 

7

    

senza sord. unis.

  

senza sord. unis.

  

senza sord. arco

    f

pp

pizz.

f

 

        C§

f

 

mf

7

6  

p

7                    

                            

a piacere

      

f

mp

There,

 

   

 

pizz. unis.

Db.

f

f

f

Vc.

   

 

f

    Vln. I  

Vln. II

a piacere



arco



f

 

      

      pizz.

marc.



       

 

        

pizz.



marc.

pizz.

marc.

      pizz.

marc.


10

 

  

84

Fl.

    

Ob.

     

 



   

 

   

                                              

1             



  

 

p





p

Cl.

Bsn.

Hn. 1/2

Hn. 3/4

Timp.

Perc.

        

   

 



 

  

(

)   

   

 

 



daugh - ters

Vla.

Vc.

Db.

    

    

f





  

    

       

 

 

 

    

    

 

  





 

 

     

 

 

  





 





   





   

  



  



 

of the flood

there - by,

All



   



 

   

   

      

   

love - ly daugh - ters

   

love - ly daugh - ters

    

  

of the flood

there - by,

  

 

of the flood

  

   

 

  

  

 

  

 

       

     

 

        

     

  

       

  

    

 

  

    

 

With good - ly green - ish locks,

all loose

un - tied,

   

  

  

 

                



p leggiero

With locks,

mp

  

mp leggiero

      

 

    

there - by

6

p

       

All

   

 

there - by,

  





of the flood

        

  

  

    

(D§ C§ B§ E§ F# G§ A§)

 

 

  

daugh - ters

   

 Vln. I 

  

    

Vln. II

  

f

 

Hp.

A.

                  

p

f

S.

= Hns. 3/4



all loose

un - tied,

  

   

       mp

  

 





  

  

      

    





 

   



    



    

 

  

arco

arco

mp

arco stacc.

             

fp

arco stacc.

             

fp


11

      

Ob.

      

Cl.

       

92

Fl.

Bsn.

Hn. 1/2



 

 



p

           

 

   









    

p

     



= Hns. 3/4

 

 

 





 

 







 

  mf

mf

Hn. 3/4

  

 mf

 Tpt.    Timp.

Perc.

   



Hp.

S.

 

 

 

 

   

7

f

            

  

f

as each had

been

a

bride,

  



as each had

been

a

un - tied,

  

 

 

all loose

un - tied,

  

           



           

  

           

            



             



mp

7



all loose

       

  

    

        

   

 

          mp

mp

mf

mf

p

mp

 

With locks,

mp

  

Db.

    

Vc.

  

mp

         

    

 

1     

    Vln. I        

Vla.

  

With good - ly green - ish locks,

Vln. II

 A.   

     

 

  

 

       

 

   

f

 

   

  

7





bride,

 

 

   



  

     

    

 

    



7



 

f

 

 





a

a

    7

 

      

   

  

   

  

 

       

   

  

  

 

          

       

  

 

 

   

          

     

 

 

 

   

f

f

f

f


12

  100

Fl.

Ob.

      f stacc.

     

f stacc.

    

7

          

      

f stacc.

Bsn.

Hn. 1/2

 

 

 

             

  

  

     

  

  

                      

          

    

     

  

    

  

               

 

        p



 



 

  



  

 

  

  

 

   

  

   

 



 

 Vln. I 

  

A.

bride;



 

 

    

       

  

 

 

 

   

  

             p e leggiero

And each one

  

  

        

   

       

  

   

Vla.





  

Db.

 

  

    



bride;

Vln. II

Vc.

     





S.

a2





sim.



  

Hp.

       

mp



sim.

    



Tpt.



    

 

Perc.

 

Hn. 3/4

Timp.

     

mp

   

          

  

mp

         

Cl.

      

 

en - trail - ed

   

       

     

            

          

    

     

     

   

  

       

          

twigs,

    

mp

pizz.

Made of fine

   

   

       

lit - tle wic - ker bas - ket,

 

     

    

7

had a

  

   

mp marc.


13

  109

Fl.

     



mp

Ob.

 

Cl.

Bsn.

Hn. 1/2

 

  

sim.

   

   

   

    

  

     

          

     

  

                    

      

  

 

  

         

 

  

 

  

  

               

 

  

  

     

 

 

  

  



    



    



 

 

     

 

         



 

 

  

a2

       

   

  

  

  

 

                  

 

  

= Hn. 3/4

 

Perc.

 

  

        

        



 

Hp.

S.

A.

 

    

     



Vln. II

Vla.

 

cu

In which they

  

      

p

   

p

-



     

  

thered flowers

And with fine

fin

  

to fill their

flas - ket,

And with fine

fin

          

 

    

  

   

  

ga

  

stacc.

mf



       

   

     

     

6

f

6

     

 

 

 

dolce

gers

cropped



 

full

dolce

 



-

gers



 

     

cropped

     

mp



 

        

pizz.

 

The

mf

mp

      

p



 -



 

     

mp

stacc.

Vc.

ri- ous - ly,

-

 

mf

p e leggiero

mf



mf

 Vln. I 

Db.

 

mf

Timp.

 

Hn. 3/4

Tpt.





mf pizz.

 

mf



 

  


14

  117

Fl.

 

Cl.

Hn. 1/2

Ob.

Bsn.



mf



 

 



1

                   mf

    

 

1

 

 



  





  





7

 

mf

 



          

Tpt.

Timp.

Perc.

  

S.

ten

f

          



        

 



 

     

ten

-

  

der stalks

on

high.

         

-

der

stalks

          

            7

 





on

high.

         

 

 

Of

ev

 -

’ry

sort,

      7



  



     

        

 

  

   

 



    





  

 

  

 



  

  



   

ev

mf

 



  

that

sort,

 

which

   

mea -dow

 

f

          

 

    

’ry

           

         

   

    

-

in

7

  

Of

   

 

which

mf

   

  



mf

7

         

      

7

mf

Db.

mf

     

mf

  

Vc.

 

fea - te - ous - ly The

  

Vla.

        

 Vln. I  Vln. II

   



A.

7

  



Hp.

 

   

  

  

f

    



= Hns. 3/4

 

mf

Hn. 3/4

  

mf





     

mf



1                       

 

f

 

 

     

   

  


15

 

126

Fl.

Ob.

 

Cl.

Bsn.

Hn. 1/2

 

  



 

 

    







 

p

p



 



 



  

 

   

grew

 

 

 

      

  

 



       

  They

   

  

ga

They



     

f



arco        



  

arco



ga

-



 

 

thered

some;

 

 

thered



p   



the

vi

     p

some;

the

8

vi

   -

o - let,

    -

      

   

pal - lid

  

o - let,

pal - lid

blue,

The lit - tle

  

blue,

    

The

           

p

     

     

-

 

 

They

     

that mea - dow grew,



grew,

p







   

 Vln. I 



 

  



 

 

Vc.



Vla.

in

 



mf

Vln. II

  

   





  

Hp.

Db.

 

p

    

p

   

  

A.



p



Tpt.

S.

 



    

Perc.

 

 

p

Hn. 3/4

Timp.

  

8

 

 



 



 

        

  



 

   

 



     

             p

            p pizz.

pizz.



sf

p

     

 

  

  

mp

 mp


16

  135

Fl.

Ob.

Cl.

Bsn.

 

        

   

    

  

  

 

 

 



     

   

    

 

 

 

   

  

   

 





 

 

 

 



  

 

 

   

 









 





 

 

 

Hn. 3/4

Tpt.





Hn. 1/2

Timp.

Perc.



 mf

Hp.

S.

A.

Vln. I

  

 

      



          

dai - sy, that at

dai - sy, that at

 

Vln. II

Vla.

eve

   -

eve - ning

   

ning clos

-



es,

The

clos

-

es,

    

Vc.

Db.

  

  



  

-









  -

gin

 

vir

 

      3

p

  

-



 

-

li

-

 

gin

ly,

li

-

ly,

    

 



and the

prim

and the

   



      



    

    

prim

     3

3

3

    

 

   



-

rose

 



3

 true,



-



       3

 

p dolce

3

vir

    

  

p

 

The

 3



 

      



 

 



-

-

 



rose

        

 

  

    



 

3

3

 

  

3

3



 


17

  144

Fl.

Hn. 1/2

 

cresc.

 

   

 



      

  



cresc.

   

mf



cresc.

3

mf

cresc.

3





p

p

 

 

 

 

 

 

f





   



a2

 

 

 

 

 

   

 

 

Hn. 3/4

 

mf

   

Cl.

 

mf

Ob.

Bsn.

9

f

  



f

 

  



 

 



3

 

   

  

 





  

 





 

dim.

dim.

    

3

     

 

 

 

 

 

 

 

 

   

   

   

3

 

 

dim.

   



 

a2



mf

 

f

dim.

3

mf

Tpt.

Timp.

Perc.



A.

   



 

With



Vln. II

Vla.

Vc.



      



leggero

       leggero      

cresc.

  

With

 

poco a poco cresc.

 

poco a poco cresc.



 

 

store

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

3

3

 

poco a poco cresc.

   

 

      

ros

ros

arco

arco





 

-

-

    

f





-

es,

To





  

 

deck



f

3

 

 their

bride





 



f

 



 



 





 





-

dim.

 

 -

groom's

 

dim.







dim.

3

 

groom's

dim.

    

3

 -

 

-



 





 

 -

dim.  



 

-

    



bride

  

f

f

dim.





  

 

  



 

    

   

  



3

their

  

f

  

 



f



deck

   

  

  

f





   

To



3

p

es,

 

3

mp

3

    

    

of

poco a poco cresc.

poco a poco cresc.

 

cresc.

   

ver - meil

leggero

 



of

true,

   

   

store



9

poco

 Vln. I 

Db.

 1

p



Hp.

S.

  dim.


18

  153

Fl.

Ob.

  p

 p

   

Cl.

p

 

 

     

 









10

p dim.

Bsn.

Hn. 1/2



p

  

 

p dim.

  

= Hns. 3/4

pp espr.

 

pp espr.

p

Hn. 3/4



 

pp espr.

p Tpt.

Timp.

Perc.



 Hp.

Bar. Solo

  

      



     

 

  

  

   

 



  

  Vln. I 

 

-

p        A - gainst the

ies

 

pos

bri

-

 

dal

 day,



3

3

p

Vc.

p

Db.

pizz. p

  

  

  

 

sempre dim.

   

  

   

  

 

  

  

  

3    

 

 

    



     

long,

 

which

dim.



   the

bri

was not

 -

-

 

dal

    

 

sempre dim.

  

 

  

  

 

3    

Thames run



soft - ly,

pp

pp

long:

 day:

            p

pizz.

sempre dim.



mp

10

  

sempre dim.

p

dim.

A - gainst

p

ies

p

Vla.

   

which was not

p

Vln. II

 

 

A.

 

 

-

  

pos

    

Sweet

S.

  

 

  

 

  

p



  





  

 p

 

 

 p








19

11

 

 

164

Fl.

Ob.

Cl.

Bsn.

Hn. 1/2

2

                    

 

  

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

  

p

  

  

   

  

 

p dolce

 

1

   p

 

 

 

poco

    poco

Hn. 3/4

rit.

Larghetto (q. = c. 50)

 

 

   

       

 

  



poco Tpt.

Timp.

Perc.

 

   



 

 

 

  

 

Hp.

Bar. Solo

Vln. I

 

 



till I

end

   

  

my

song,

   

 

Sweet



Thames run

soft - ly,

till I

rit.

my



  

end

p

 

song.

11 Larghetto (q. = c. 50) div.       p

poco

Vln. II

   

div.

p espr.

Vla.

 

 

div.

p espr.

Vc.

poco

Db.

 poco

 

più p

più p

   

 

   

 





 

 

dim.

dim.





       

    

    pp



arco div.

pp

arco

pp

 

 

 

  



     

 



   





    pizz. unis.

pizz. unis.

p

p

pizz.

p


20

Fl.

 

Ob.

Cl.

Timp.

 

  



 

  



 

     

p

 

   



      



    

 



 

pp



 

  

    



più p





più p



più p

  







 

   

pp

   

    













       





                







sim.

p

arco div.

p



p

 

 





 

 

 



sim.

p

1



 p dolce

 

    

   

I

of good - ly

saw two swans

       



     

                







 

 











sim.

espr.

pp



        

unis. dolce

pp

pp







   mp

       

p



pp

With that

  

Vc.

 

p

         



     

1

  

  Vln. I   

Vla.

(1)

 

Vln. II

       



pp



Bar. Solo

Db.

                         

175              



 

 



   





          



 

 







    182

Fl.

 

Ob.

Cl.

Timp.



  

 

Bar. Solo

Vln. I

    

  

Vln. II

Vla.



 



    

  

                                         



 



 

   

Come

soft

  



 

 -

 



 

ly

swim

 

   

 

 -



  

ming

down

a - long the

  

   



          



  

          

 











pp

   

pp

 

 

 

Lee;

        

unis.

  

p



       pp



 



 

hue





 



 

Db.

 

 



pp

 

Vc.

(1)

  

Two



sim.

fair

   

sim.



 



             

    

pp

        

       sim.



  

-



  

-

er birds I

nev

 

 

     



 

-

er

 

   

             

  

  


21

12

   187

Fl.

Ob.

Cl.

(1)                                                   



   





  





pp

p

                                           pp



= Hns. 3/4

   

 

pp

Bsn.

Hn. 1/2

 





1 = Hn. 4

p

pp

 

 

 

 

 

  

 

 

 

 

 

 

 

 

 

 

 

of

Pin



pp

   

  

     

  

The snow,

  

The

snow,

which

     pp

      



   p

   



 

which

  





 doth

        arco

   

  p

 



         

 

 

 

dus strew,





top

of

Pin

the

  -



-

dus

-

  

        

   

   

  

       

  

      

 



 

 



pizz. p

   

dus

 

    



 

-

   

p

     



  







 

Pin

top



 

of

the

p

 



      

-

 

    

   



         

 

p

p



top





 

doth

 

   

  





The snow,

    

Vc.

which doth the

            

Vla.

  

mf

pp

 

  

Vln. II

did see;

12    Vln. I   

Db.

  

   

yet

B.



 

  

  

Bar. Solo

T.

 

 

     pp

Hn. 3/4

 

 

  1

 

  

    

       

       

   





 








22

Fl.

sempre pp

192      

  

Ob.

                                                 

 

 

                                                  





 



sempre pp

  

Cl.

Bsn.

Hn. 1/2

 

 



 

 

  

  



 





 

 

 

 

  

  

 

Did

 

  nev

-

er

      



   Vln. I  

 

2 = Tbn. 2

  pp

 



 

  whi

-



ter

 



 

  



       

             arco

  

pp



 

 



 

  

 -



 



-

 -

       

   

-

      

 er

whi





er

whi

     

         

pizz.



p



 

  

  

 

 -

-

  -

-

  ter

 ter

          



 

So pure - ly

white

they

 



 

 

show;

So

show;

cresc.

So

         p

          

         

 



   

show;

nev

      

nev

Did

        

   

 

Did

pp

p

pp

Vc.

      strew,

Vla.

 

 

pp

  

Vln. II

  



 



= Tbns.



  

 



 

 

 

      

 

 

     

    



 

strew,

Db.

 

 

Bar. Solo

B.

= Hns. 3/4

 

Tbn. 1/2

T.

 



   

Hn. 3/4

B.Tbn./ Tba.

 



poco

            p



poco

        



 

     





 

p

 

     

poco


23

     197

Fl.

  

Ob.

Hn. 1/2

1

        

    

 

 

 

 

p

mfp





p

 



 

 





   

were,

T.

  

 

  



 

  



 

 

  

That

ev’n the

        white

 

they

       

 



gen - tle

were,



      Vln. I     

  

         

  

B.

white

Vln. II

Vc.

Db.

they

were,

           

Vla.

 

 

     



   



  

 

 



 

mfp

stream,

  





the which them

bare,







That

the

stream





That

the

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

             







   

    

    

 

 

mfp

f

 

Seemed

  

   

stream

      

 

 





  

  fp



 

  

fp

  

  

  fp

      foul

  

  

to them,

 

Seemed

  

Seemed

  and bade his          foul

to them,



and bade his

 to them, and       foul

foul

to them,

 





Seemed



 

fp

bade his

  

       



p

      

2

 



  

         

     

  

 



p

  

fp

mfp

     

Bar. Solo

  

    

Tbn. 1/2

B.Tbn./ Tba.

 

mfp

= Tbns.

    



         

pp

Hn. 3/4



p





  

 

p



pp

        



pp

Cl.

Bsn.

           

     



            

p

   

 

 

     

    

  





     

    

 



sf



sf

 


24

13     

 

202

Fl.

 

Cl.

  



1

p

 



 

p

   

 

 

  

 





 

  

 

p

 

Tbn. 1/2

B.Tbn./ Tba.

p

               bil



    

13   Vln. I         

Vla.

     

Vc.

mf

Db.



  

 

and

    mf

 



-

-

lows

spare

-

-

lows

spare

  bade

  

 





p

 



   

 



 



    

 

 his

 





  

 

   

 

 



 

  

 



 

 







 

bil - lows



        silk

      

 

and

bade

his

bil - lows

-

spare

-

their

spare



pp

poco

 

To wet

fea

their

thers,

  -

thers,

p



 

lest they

 fea

 -

-

       

   

         

                   

   

   

 

   

thers,

   

 

  

    

   

  

 

       

 

might

their

   

             







en fea

    



 

  

 

   



mf

  

  

  



 

wet their



p

To

 





      

p





             

p

Vln. II



mf bil

B.

 

 

mf

T.

2

p

  

Bar. Solo



  

Hp.

 



p



p

Hn. 3/4



         

 

p

a2

 

    

p



 Bsn.    Hn. 1/2

 



 



1

 

Ob.

 

 

p

 



lest they

might

   

 

    

 

 



  



p

  

 





p

    

   

p

 





     




25

        

     207

Fl.

  

Cl.

Bsn.

Hn. 1/2

B.Tbn./ Tba.



 

            



  





 

 

 



        

    

 

 

  

 

 

a2

   

B.

Vln. I

Vln. II

Vla.



  

  



lest they

might

Soil



 

 

their

     

 

their

 

   

  

   



 

  

p

Db.

    

Soil

arco

Vc.

   

     

        Soil 



   

  

 

       



   



   

= Tbns.

     

  

mp

        

  

      

   



fair

plumes



 

fair

plumes

 



pp

  

  

 

 



 

   



    

p







   

  

    





   

their plumes

   

with wa

  

with wa









            



B. Tbn.

     



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

   

  

Bar. Solo

   

  

T.

-

-

ter



 -

-



  

-

ter

    

 

with

wa

 

  

 



ter

not

-

  so fair,



 

not

not

    

f

so fair,



    

   







   

     

 



 

                       

   

 

 

                     

   



arco

 

 

 

 

so fair,



p

   



 

 

pizz.





 

mp

     p

-

 -

 



       

 

   

p

  

 

   

 

   

Hp.

                 





Tbn. 1/2

 





 

Hn. 3/4

 

p

      

Ob.

   





 

    

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

 




26

   212

Fl.

 mf

   

Ob.

mf

   

Cl.

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

   

Hn. 1/2

     

  

 

 

  

mf

  

Tpt.

p

 

        

   

      

   

   



p

Timp.

 

 

        

        

        

        

p dolce

Hp.

    

  

    

  

Bar. Solo

 





 

 



 

 

 







 



  





 

 





espr.

T.

And

And

     p



mar

 





mar



mf



 

     

espr.

 

        

 



  



  

     

 

 

    

p

B.Tbn./ Tba.

    

 

p

     

Tbn. 1/2

    

   

mf

2

     

p dolce

 

 

Hn. 3/4

  



   

     

 



 



mf



 

  

       

mf (a 2)

Bsn.

14



their

beau



 their

beau

mf

poco

   

 

-

ties,



-



-

-

-

  

 

 





   



ties

bright



That

mf

B.

  

   

and

   Vln. I  

   

      

Vln. II

cresc.

   

 

mar

 



their

beau



     

 

     

Vla.

                         cresc.

Db.

   

cresc.





 

arco

 

 

-

-





ties





pizz.





bright



mf marc.

mf



  

 

  



  

 

 

That



 

mf espress.

mf espr.

-

 





cresc.

Vc.

-

14 

                            cresc.

 

 



 

 

 


27

      216

Fl.

Ob.

Cl.

Bsn.

Hn. 1/2

Hn. 3/4

Timp.

 

  

Bar. Solo

T.

      

Vc.

Db.



 

 

 

 

 

 

 

 

 

 

 

 

       

  

  

  

  

  

  

  

  

  

  

  

         

      

       

      



 

 

 

 

 

 

 

 

 

 

 

 

 



 

 







    

 

 



 

 

 



  



  

 

 

 

    





 

    

 

 

as

hea

 -

 

as

-

  hea

-



   

-



-

-

-







-

 

-

ven’s

 -



 -



ven’s

 

 

-





  

gainst

 

 

brid - al

day,

p

 

light,

A

 

 

-

p

A







their

 



light,

mf



-

  

gainst

their





gainst

their



  







  





espr.









espr.

     



  



 



 

  

A

     

 



 

  Vln. I  

Vla.

   

 

shone

Vln. II

   

    

 

shone

B.

    

p dolce

      

     

  

  Hp.

    



  

 

   

 

  

 

  arco

  





 

 



 

 





 

 



 

 




28

   220

Fl.

   

Ob.

Cl.

 

 

 



 

 

 



 

 

 

 

 

 

 

 

 

(a 2)

 

 

   

 

 

 

 

p espr.

 

 Bsn.    

Hn. 1/2

       

 



 

          

  

  



 

p espr.

  

 

 

          

 

  

= Hns. 3/4

  

 

pp

dim.

 

 

 



 

pp

p

Hn. 3/4



 



 

 



 





 

pp

p

Timp.

   

Hp.

 



brid

Db.

-

-

 

     

Vc.





 





 

  

  



   

 



 

dim.

 which





was

not

 

 

al

day,



 

al

day,

which

was

not

 











dim.

 

p

 





    

mp

 



 



p

 

long:









p



   





dim.





dim.

 

 

 

  

pizz.

mp

 

 dim.

 

pizz.

pizz.

mp

   

mp

Thames run

long:





p

   

Vla.



Sweet

     

Vln. II





p

    

  Vln. I  



p

dim.

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

brid

B.

    

mf

 

Bar. Solo

T.

  

  





   

 




29

   224

Fl.

Hn. 3/4

Timp.

pp

 



 



    

pp

pp

 

  





  





ppp

ppp



 







pp





Sweet

Thames

pp

 

 

Sweet

Thames

 

     



    



pp

Sweet Thames

  

6

  

run

soft



    

-

-

 

soft

  

Vc.

 

p

  

p

Db.

 

p

       

  

 

   

  

 

  

    

arco div.

 

p

 

 -

soft



ppp







run

6

ppp

    

ly,

run



pp

 

   

soft - ly,

   

Vla.

       



 

 



      

1

ppp

Vln. II



  

 

 

 

  

  

Bar. Solo

Vln. I

 

Hp.

B.

1    

  

 

T.

pp

       

Cl.

Hn. 1/2

  

 

Ob.

Bsn.

  

    

till

I

end

 -

 -







  

    

pp



ly.

       

pp

    

ly.

 -



 



  



         





             

 

  pp



arco

p

 pp





pp


30 229 Bar. Solo

S.

A.

T.

B.

  

  

my

 

Vc.

Db.

  

  

Cl.

Bsn.

Hn. 1/2

S.

B.

                        

  

Vla.

Vc.

Db.

    

 

     

 

pp parlante      

 

      

pp parlante

Eft- soons the nymphs, which now had

pp parlante

 

Eft- soons the nymphs, which now had

 

pp parlante

 

  



div.



pp



pp

div.



   





          

pp arco

pp

   

As they came float

 -

ing

  

As they came float

-

    As they came float

ing

 -

ing

     on

the crys

on

the crys

     on

the crys

As they came float

on

the

crys

ing

-

-

-

 

        

 

        

  

 



tal

flood;

tal

tal

          



      

      -

-

 

 

haste

to

see that

haste

to

see that

          p

          

   Ran all

in

 

ppp

        

see that

sil - ver brood,

to



in

haste



Ran all

 

         

fill,

p

   

  

          p            p

unis.

  

brood,

in

see that

fill,

- ver

Ran all

to

their

  

  

haste

flowers

ppp

in

 

  

Ran all

      



ppp

  



their

unis.

 

flowers

  



    sil



brood,

 

  

fill,

unis.

their



  

flowers



  

fill,

                

  

their



flowers

   

Vivace (h. = c. 60)

 

ppp



15  

 

  

  Vln. I   Vln. II

 

Eft- soons the nymphs, which now had

sil - ver

T.

 

sil - ver brood,

A.

240

Ob.

song.

Vivace (h. = c. 60)

Eft- soons the nymphs, which now had

pp

Vla.



  Vln. I   Vln. II

15 

 

tal

  mf

  mf  mf

 

mf

 

                       

                    

   

           

            



a2

             a2           a2



unis.

unis.

arco

 

flood;

flood;



flood;

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

div.

p div.

               p pizz.     

div.

      p    p

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

    p     p

        p unis.



p pizz. p

 


31

  

 

252

Fl.

Ob.

Bsn.

Cl.

16

     

pp

pp

  

 

= Tbns.

pp

Hn. 3/4

Tpt.

 

 

B. Tbn.

 

  

 

Tbn. 1/2

B.Tbn./ Tba.

Timp.

S.

A.

B.

p

  

  

p

p

 

Vla.

Vc.

Db.

  

they stood a

  

Whom when they saw,

they stood a

    

  

p

Whom when they saw,

 

they stood a

pp

  

pp

 -

maz

 -

maz

 -

-





maz

maz

  



arco





  

 

 

 

Their won - d’ring

won - d’ring

eyes

 

 

 

Their

Their

still,

Their won - d’ring



p

to

 

p

to

to

eyes

Them

fill;

Them

fill;

Them

 

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

 

                

 

p



seemed

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

  

    pizz.

p

 

seemed

  







p

p

p

  

fill;

  to

p

Them

  



  

fill;

p

  

 

eyes

 

mp

 

    

 

  





   

    

 

 

 

eyes



    

won - d’ring

 

mp

 

 

ed

 

still,

mp

mp

  

ed

   

     still,

still,

ed

 

ed

-

             

-

-

    

 

  

 

 

-

           

  

         

 



  

pp

            



 

              



 

 

  

  

      

 

  



   

     

            

             

     

 

they stood a

   

16       Vln. I           

 

Whom when they saw,

  

Vln. II

= Tbns.

pp

Whom when they saw,

T.

     

 

Hn. 1/2

             

pizz.





 


32

      264

Fl.

 

Ob.

  

Cl.

Bsn.

     

  



   

 

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

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

1











  









mp

                 mp



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

 



 

 

 

 

  

 

 

 

  

 

 

Hn. 3/4

Tpt.



 

Hn. 1/2

Timp.

S.

   

seemed

    

A.

seemed

    

T.

B.

    

  

saw

  

they nev - er



  



  

they nev - er

saw

  



they nev - er

saw

  

   they nev - er

a

a

a



sight

sight

sight

  

saw

a

sight

so

fair,

Of

fowls

so

fair,



so

fair,



so

fair,

so

love

 -

ly,

 

of

fowls

so

love

 -

ly,



that

they



 

that

Of

fowls

so

love

 -

ly,

 

Of

fowls

so

love

 

they

 -

ly,

  Vln. I  

                        mfp

 

                                       mfp

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

             

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

       

    

Vln. II

 

Vla.

Vc.

Db.

  

mfp





 

 

           



mf

 mf

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

 

    

            

 

 


33

17 

 

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

Ob.

Cl.

  a2

 







  

 

 

Timp.

S.

  

 

 

 





  

   

 

 

  

 

       



did

deem

Them

did

       that they  

-



deem

-

 Them



sure

did

mf

 

deem

 

 Them

f

 -

 hea

 hea

-

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

Db.

 



 



    

 

 

   



 

  





-

-

 -

 

ven - ly

-



-

-





that

they

did





ven - ly



deem

-

ven - ly



 



or

be

to

born,



 -

ly

born,



that

or

that





or

or

 



 

 

same

 

that



 

pair





 same



same





 

that

 

born,

Them heav’n

 -

born,



 -

mf





3

-







f

 



f

Vc.

 



Which

pair

Which

 same

mf

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

  



 

hea

 



  

   

17                  Vln. I 

Vla.



mf



sure

Vln. II



     

mf

  



mf

sure

B.

 

mf

   

T.



f



A.

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

f

mf

Tpt.

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

f

mf Hn. 3/4

f

f

  Bsn.   

Hn. 1/2

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



275

Fl.

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

  

   

  

arco





f arco

f

 

 

 

 

 

 

   

 

 

 

 



 

 

 

 



 

 

 

 

 

 

 

 









 

 

 

 

 

 

 

 














34

  284

Fl.

Ob.

Hn. 1/2

  

   

         

Cl.

Bsn.

         

(a 2)

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



  

 

 

Hn. 3/4





   

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







  





 

 

 





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

 

 

            





     

  



Tbn. 1/2

   p



 

   





p

B.Tbn./ Tba.

Timp.

S.

B. Tbn.

 p

 



 

 



A.



B.

Vln. I

 



Db.





 



through

pair



 

    

 

     







 

the





 the

Which

 

through

the sky





sky

 

  

 

 



sky

through the

      

    

sky

 

    

 



  







f

                  

f

 

 

  

 

  

 

   

p

 



draw



-

draw

Ve

 

draw

Ve

draw

Ve

nus’

nus’

sil

 

-

nus’

-

 

nus’

-

 

sil

-

-

           



  





  





ver

team;



ver

team;

 

         

 

 

-



-

-

mf

   

 -

sil

   

-

          

    



sil



-

p

 



    

    

-

p

Ve

 



                   







f

          

 





 

    





             

f

  

 

               

 

 

 

  

    

                  

 









     

      

f





 

 



 





  

Vc.

  



Vla.

 

Which



Vln. II

pair

 

 



through

T.

  

  

  

f

 

 

 



  

    

  

mf

Tpt.

 



 

-

  

-

-

 

ver

team;





ver

team;

       f

f

                    f

  





  







 



 



f



f


35

 

294

Fl.

Ob.

18

         

       

       

mf

 

 

Hn. 3/4

Tpt.



 

Cl.

Bsn.

Hn. 1/2

Timp.

     f

S.

So

A.

 

T.

B.

 

f

 

 





fresh they

seemed

as

day.

 

 

 

 



 

day.

So

fresh they

seemed

f



 

So

fresh they

 

seemed

as

f

 

 

So

fresh they

 

  

seemed

as

          

mp

 

mp

 

day.

Then forth

as

mp

 

Then forth

 

mp

day.

Then forth

 Vln. I 

                    f

Vln. II

                       f

Vla.

          f

Vc.

Db.

mf

Then forth



  

they all

  

they all

  

they all

  

they all

18

 



 

out of their bask-ets

drew

Great store

of

  

 

out of their bask-ets



drew

 

Great store

 

of

  

 



 

out of their bask-ets

drew

Great store

 

  

 



 

out of their bask-ets

drew

Great store

        mf

       

      

                   

        

      

      

        

      

f

f

mf

mf

mf

 

  

     

of

 

of


36

  307

Fl.

 

Cl.

 

Ob.

 

Bsn.

Hn. 1/2



 

Hn. 3/4

 

mf

 

dolce

      

  



  





 

mf

 

  

 

  

 

  

 

   

 

   

 

  

 

   

 

dolce

 

mf

 

      mf

 

 

 

dolce

mf

   

 

 

 

           mf

   

 

   

            

  

p

Tpt.

Timp.



  

A.

 

T.

flowers,

the

flowers,

B.

 

Hp.

S.

the

flowers,

the

flowers,

the



hon -

our

of

     

hon - our

of

the

That

mp dolce



 

field,

That

     

 hon -

our

of

of

the

Vla.

 

mp

Vc.

Db.

     

 

     

 

sense

did

fra

the

sense

did

fra

to

the

mp dolce

 

 

   mp



mp

 

 



 

 -

 -

 

 

That

to

the

  

-

grant

o

-

grant

o

did

fra

sense

did

fra





  -

dours

 -

-



  



  

 

 

   

      

 

pizz.

 

 

 

 

 

 

yield,

o



grant

o

yield,

 

All which up -

 -

-



dours

 

dours

yield,

  

All which up - on

those



 

on

those

 

All which up -

yield,

         



 All

       

 

  

   

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



 

 

 

grant

  





mp dolce

  

  

mp



  



 

dours

-

 

 

  



sense

mp dolce



mp

 

the

field,

     

 

That





to

the field,

      hon - our

to

 

 

the field,

mp dolce



mf

     

 Vln. I 

Vln. II



 



 

 

 


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

  319

Fl.

Ob.

 

Cl.

Bsn.

Hn. 1/2

     

 

 

  

                         

    

  

 

 



 

         

 



p

 



 

  

 

      

 

    

mf

 

 

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

 

 



  

   

  

 

 

 



37

19    

             

f

    f

            

f

          f a2

             

  

f

               f

Hn. 3/4

Tpt.

             

          mf

Tbn. 1/2

B.Tbn./ Tba.

Timp.

        

Hp.

S.

   

A.

  

good

-

 good

 

T.

B.

Vln. I

-

  

ly

birds

they

 



ly

birds

those

birds

 



threw,



those

good

And

all

 

threw,

  

threw,



they

 

 

 

they

up - on



 

- on

which

 

 



the

 

And

all

the

-

waves

 

 did



 

waves

did

strew.

ly

birds

they



 

 



 

 

strew.

the

-



 

 

 



             

f

    

f

      

f

       





strew.



did

p



 

waves

  

all

-

 

 

  



And





 

threw,



  

And

all

And

all

the



the waves

 waves

 did

 

did

strew.

strew.

    

    

19            

Vln. II

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

    

Vla.

 

      

Vc.



   

Db.

 

   

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



 

 

 

 

arco

mf


38

  330

Fl.

Ob.

Cl.

Bsn.

Hn. 1/2

    

       

(a 2)

      

  

 

f = Tbns.

 

                     

          

mf 1

mf

 

 

 



 

 

 

 

  

 













mf

   

 

 

 

 









p

2 = Tbn.



p

                 

             

                   



 

 



  





 

 

 

p

p

p





 



 

 

 



 

  

 

 

 

T.

 

 

             sfp









So

forth

those

joy





mf

mf



So

forth



So

mf







-

ous

birds

did



those

joy

-







forth

those

joy

-

a - long

A - down

 

 



did



ous

birds

did





So

forth

those

Vln. II

pass

a - long

pass

a - long

birds

did

                                                                                                            f

Vla.

Vc.

f

 

 

  

 

   

 

                              f

A - down

down



pass

down

  the



Lee,

that

 



the

Lee,

that

  



the

Lee,

that

 



the

Lee,

that

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

    

                              f

 

pass

birds



p

ous



mf

   

  

f

Db.

 

 

                  

 

A.

Vln. I

       

Hp.

B.

              

     

Tbn. 1/2

S.

   

        

Tpt.

Timp.

 

                  

Hn. 3/4

B.Tbn./ Tba.

      

 

 

 

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


39

  344

Fl.

Cl.

Hn. 1/2

Ob.

Bsn.

    

 

 

 

 

                  

mf

(1)

             

                 

mf

mf

  





20

 

 







 2

mp espr.

 

 











mp espr.















 

 mp

 

mp











mp espr.



 



  

 

 

 

  

 



 

  

 

 



Hn. 3/4

Tpt.

Tbn. 1/2

B.Tbn./ Tba.

Timp.

  

  

 

 

 

 

 

 

 

 





to

them

poco a poco dim.





to

them



poco a poco dim.

 Vln. I 

mur

 -



mur



them

mur

poco a poco dim.







to

them

mur



-

-

mured



low,



-

-

mured

 

Vla.

Vc.



-

mured

low,



mp

mp

As

mp

As





but



he would speak,

he would speak,

 



but

that

he

lacked

a

but

    

mf poco a poco dim.

             

     

             

             

     

             

poco a poco dim.



p

 







 

that

he

lacked

a





that

he

lacked

a

tongue,

tongue,





tongue,

Yet

Yet

Yet

mp



Yet

20

              

he would speak,

                

  



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

           

poco a poco dim.





  

mp

As



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

poco a poco dim.

Db.

low,

 

poco a poco dim.

Vln. II



low,

-

-

 mured

poco a poco dim.

    to

T.

 

A.

B.

  

         

Hp.

S.



     

     

  

 

           

  

 

         

         

 

           

    



     

     

   

       

   

 




40

  356

Fl.

 

Hn. 3/4

Vln. II

Vla.

Vc.

Db.



 

p

p

 



    





  



 

   

p

          

 



 

mp

 



    

   

   

   

   

 

       



 

 

   

 

    

    

 

     

p

   

    

 

 

 

 

 

 

 

  

 

p

   

    

p

    

p

più p

più p

 

 

     

T.

Vln. I



A.

B.

    

Hp.

S.

   

Tbn. 1/2

Timp.

 

Tpt.

B.Tbn./ Tba.

  

    

Cl.

Hn. 1/2

 

Ob.

Bsn.

 

  





 

did

by

did

by

 

by



 

signs

 

  

his

glad





 -

  

  

  

his

glad

his

-

af - fec

-

af

-

-

-

fec

-

  

-

-

-

-

-

-

  



tion

show,

  



tion

show,

 



tion

show,

     

     

         

     

     

     

     

     

     



  

  

    



    



    



stream

p

  

stream

p

stream

p

Mak- ing his

  



Mak- ing his

   

p

Mak- ing his

  

     

Mak- ing his

         

     





show,

        



         



tion







  

af - fec

 









af - fec

glad

 





his

        

signs



did

signs

   

did





   

stream

  

p

  

   

  

  

    

 

div.

    

         

 

  

  

p

p

p

    

   


 

Fl.

 

Cl.

Ob.

p

  



Hn. 1/2

  

Hn. 3/4

 

  

 

 

 

 

 

Db.

 

  

   

        

   

 

     









pp

poco

mf

= Tbns.

    

 

 





poco

pp

poco

 

 

pp

  p

 

  

 

 

 



 

p



 

poco



  

a2

  

          poco

p



 

              mf

      

cresc.

     

        

 

           







  



 

slow.

run

slow.

run

 

slow.

    

And

 

 

  

p

 

  



   

  

  

  

    





     

  

cresc.

 cresc.

  

21 





 

   

  







p espr. unis.



    



 

   mf

  

 

  



     

   

 

  mf

p espr.

mp

 unis.      mp

mf

 



mf

cresc.

cresc.



  

mf

   



 

cresc.

      

         

 

  

div.

 

         

       

mp espress.

 

And

div.

mp espress.

  

slow.

    

  



Vc.



 

 

Vla.



41



Vln. II

cresc.

run

Vln. I

p

  

  

mf

  

  

   

 

 

run

B.



T.



cresc.



mf

 

A.



 

mf

 

 

cresc.

  

pp

 

Hp.

S.

 

Tbn. 1/2

Timp.

 

Tpt.

B.Tbn./ Tba.

 

 

p Bsn.

 

1

368

21 





pizz.



mp

 


42

 

 

380

Fl.

Ob.

       



       

     

p dolce



 





 

 





         

 

          

 





 





 



 



 

 









 



   

  

 

 

 



 



 



 

 



 

 

 

  

 

   

p dolce

     

Cl.

 

 

 

  

   

  

 

 

  

 

Hn. 3/4

 

  

 

Tpt.

 

Bsn.

Hn. 1/2

Tbn. 1/2

B.Tbn./ Tba.

Timp.

 

A.

T.

B.

 

p

   

 

      



  

 

   

 

 

 

 



 

 

 

 



 

  

 

 

  

 

 

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

p  sempre                                                             

Hp.

S.

p dolce

 





all

the

fowl

 



all

the

  

fowl

which

his

flood

did

flood

did

  in

his

 

’Gan



dwell





flock

a

-

-



bout

these

twain;



bout

these

 



twain;



 







  







 











 





 

 

a



flock

 



’Gan



Db.



 

dwell



Vc.

in



Vla.

which

 

 Vln. I  Vln. II

 



  





 

 







 













 



 

 







  



 

 

 



  



   

 


43

  390

Fl.

Ob.

   p



   

Cl.



  



  

Hn. 1/2

 

Hn. 3/4

Tpt.

Tbn. 1/2

  



              



  

       

 

  

     

 

 

   

        

  

 



 

   

p dolce

p

Bsn.

  

   



    

 



       



p

     

 



       

  



     

 





p

  

  

  

  

  

  

 p

  p

   p

   pp

  pp

B.Tbn./ Tba.

        

 

 

A.

T.

B.

Vln. I

Vla.

Vc.

Db.

        

 

 



 

 

 

p

So

they,

  

    

 

p



So

they,

en

  



  

p

dolce

 

   

  

p

 



-

rang

 -

ed







 

        

   

 

 

 

p

    

they,

en -

  



So

they,

en -



rang

-



 rang

-

-

 -

-

      



 

ed

well,





ed

 

  

   



rang

-

-

  



 

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

   



 



-



 





well,



ed

well,





  

 

  

two

div.

div.

            





 

     



  

     

Did

Did on these



       

  

mp



 

 -





 

 

well, p

  

en -

 

 

dolce

p



  

p

So

 

Vln. II

pp

Hp.

S.



 

pizz.

  

 


44

      400

Fl.

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



     

Cl.

   

Ob.





    

   

 

 

  



 

 

 

Hn. 3/4

 

 

Tpt.

Bsn.

Hn. 1/2

Tbn. 1/2

B.Tbn./ Tba.

Hp.

S.

 

  

 

  

 



p

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



 



 

 



  

 

 

 



 

 

   

 

  

   

 

  

 

   

 

    

 

 

   

  

   







 

  

 

 

   

 

       

 

 

   

  

   

   

     

   

 

  

 

        





  

on

these

two

 

at

-

 

 at

 

tend,

   

  -

Did

-



on

these

two





tend,

And

 



Did

on

these

   

 

 

  

  

      

 

 

 

         

  



  

 

  

    

two





   

  

 

best

ser

their

best

 

ser

          

   

     

   

          









 

 

best

-

-





And

their

 

 

 

    





ser

-

-

-

vice

   

 



lend

vice

 



 



lend

 ser

lend

 

vice

 

 -

vice

  lend

   



 

  

  

  

 

 

  

   

     

 

 



their



     



  

their

    

             

      

at - tend,

            

         

And



 



       

 

 

 

   

Vc.

 

 

 Vln. I 

Vla.

   



             



 

 

Vln. II

             

 

 



 

 

T.

Db.



 

A.

B.











   

 

  

   

    

   

             

   

   

  





 

 


45

 

22

411

Fl.

Cl.

          

     

 

p

 

  

             

     

Ob.

     

p

p

Bsn.

Hn. 1/2

Hn. 3/4

Timp.

 

 

 

p

 



S.



p

 

   

 

    

 



   

  



  

 

  



 

più p

più p

B.

their

wed

their

wed

 



 

 

 

 

   

 

 



   

  

             

dim.

 

dim.

  

     

dim.



   

  

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

  

   

 

 

 



 

      

             

 



 

 

   

 

 

 

dim.

 

più p

più p

their wed

-

dim.

their wed

       

 









  

dim.

  

  

  

 

  

dim.

 

 

 

 

gainst

gainst

ding

 

   

-

ding

-

ding

day,



  

  

  

 

 

 



day,

-



ding day,

 

day,

their wed



 

day,





 

their wed



 

their wed



  -



ding

 

  

 

 



a-



  a-



  

 

 



  

  

 

 





  

  

 



ding day,



ding day,

 -



  

 

 

-



A - gainst

their wed

 -



ding day,

                   

     

  

 

  

    

  

             

  

        

   

   

  

 

  

    

  

             

  

     

  

     

   

 

    

     

    

                 

    

    





        



p arco div.

Vc.

Db.

   

             

A - gainst

p

Vla.



 

22      Vln. I       p Vln. II

      

 

  

 

A - gainst

 



  

A - gainst

T.

 

 

 

f

 

A.





   

Hp.

  

 

            

            

pp

Perc.

   

p



 

dim.

 



             

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



 

p

 

 






































46

  423

Fl.

Cl.

Hn. 1/2

Hn. 3/4

Timp.

Perc.

      

pp

 

 

 

 

 

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

                             

 

 

 

   

 

  

 which

was



which



was





which





Vla.

 

     

 

mp

  

  

  

  

dim.

 

  

Vc.

not

long,

 





not

long,

 the

 

 

 

 











  

  

  

  

 

  

  

 

 

 

 

  

wed

-

             

      

  

 -





ding day,

    



was

















  



dim.



which

which

        

dim.

was

dim.

was

  

dim.  

 

was

     

   

   



 



 



 



 



 



 



 



  

  

    



 



 



 



 



 



 



 



    

    

div.

    

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 



più p

più p

più p

which

 

    

arco

Db.

which



           

unis.



p

 

 



     

  

 

più p

Vln. II

long,



  

  



not

a - gainst

     



was

più p

 













       



      



      

 Vln. I 

 

 

 

p



 

p



 

pp

pp





       

Hp.

B.

         

T.

pp

           

 

A.



   

             

 

S.

Ob.

Bsn.

  

pizz.

più p



















  

 

unis.

 

  


47

   436

Cl.

Hn. 1/2

A.

B.

Vln. I

Vln. II

Vla.



Db.

not



Hn. 1/2

Tpt.

 



long.

 

long.

  

                

23

   



      

  



run soft - ly,

            

soft - ly,

till I

end

rit.

 

 

arco

p pizz.

p

Allegro (h = c. 88)

 

 

 

 

 

pizz.        pizz.       



 

arco

 

     

p



24

Allegro (h = c. 88)

      p

 div.   

  

 

 

unis. p pizz. unis.



p

   

p

 

 

        

  

  

  

div.

 



  

   

               

  

* these bars are quoted from the composer’s In Honour of the City

 

  

they

p



all

 

 

Lon - don came,

   

  pp

 



  

      To mer - ry

   

 

to mer - ry

pp

  

       

  

div.

   

   p



 

 

mf

    

 

 

At length

pizz.

mf marcato

pp

song.

rit.

   

pp

pp

   

p

    

 

1      



    

unis.

pp

 

arco

mf

1



        

1

 

  

 

 

  

Sweet Thames

arco

Vc.

  

ppp

Andante h. = q (= 60)

pp pizz.



 

    

 

Vla.

pp



     

1

 

Vln. II

pp

  

   

 

 Vln. I 

     

run soft - ly,

long.

my

Db.

Bar. Solo

dim.

p

long.

24 

  

  



pp

446

Cl.

 

pp

Vc.



  

mp

not

 

               

                

Sweet Thames

pp

    not 

  

not pp

T.

pp

  

p

 

Bar. Solo

S.

Andante h. = q (= 60)

23

       

  

  


48

 

456

Fl.

Ob.

 

Cl.

Bsn.

Hn. 1/2

Hn. 3/4

   

Bar. Solo

(1)

1

 

 

Vla.

Vc.

Db.

  465

Fl.

 

Cl.

kind

  

-

  

  

  

  

  



 

Bsn.

Hn. 1/2

Hn. 3/4

 

 

 

There

when they

Vla.

Vc.

Db.

 

 

(1)



 me

       

 

gave this life’s

  

 

 

     

        



 

 first

na

  

  

 

  

 

 

 

   

  





  

 

came,

  

where - as

   

          

  







 

 

  

         



 

      

 

      

   

those

  

  



 



brick

-

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

   

             



 



y

towers



 

     

       

          

 arco

   

  

  

  

25    unis.

mf

fp unis.

        fp

 

3



p



    

 



mf

 

pp



The

which

on

  

fp

arco

 

        fp         

   

  



p

     

 

mf

   

  

    

 

p

  

pizz.

7

mp

       



 = Hns. 3/4      pp       

 

mf

 

   

 pp

      

 

pp

1

       

= Hns. 3/4

 

tive source.

  

  

 

mf

  

 -

 

1



 

   





 

mf

 

Vln. II

 

  

 Vln. I 

mf



Bar. Solo

to

  

 

 

 

 

mf



 

      

 

 





That



ly nurse,

   

  

 

 

          

 

 

mf



        

Vln. II

mf

 

 

mf

   

    

 

Lon - don, my most

Vln. I

       p               

25

    

 

  

   

     

     





 

 


49

 

472

Fl.

  



       

2

pp

     

Cl.

Bsn.

Hn. 1/2

Hn. 3/4



 





Thames’

broad

a

 

  

   

   -

     

     

Vla.

   

    

 

     

   

     

   

  





do

ride



3

       

 

       



Where

now

the

stu

   

 -

 

dious

law

-

yers

      p

     p

pizz.

       p



pizz.

 

 

         



 

     

f



pizz.

 



p

   p











   

   

  

   

   

  

   

   

  



26    





 Vln. I           

 

1

 

pp

 

 

        

                 pp

   

        

                          

  

bowers, There

whi



 

-

lom

wont

the

Tem

-

                        

  



  



p

pp

  



               p     

                  3 3 3 3 3



p





plar

Knights

to



   bide;

Next

26

                    

where

pizz.

p

 -

un

  

-



to

there

  

   

   

 

   

   

 

    

  

   

    

 

   

        

  



   

   

  

 

Vln. II

Vla.

Vc.

Db.

 

 

have their

   

     





back

   

    Cl.                   Bsn.        Bar. Solo

   

Ob.





480

Fl.



   

ged

   

Vln. II

 

   

pp

     

mf

 Vln. I 

Db.

pp                              

 



                              

mf

 

 

 



Vc.

      

 

 

Bar. Solo

 



 





 

 

 

  

 

 

  

 


50

     489

Fl.

Bsn.

Hn. 1/2

       

Cl.

 

Ob.



 

 

    

 

       

 

Animando

          

a2

 

f

a2

f

 

mf

2



 

 

 

 

mf

   



  

mf

Hn. 3/4

 



 

 

mf

Tpt.

Tbn. 1/2

 

      p

    

 

  

p

p

B.Tbn./ Tba.

Timp.

Perc.





Bar. Solo

   

stands a

-

 Vln. I 

state

  -

ly



    

place,

Where

oft

I

gain

arco

               

-

ed

gifts

and

Vla.

Vc.

arco

              p

  

mf espr.

arco

mf espr.

   



Db.

   

  

good

-



     

mf



ly grace.

    

   

 

 

    

 

unis.

  

f

  

f

div.

     

 arco div.

       mf espr.

     

div.

Animando

p

Vln. II

    



  

     

arco



mf



      



     

 



  

unis.

f

 unis.       f

 f


51

 

27   

500

Fl.

    

 

 

     

  

 

  

     

 

 

 

 

 

 

      

 

  

  

f

      

 

mf

     

  

      

   

 

      

f

mf

mf

a2

f

f

mf

mf

  



f

 

    

p

f

f

There - in

 Vln. I 

 

 

Vc.

 



Vla.

  

  

f marc.



Vln. II

                       

 

mf

 

 



 

 



    

Bar. Solo

Db.

 

      

 

Tbn. 1/2

Perc.



  

  

Tpt.

Timp.

 

  

Hn. 3/4

B.Tbn./ Tba.

  

           

Cl.

Hn. 1/2

(h = 108)

  

Ob.

Bsn.

  

27

doth

now

 lodge

   

      

      a

no

f

     

f

     

    

       

 

 

 

 

 -

   

   

    

f

arco

  

 Great

    

              

  

   

   

   

 

   

    

   

 

   

     

   



  

f marc.

    

f marc.

    

  

ble peer,

 

mf



pizz.

    

f



f

f

 



(h = 108)

   

   

f marc.

f marc.

f marc.

  

   


52

  511

Fl.

Cl.

Bsn.

Hn. 1/2

Perc.

   

 

 

 



 

 

      

 

    

 

      



  

  f marc.

                          

   

  

  



  



 

 

   







   

 

   

f

f

  

 

f

  



f

 

 

f

   



    

più f

Tbn. 1/2

Timp.

   

Tpt.

B.Tbn./ Tba.

 

 

 

 

Hn. 3/4





Ob.

 

 

Bar. Solo

Eng - land’s

 glo -

  

ry

and

Vln. II

Vla.

Vc.

Db.



f

 

 

won - der,

Whose

   

    

   

 

 

    

 

   

    

    

 

   

    

  

   

 

  

f

               

mf

    

   

   

pizz.

theworld’s wide

 Vln. I 

arco

  

  



dread - ful



name

late

    through all

   

    

    

     

   

   

    

   

   

    





   

 

 


53

 

 

522

Fl.

Ob.

Cl.

28

Animando molto

rit.

 



 

 

cresc.

mf Bsn.

 

 

 

 

cresc.

mf

 

Hn. 3/4

Tpt.



Hn. 1/2

Tbn. 1/2

B.Tbn./ Tba.

Timp.

     

fp

Perc.

 

Bar. Solo

 



Spain

did



     

      

      

   

Vla.

Vc.

Db.

28

 f



And

Her

thun - der,



      Vln. I   Vln. II

f

      -

cu - les’

two



pil

-

 





      

mf

 

 

    mf

 

    

    mf

  

 



 



mf

-

ing

    





  

 

  

 

  



    

    

    

  

 

 stand

Animando molto

rit.



lars,

mf

cresc.

 

    

cresc.

cresc.

cresc.

  

 cresc.


54

  534

Fl.

Ob.

 

Cl.

Bsn.

Hn. 1/2

 

   

   

1

Tpt.

a2

 

 

 

 

 

 

 

 

 

 

    ff

a2

      



 

 

 

 

 

 



f cresc.

f cresc.

f cresc.

mf cresc.

  

f cresc.



ff



 

rit. molto

   

f cresc.

    

  

ff

     

 

f cresc.

mf cresc.

mf cresc.

Hn. 3/4





 

  

 

   

   

a2

   

ff

ff

sf

    

sf

 

a2 sf

ff

    sf







 

 

mf

Tbn. 1/2

 

 

 

 

mf

B.Tbn./ Tba.

Timp.

Perc.

 

   

fp

cresc.

 Vln. I 

 

Vla.

Vc.

   

    

 

   

   

          

 

div.

f

  

  

  

  

 

  

  

  

  

  

f

f

 

  

  

f

Db.

ff

 f



      



    







Did

make

to

       

f

and

ff

  

unis.

ff

   

   

   

 

sf

   

    

    

sf

sf

    

    

sf

    sf

      sf

sf

     sf

sf

sf



rit. molto

sf

  

fear.

sf



 

quake

ff

ff

 

sf







ff

  

più f

near.

Vln. II

mf



Bar. Solo

     sf

 

   sf


55

29 Maestoso (q = c. 88)    545        Fl. 

Cl.

Hn. 1/2

Tpt.

Perc.

S.

  

   



   

 

   

 

   

    

A.

 

T.

B.

Tbn. 1/2

Timp.

  

    

 

Hn. 3/4

B.Tbn./ Tba.

Ob.

Bsn.

 



   

 

   

     Cl. Cyms.

Fair

 

Db.

sf



 



 

   

f

 

 

 

   











    









 

   



 



 





   



 

 

 

 

   

 

 

 



    

 



   

 

   

    

   

 

        

 

mf



 

 

    

   

    

 

branch of hon - our,

branch of hon - our,

-

er

  -

 -

                                                     

                               



 



 





f

f

  

 

  

  

 

-

of

chi - val - ry!

   

 

er

of

chi - val - ry!

 

er

of

   

chi - val - ry!

 

   

er

of

chi - val - ry!

 

                            

            

f

f

 

flow

f

flow

    



flow

branch of hon - our,

flow

 

f

branch of hon - our,

  



 

mf

sf

   





mf

sf





Vc.





 

      

 



sf

Vla.



f

Vln. II



29 Maestoso (q = c. 88)    Vln. I               sf       









f

mf

Fair

f

    

f

Fair

f



f

Fair

f



f

f f





   



    

    

   

                                



 



 





  


56

  553

Fl.

Ob.

Hn. 1/2

   

    

Cl.

Bsn.

  

  

Hn. 3/4

         

 

Tbn. 1/2

 

B.Tbn./ Tba.

   

Tpt.

Timp.

Perc.

S.

   

 

A.

T.

B.

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

Db.

  

 

  

 

Animato (q = 100)

f

f

f

  

  

  

    

 

  

Joy

have thou

of thy no



Joy

 

have thou

   

of thy no



 

  

Joy

have thou

of thy no



 

 

Joy

have thou

of thy no

- ble

            

 

 

 

f

     



f



 

f

Vc.

          

     

Vla.

    

 Vln. I 

   

      

Vln. II

 



 

  

30

      sempre marc.      

 

sempre marc.

    

sempre marc.

   

   

sempre marc.

sempre marc.

 -

ble

-

ble

 ble

-

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



f

 

vic - to- ry,



  

vic - to- ry,

 

That through thy

vic - to- ry,



f

  

 

That through thy prow - ess

f

      

That through thy prow - ess

  

and vic - tor - ious arms,

          

      f                 f

                 f              f

  

f

 coun

f

-

try

may

be

 

That through thy

prow- ess

and

vic -

 

    

  

  

 

 

  



   

 

 

   

 

   

 

 

   

 

 

 

         

 

     sim.

 

 

 

       

 

  

  

sim.    

 

 



 



sim.

  

and vic - tor - ious arms, Thy

Thy

 

vic - to- ry,

30 Animato (q = 100)                  

 

    

 


57

  562

Fl.

Ob.

Hn. 1/2

  

Hn. 3/4

  

 

 

 

  

 

 

 

 

 

 





   



sim.

 



 

 

    







       

 

 

 

 

 





      

 



 

 



 

 

     

 



 

    



 

 



 

   



 

B.Tbn./ Tba.

Timp.

Perc.

S.

     

T.

        ff



  

 

   









   









 







 

 



 



    

and

vic - tor



 

freed,

be

thy

-

ious arms, Thy

freed,

coun - try

coun

thy

may

be

freed

-

 try

coun - try

 

coun - try



may

may

may

be

be

freed from

 

freed

for - eign

  

from for - eign

    from

for

 

be

freed from

for

-

eign

 

 -

eign

That great

Db.

       sim.                           

  

  

 

 

 

 



   

 

E

 -

E



li

-

 -

li

-

  

za’s

 za’s

 

That great

E

That great

31

rit.

...molto

a tempo (q = 100)

             

  

 

          

        f

  





-

 

f

E

   f

-

  

harms;

ff

harms;

 sim.                                      

    

harms;

 

(Cl. Cyms.)

That great



             

f

harms;

 

     

    

Vc.

   

may

 

ff

   

    

 Vln. I 

Vla.

  

 

- tor - ious arms, Thy

ff

         sim.                          

Vln. II

    

coun - try

ff



ff

  

ff

prow - ess

a2

 

 



ff

 

ff

  

 

  



   

    



 

ff a2

        

f



A.

B.

    

   



 

f

a2



  

a tempo (q = 100)

...molto

      



    

 

   

 

 

f

Tbn. 1/2

 



Tpt.

  



   

  

Cl.

Bsn.



31

rit.

f

cresc.

f

cresc.

f

cresc.

              

       

           cresc.

       

 



cresc.


58

  570

Fl.

Ob.

Hn. 1/2

Tpt.

Perc.

S.







 







    



 

 













  

 

 

   

-

rious

name





glo

-

rious

name





 name

- li

-

-

za’s





- li

-

-

za’s

            

 

 may



  may

 



name

Vla.

Vc.

ff

 

 



 

ff

 







 

 



 

   

ff







   



 



 





 











world

filled





   the

 



filled

Through all





the

  

world

Through all



dim.

ff

    Through all the

 

ff

Through all the



dim.

cresc.

 

     



ff

 

  

dim.



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

 

 

ff

 

ff



 sim.                                    



ff

Db.



ff

sim.

   







ff

 



  

                            



 

sim.

sim.



ff

 

                               

  

ff

sim.

Vln. II





ff

ring

ring





may



 

ring

 



 



   

ring

   





may

 

ff

 

 

   

 



 

ff

f



 

 

    

    

    

glo



      

ff

    

 

  



 

 







 

T.

Vln. I

 



   

A.

B.

Tbn. 1/2

Timp.

 

  

Hn. 3/4

B.Tbn./ Tba.

  

Cl.

Bsn.

a2



        



world





world

       



with

thy

  with

thy

 

filled

with

thy



filled

with

thy

        fff

                          fff

                               fff

 



 

 

  

     

       

ff

ff


59

  577

Fl.

a2





poco dim.



poco dim.

     

Cl.













Hn. 1/2

  

Hn. 3/4

Tpt.

Tbn. 1/2

B.Tbn./ Tba.

Timp.









poco dim.

 



 

 

 



 

S.

  

A.





  

  

 



wide

a

B.



Vln. II

Vla.

Vc.

Db.



 





 



 

-

 a

        

 



 

 



 

 











 





 

 

  

 

 

 

 



 



 



f

    

 



f

f

-



poco a poco meno f









 



  

   

   

f

f





larms,

Which

some

brave

muse

may

sing.



larms,





Which

some

 

-

-



brave

f

 

 

muse



may

sing.

larms,

larms,



Which

some

brave

muse

may

sing



may

sing





Which

some

brave

muse

                       32 rit.          

     

     

  



        

               

       

               

poco a poco meno f

       

               

poco a poco meno f



poco a poco meno f



   

               

 

f

a

       



poco a poco meno f

mf

a



 

 

mf

wide



f



f

  

 



  

wide

 Vln. I 

 





  

mf

  



 

   

 



 



wide

T.



f

 

f





f

   





    



f Perc.

 

rit.

f



 





  

 

f

poco dim. Bsn.

 

32

f

    

Ob.

 

 

     

 

 

     

f



To

a

f





To

a

f

 -

ges

 -

 

ges











 











   

   

f




60

Largamente

    584

Fl.

Ob.

Cl.

     

    

        

  Bsn.   

(a 2)

Hn. 1/2

Hn. 3/4

Tpt.

     

  

  

 

    

Perc.

S.

    

B.

Vla.

Vc.



   

 



   

  





 

     

    

 

 

   

     

 



   



    



-

 

      

 

 

 

 

 

   

  

 

 

 

   

   

    f    

 

 

 

fp

   

 

f

f

f

 



 

 



low - ing.

   

*

ff marcato

 

Vi - vat!

*



Vi - vat!

            

          



     

       

  



-

 

    



  



ff molto marc.

f

fp

 

f

più f

-

-

ges

fol



ges

-

 fol



  

-

low - ing,

 



  





* Adapted from Sir Hubert Parry’s Coronation Anthem I was glad

   

    Re - gi - na E - li - za -

Vi - vat!

    

low - ing,

Vi - vat!

   

  

                                                                        

    

fp



Re - gi - na E - li - za - be - tha!

 

      

      

 

 

    

-

f

Re - gi - na E - li - za - be - tha!

ff marcato



f    to a

f

 

 

più f

f

to a

   

-

f



 



 

low - ing.

   

   

      

f

ff molto marc. Db.

f

  

    

   

 

f

  

     

f

Vln. II

 

 

Largamente

Vln. I

 

marc.

fol

T.



f

fol

A.

 

fp cresc.

Timp.

f

 

     

   

 

 

    





   

ff molto marc.

     



 

ff molto marc.

fp cresc.

B.Tbn./ Tba.

ff molto marc.

fp cresc.

Tbn. 1/2

 

    

      Re - gi - na E - li - za -

 

 

 


  588

Fl.

Ob.

Hn. 1/2

 

Tpt.

Tbn. 1/2

Timp.

 

Hn. 3/4

B.Tbn./ Tba.

 

Cl.

Bsn.





         

 

    

 







 

 

 

 

    

 

 





  

f

 

   

f

   

 

f

             

           

sf

 

fff

 

fff

  

 

 

sf

   

 

  

Perc.

S.

  

A.

 

T.

B.

Vln. I

 

Vla.

Vc.

 

to a

    to a

 -

-

ges



     

    



      



     

  

fff

fp

fff

fp



fff

fp

-

-

ges

- be - tha!



 

  

ff

fol - low - ing,

fol



ff



 

  

 

Vi - vat!

Vi - vat!





 

Vi - vat!

    

fol

  

sf

sf

 

 

ff

            ff

sf

sf

 

sff

     





     



 



 



low - ing,

   

low - ing,

fff

 

fff

    Vi - vat!

   

 

      

   

ff



 secco     

                       



Vi - vat!

Vi - vat!

           

     



fff

  

-

mf

       

1

-

   

  secco          sfp



fol - low - ing,

                                                                            

 

 



   

 







    

ff

- be - tha!

 

Vln. II

Db.



     

 

fff sf

 





ff

ff

 

ff

fp

           

ff



ff

 

fp



           

  

33 Con moto moderato (q = c. 108)   

ff

 

ff

fp

   

   

           

61

    

sf

sf

 

     

33

       f

sf

     

sf

     

Con moto moderato (q = c. 108)

sf



         f              f

     

sf

 

           f

         f


62

   

Fl.

1

593

Ob.

  

Cl.

 

 

  

      

 

mf

Hn. 1/2

   

 

  

   

 

        

     

Tpt.

Tbn. 1/2

B.Tbn./ Tba.

Timp.

S.

A.

 

   

       

mf

      mf

    

(1)

 

         

   

   

mf

mp

Hn. 3/4

mf

mf

 

B.

mf

p

p

  

 

   

  

mp

 

 

 

 

 

 

 

 

From those high towers this

   

mp

  

  

mp

mp

 



 

              

       

           

     

                             

   

         

   

no - ble lord,

Is -

     

no - ble lord,

Is -

      

no

-

ble lord,

      towers

this lord,

  

      

                       



 

    

    

    

      

              

   

       

            

 

 

sim.

sim.

Db.

From those high

sim.

Vc.

From those high towers this

sim.

Vla.

 

 

   Vln. I        Vln. II

           

From those high towers this

T.

  

mf

Bsn.

         

mf

  

 

 

   

sim.

    

   

  





pizz.

mf

     


63

           600

Fl.

Ob.

  

 

  

 

   Bsn.   

   

 

Hn. 3/4

 



Hn. 1/2

  

  

Cl.

 

   

  

    



     a2       

f

           

f

            

f





      

 

  

 

 

 

 



 



mf

 



   

     

 

 



 

mf

   

 

mf

Tpt.

Tbn. 1/2

 

p

p

B.Tbn./ Tba.

Timp.

S.

  



 

  

      

- su - ing

A.

T.

B.

   

     Is    

like

  

su - ing

like ra

-

Hes - per

when his

-

di - ant



ra - di - ant

Hes

-

 

  Vln. I   

  

like

   

  

  

Is - su - ing

Vln. II

 

   

su - ing like

 



ra - di - ant



 -

  

Hes

his gold - en

Vc.

Db.

gold - en

hair

In

   

 

per when his

 

  

In the

when his

hair

     -

   

cean’s bil

-

-

cean’s bil

 

the

o

   In the o

o

-

  -

cean’s bil

-

       -

cean’s bil

-

lows

    he

hath

        lows

he

hath

      lows

he

hath

   

lows

he

hath bath

 -

ed

 bath

-

 

bath - ed



bath

-

  

ed fair,

fair,

  

ed fair,

fair,

 

   

 



 

 

   

 

 

 

 

 

 

     

     

      

      

      

 

      

   

  mf espr.

 

hair

 

per

o

p

       

 

mf espr. Vla.

 

 

In the

 

  

-

gold - en hair

   

Hes - per when

   

  

p

    

   

   

      

 

   

   

      

   

 

 

mf espr.

 

  

mf espr.

arco

 




64

34                        Fl.    606

Ob.

Cl.

         

 

  

 

  

            

  

       

 

   



   

 

 

 

 





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

f

 

f Bsn.

Hn. 1/2

     

a2



f marc.







   f

Hn. 3/4

    f

Tpt.



 









 













 



 

 



 







f

Tbn. 1/2

   



  

 



 



 

  

 

 

 

 

f f

B.Tbn./ Tba.

Timp.

S.

     

 

mf

   mf  



     







De - scend - ed

to

the





 



 



De - scend - ed

T.

B.

 

mf

A.

    

   

mf



De -

to

ri

the

scend

-

ri

-

mf



De

      

-

ver’s o

  

-

 -

ver’s o

ed



scend - ed

to

 -

pen

view - ing,

  

the

ri

-

  

 to

the

ri

-

 -

Db.

f







 

de -

scend

ri

-

-

 de

 -



-

  

  

ver’s o

-



scend - ed

ed

-

to

pen

 

the



to

the

          



  

        

    

     

           



   

                 

f

the

pen

     

   

     

to

 

-

     

   

f

de - scend - ed



ver’s o

 

Vc.





-

     

    



ri

   

     

the



    



to

     

     

     

de - scend - ed



  

        

      

f



 

f

f



        



Vla.

 



       





ver,

    

ver,

      

f

pen view - ing,

34       Vln. I  Vln. II







 







     




65

    610

Fl.

Ob.

         















 

 

 

       

 

 

 

  

         

  







   







 

  

   

f

     

 Bsn.  

Hn. 3/4







                

ff

Hn. 1/2

 

ff

ff

Cl.

  

 

= Hns. 3/4

  

 

       



   ff

ff

             ff







  

 



 

   

 

 

 

   

 f

mf

   

   

      

f

  

 

   

   

mf

f

Tpt.

Tbn. 1/2









più f

   

Timp.

S.

         

 





B.

  -

dim.

 

    

Vc.

ing,

With a great

-

With a great

ing,

 -

f

  

With a great

ver,

f

 -

  

 

  

ver,

          

With a great

ff

          

      ff



train,









  

 

   



with a

train,



 

   

  

 

       

 



       

           





train,

 









 



 

 

great

    

train



great

      



with a



mf

   

with a

  mf

   

with a

train,



   

great



en

  

train

en

 

  



train

great





train

-

-

-

 en

     

 en



su

 su

 su

-

-

-

 -

su

-



 

 

 

 

 

ing.

ing.

ing.

ing.

    

                            cresc.

f

                              cresc.

      

 

 

 

   

   

f

f

                             cresc.

              

 

        

         



  



 

ff

             

           

f

ff

Db.

 

mf

  

ff

Vla.

dim.

f

              



f

    

ri

Vln. II

f

    

  Vln. I   



mf

view

T.



         

     ri

  

mf

più f

view

A.

  



dim.

più f B.Tbn./ Tba.

            

  

f

 

     



  



 

 

 

 

 

f

f

           

f


66

35 616   Fl.   

Ob.

  

f



 





 

     

 





 

 

 

 

       

Cl.

 



mf

        Bsn.     Hn. 1/2

Hn. 3/4

Tpt.

Tbn. 1/2

B.Tbn./ Tba.

Timp.

 

 

 

mf

  mf



   



B.

Vla.

Vc.

Db.

 

 

  



 

 

  

 

 



 

            mf       

mf          A - bove

p

B. Tbn.

p

-

rest were

 

the

 

 

     

the

rest were

good - ly

good - ly

ly to be seen

to

to

  

 be

be

the rest

were

  seen

gen - tle

knights

 

 



Two

gen - tle

Two

   seen Two

gen

gen - tle

   -

tle



     

      

of



-

   of

  

love

love

 

knights

of



 

knights

of

-

love

love

-

 

ly

face

and

      ly



and

  

 

ly

and

  -

face

face



ly face

 and

    

 

 

mf

  

  

 



mf

    

   

   

fea -

fea -

fea -

ture.

ture.

ture.

    fea -

ture.

                        



f

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

mf

   



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

  

         

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

       



  

mf

 

                     

 

knights

 =Hn. 3/4           

Two

seen







 

     

        f         f 1  

mf

mf

 

good

       

   



a2

rest were

A - bove

pizz.

the

mf    

   

 



mf

  

  

           

   

35      Vln. I   

Vln. II

 

A - bove

T.

      

       

 

      

                mf 3

A - bove

A.

mf

S.

          

f

mf

            

 

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

 

f

            f

  





 

  

arco

         

        f



f

    


67

          622

Fl.

Ob.

         

   

a2

          

 

mf

Cl.

Bsn.

Hn. 1/2

Hn. 3/4

Tpt.

Tbn. 1/2

 

      

    

        

  

         

 

    

  

 

      

 



 

   

 a2

   



     mp         

f

 

 

  

         

   



      

 

 

     

 

  

 





 

  

 

 

   

mf





      



f

   

f

f

 

mf

 

        

     

mf



              

mf

       

     

          

  

mf





   f

     f

mp

B.Tbn./ Tba.

Timp.

S.

A.

   

  

(B. Tbn.)

mp

 

   

     

  

Be-seem - ing well the bower

      Be-seem - ing well the

T.

B.

   

  

      Vln. I  

Vln. II

Vla.

Vc.

Db.

      Be-seem - ing well the

 

Be-seem - ing

   

    

   

   

         

    

      

     

   

    

of an - y queen,

With gifts

       

   



       

bower

 bower

bower

of an - y

of an - y

of an - y

queen,

queen,

queen,

of

wit,



With gifts

With gifts

           

mf

    

mf

pizz.

 mf





 

arco

 

wit, and

of wit, and

of

 or

-

       

                  

of



mf

    

       

mf

and

 

 

With gifts

             

 

or

or

 



wit, and

or

-

-

of

na

-

  

 

of

na



of

na

   



na - ments

-

na- ments

na- ments



  

na- ments

of

na

 ture.

-

ture.

-

ture.

  -

ture.

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





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



     

                    f 





 

f

f

 

   

 

 

     f

     f

 

       




68

    628

Fl.

Ob.

Cl.



ff

 

   

     



   

 

36             a2    

     

          

 Bsn.   Hn. 1/2

     

(a 2)

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

 

           ff

= Tpts.

  

a2    

ff

   



 

 

 

   





     

 

 a2

Tbn. 1/2

fp

       

= Tbns.

       

a2

 

    

       

a2

Timp.

  

 

      

Fit

più f

A.

       



B.

  

   Vln. I   

Vln. II

Vla.

Vc.

Db.

  



for

good

so

for

    



fp

fp

più f

 

so

 

good

 

-

  

Fit

for

    

più f

Fit

            

for

 good

ly

sta

 

 good

-

ly

sta

sta

36 

cresc.

   

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

  

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

          

cresc.

cresc.

 

cresc.



   

  



  



cresc.

 

 -



 -

 -



f

That



f

That

ture,

 -

ture,

  

 

 

      

 

      

 mf

 

 



mf

    mf



 



f

That



That

       

 like

 like



 the

 the





  

 

twins

twins



the





 

like

the

twins

Jove

 



like

  

of

of

  

twins

Jove

  of

Jove

  of

Jove

   

            

       

  

 

           

  

         

  

 

 

         

  

      

  

 

 

         

  

 

    

molto marc.



   

  

molto marc.

 

fp

ture,

molto marc.



f

fp

molto marc.

 



              

ture,

ly

          

a2

f

   -

a2

fp

   -

   

                             

sta

f

        

ly



f

     



fp

fp

  -

  

fp

f

-

        

f marc. 

 

     

       fp

    

Fit

T.

  

f

più f

S.



 

f

f marc. B.Tbn./ Tba.

   

fp

a2



fp

= Tbns.

  

f

f

 





fp

   



   

  

a2

   

        

f marc.

 

 

 

 

fp

ff Tpt.

   

= Tpts./Tbns.

ff Hn. 3/4

fp

fp









ff

  

 



a2

  

molto marc.

       

     


69

Fl.

Ob.

Cl.





   

 

 

a2

 

 

633     

Hn. 3/4

Tpt.

Tbn. 1/2

B.Tbn./ Tba.

Timp.

S.

 

 

 



T.

B.

Vln. I

Vln. II

Vla.

Vc.

Db.

        

     

   

 

a2

   

a2

 



 

  



a2

 

a2

          

                   



  

  

        

           



3

 

3

3



   

  

a2



 the

 the



bal



bal



Which deck

the

 



Which deck

the

bal

    

bal

 

-

   -

drick

of

  

drick

of

   drick

of

   -

drick

of

    the

hea

  

the

  f

= Tbns.



a2

 -

   the

 

the

           

hea

 hea

       

fp

  

   

fp

        

   

       

   

    

   

fp

fp

fp

 

vens bright;

 

vens bright;



vens

vens

     

    

  

  

           

  

   

           

        

  

  

   

            

     



  

  

 

           

ff

  ff

  ff



  

  

   

  

    

  

    

  

      

ff

   

   

     

bright;

  

     

bright;

 -

fp

   

= Tbns.

 

f

 -

       

    

  -

hea

B. Tbn.

   

= Tpts./Tbns. a2

f

-

  fp

f

fp

sight,

    

 

3           



Which deck

    

 

Which deck

  



 

sight,



f

  

 

fp

in sight,

          

 

f





 



 

  

they seemed in

 

fp

in sight,

  

    



 

they seemed

          

  

they seemed



 

                fp  f               

    





= Tpts.

f

 

f



 

f

a2

   

 

            

f

    

 





 

fp

 

  

   

      

 

 

   

 

      fp

   

they seemed in

A.

 a2



              

    

   

fp

 

  

 

 

fp

  Bsn.         Hn. 1/2

 

   

   ff

  

   


70

37     638

Fl.

Ob.

Cl.

   

 (a 2)



a2

  a2

Hn. 3/4

Tpt.

Tbn. 1/2

 

 

       

    

        

fp

 

S.

B.



   



fp

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

          (B. Tbn.)         

 





two

forth

    





two

forth

     They





two

forth

 



 

forth

pa

They

two

  pa

  pa

pa

   -

mf mf

 -

   -

-



ff

  f



 

 

 

  

 

 

        f        

      

 







  



f

             f

 -

-



 

 

cing

to the ri

  

     

Vln. II

     

  

Vla.

   

  

Vc.

    

  

   

  

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

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



vers

 -

vers

 -

-

-

vers





to the ri

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

 -

-

to the ri

f

    

-

to the ri

cing



  

f

  

Db.



  

    Vln. I   

     





cing

 -





cing

 -



    





  

mf

    



  

         

         

  

 

f

       

  

 

f

   



a2

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

f

They

T.

ff

 

    

fp

They

A.

f

fp

Timp.

  

fp

fp

B.Tbn./ Tba.



    

 

   

fp

   Bsn.  

Hn. 1/2

  

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

-



vers

      

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



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



 

  





side,

side,





   

mf

side,



 

side,

37      



 





     

    



      

   

   

           



     

  


71

      642

Fl.

Ob.

Cl.

Bsn.

Hn. 1/2

Hn. 3/4

Tpt.

Tbn. 1/2

B.Tbn./ Tba.

Timp.

S.

A.

         

 

a2

 

 

             a2

          

 



 

      

              

ff

B.

Vla.

Vc.

Db.

 









 

 

 

 



 

      

 

      

 

 

  

 

  

             più f                 

      

   

 

  

   

f



         

mf

f

  

3

ff

 

 



 







 

  

            

      

     

 

     

Re - ceived

     Re - ceived

        

                



     

 

 

 

      

           





 

 



     

   

 

 



f

  



     

    







 





 



 

   



   

 

   

marc.

f

ff



those

two

fair

brides,







those

two

fair

 

brides,

ff



those

two

fair

brides,

 





 

those

two

fair

brides,

ff

ff



 



        





f

 

       

   

   



 

ff

        

 

ff

 

       

marc.

     

  



f

    

 



    

      

  

  

ff

Re - ceived

   

 

f

  

  

 



a2

ff



  Vln. I   

Vln. II

 



 

ff

     

 

ff

Re - ceived

T.

 

allargando

 



their love’s

 

their love’s



   de -

 

their love’s



their love’s

de -

 de -

 de -

allargando                

f

più f

        

             f

f

 

 

   

 più f



più f

  

  


72

647     

(a 2)

Fl.

Ob.

Cl.

   



   

(a 2)

Hn. 3/4

Tpt.

Tbn. 1/2

B.Tbn./ Tba.

Timp.

Perc.

S.

   

B.

   

Vc.

      

Db.

 





  

    







= Tpt./Tbn.

       

 

  

     





     



 

   





their love’s de

     light,

     



 

        ff

       

       

 



 

  

dim.

   fff

   fff

    molto

    3

molto

3

 f

ff

dim.

 

fff

 

ff

molto

 

       

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

       

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

3

3

3

3

3

3

3

3

3

f espr.

 

f



 

 



 

  



    



 



 

fff

 

dim.

        

molto

dim.

molto

dim.

f espr.

 p

p

  

 mf

p

dim. molto



sff

   

(Cl. Cym.)

molto

sf

  

 

   

fff

 





f espr.

dim.

 

fff

 

dim.

fff

fff

3

f espr.

     

 



dim.

            

ff

       





     

    

 

dim.

fff

3

  

p

 

 

-



 

 

-

light;

light;

 -

light;

 

38    

 

   

 

 

 

 

 

sf

sf



sf

  

  



fff

         

 

ff

   

  

  

 

light;

ff

      

  

 

 

poco a poco calando

-



their love’s de





their love’s de

ff

       ff

 

their love’s de

 

allarg. molto

 

    

 

= Tpt./Tbn.

           

  

  

 





f

 



  

  

   

     Vln. I  

Vla.

f

light,

Vln. II

light,

T.

 

 

light,

A.





     



 Bsn.     Hn. 1/2

ff

   

 

38

 

sf

 sf

 

allarg. molto

  

 

 



   

fff

      fff         fff         

fff

   



      

     



      

      

f espr.



    

    f espr.

  

 

 

     

fff

  

poco a poco calando

    f espr.

      

f espr.

f




73

  653

Fl.

Ob.

Hn. 1/2

p

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

3

3

3

3

3

3

3

3

3

3

3

p

3

3

3



3 3 3 3 3 3 3 3 3 3                                                                                   p

Cl.

Bsn.

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

 

    

Hn. 3/4



 



 



 

  









 









 



















     

 

p

 



 

 



 

 



p

p

 

Tpt.

Tbn. 1/2

B.Tbn./ Tba.

Timp.

S.

 

p espress.



  

Which

A.

p espress.

at

  

Which

T.

B.

 

Vla.

Db.

  

Which

p espress.

at

   



 at



the ap - point

 



-

ed

più p

Each



più p

ed

tide,

    

tide,

Each

ed

Each

    

 

one

did

one

did

one

did

più p



Each

one

did

 

 

 

mp

   

     

    

  



     

    

tide,

-

tide,

 -

 

the ap - point

     



ed

the ap - point

 

-

the ap - point

 

Vc.

Which

 Vln. I 

Vln. II

p espress.

at

 

più p



   

    

mp

mp

      

       

 

      

 

     

(non div.)

 

mp

 mp

 


74

Fl.

3 3 3 3 659                                            3                3 3

            3

 

Cl.

Bsn.

Hn. 1/2

  

Hn. 3/4

S.

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

 

pp 3

3

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

3

 

 

 

 





 

 

 



 

 



dim.

 

pp

  

 

 

 

1 solo

pp

p

 pp

  

 



pp

 

 

  

 



 

 

T.

  

Vln. II

 

make

his



make

his

make

his

bride



p

 



A - gainst their

bride

 

A - gainst their

bride

his



p

p

bride

bri

bri

bri

 





A - gainst their

-

dal

bri

day.

  -

dal





p

 



 

A - gainst their



dal

day.

  -

dal

Vla.

Vc.

 

pp



Which

day.

 

-

day.





is

not





pp



Which

is

not

pp







Which

is

not

pp







Which

is

not

     

  

Rit. molto

  

 

 

 



  

 

 





dim.



 div.

 





  

  

   

  



 

 

  div.

 

              

  

div.

pp

     

dim.

Db.

pp

dim.

make

Vln. I

3

3

pp

A.

B.

3

 

Tbn. 1/2

Timp.

3

Tpt.

B.Tbn./ Tba.

3

           

3

dim. Ob.

Rit. molto



dim.

dim.

dim.

       

pp

   

p

  

 

  

 

  

 

 

pp



pp

   

  

 


39

     665

Fl.

Ob.

Cl.

1

                         

p dolce

   



        

p dolce

Hn. 1/2

   

 

Hn. 3/4

  

Tpt.

  

= Tpts./Tbns.





Timp.

Hp.

S.

   

   

   



 

 p

B. Tbn.





 

p

 

 

        

pp

 







poco

pp

 



  



pp

 

p

      

pp

       pp

                                             

                                 

               

          

p

  

pp



poco

 

 

 

  

pp

pp

   

 

  

pp

pp



pp               

 



pp

    

= Tbns.

poco

p

                                    

 

poco

p

B.Tbn./ Tba.

p

poco

p

Tbn. 1/2

1

= Tbns.

 

                        

     

                                        p dolce

Bsn.

75

Andante (q = 66)

          

  

più p

       

      

        long:

long:

A.

long:

T.

B.

      

long:

39

Andante (q = 66)

  Vln. I     Vln. II

   unis.   

unis.

     

div.

p dolce

Vc.



    

  

  

pizz. unis.                       p dolce

Db.

   

p espr.

p espr.

Vla.



      

p dolce





 

 

 



   



    

   

  

           



  

 

 

  

     

 


76

Fl.

675             

   

pp

      (1)

Ob.

Cl.

Bsn.

Hn. 1/2



pp



Rubato e molto tranquillo

rit.

a tempo 

      1

pp

 

 



        

pp

   

rit.





 

 





 

 

 

 

 

 

 

 

pp



 

pp

pp

        

40 

Hn. 3/4

 

 

 

 

Tpt.









 









  

 

 

 

 

        

  





 





   





Tbn. 1/2

B.Tbn./ Tba.

      Hp.

Bar. Solo

S.

pp

 



 

   

 



   





    



 

 

         

*

pp

Sweet

A.

  

pp

Thames

          

Sweet

T.

B.

   

  

 

 div.    

 

pp

    

pp arco div.

Vc.

Db.

        

       

      

till

till

I end my

I end my

      

run soft - ly,

till

I end my

Thames

Thames

run soft - ly,

        

song,

Sweet

run soft - ly,

          

Sweet

           Thames

song,

till

I end my

         

Sweet

run soft - ly,

song,

      

Thames

Sweet Thames run soft - ly,

          

pp

mp

Thames

  

run soft - ly,

          

song,

Sweet

Thames

run soft - ly,

      

till

I end my

     

till

I end my

     

till

I end my

     

till

I end my

Rubato e

div.

Vla.

run soft - ly,

pp

Sweet

  Vln. I       pp Vln. II

Thames

Sweet

run soft - ly,

  

pp

40 molto tranquillo     

rit.

a tempo







  



 

 

 

unis.

  

  

 

unis.

 



* If the chorus is large, from 40 t0 41 may be sung by a semi-chorus

rit.





  

   





 

   





 

   





p

p

p


77

a tempo

          685

 

 

 

 

         

    

 

 

 

  



Hn. 3/4

  

 

Tpt.

  



  

   

Ob.

Cl.

Bsn.

Hn. 1/2

Tbn. 1/2

B.Tbn./ Tba.

Hp.

Bar. Solo

S.

 

 



     



 

 







 

 

 























            

    

 



 



 

 

 

    



 



    

 

   





  









   

   

           

 

Sweet Thames run

     

soft - ly,



B.

    

 

    



Vla.

Vc.

Db.

a tempo

    

dolce



dolce

 

     

1

pp

       

run

     soft

-

soft

-

-

soft - ly,

Sweet

ly,

Sweet

     soft

  

ly,

    

Sweet Thames run

pp

ly,

Sweet

    

 

Thames

run

 

 

Thames

run

  

 

Thames

run

 

ppp

ppp

più p

 poco

-





-

ly,

poco

soft



soft

 

-

-

ly,

poco

soft



-



 -

poco



ly,



















song,

Vln. II

Sweet Thames run

      song,

  Vln. I    

dolce

Sweet Thames run

song,

T.





song,

A.



      



 

Fl.

      

dolce

Sweet Thames run

soft

-

ly,

Sweet

 

Thames

run

soft

-

 -

ly,

  





   

  





   

  





   

  

    

 

   

    

 

    

 

   

 

   

 

più p

più p

più p


78

41 Più adagio e rallentando al fine          694                 Fl.      Ob.

Cl.

   

p espr.

              

Hn. 1/2

Hn. 3/4

          

pp

  

3

 

3

               



       

    

a2

     

pp

 

pp

con sord.

Tpt.

    con sord.

Tbn. 1/2

pp

    

pp

con sord.

B.Tbn./ Tba.

pp

         

poco

Bar. Solo

S.

A.

poco

B.

 





  







 







 

 



pp

  

poco

  

 

 

 

 

 

 

  

   

 

 

 

pp

  pp

pp

pp

 

ppp

      

    

   

till

I

pp



till

pp



 



41 Più adagio e rallentando al fine            Vln. I   

pp



till

 



I

  





 I

 



 

 

end

end

  

   



song.

 

my

song.

Vln. II

      

 



pp







 

poco

       div.

Vla.

     

  

  

  

     

  



  

 ppp

 

ppp

 

ppp

 

 

 

 

 

 

song.

ppp

  

   

pp

poco

 

 

 

 

   

   

  

   

   

      

Vc.

poco



pp

Db.

       p

poco

  



 

 

pizz. unis.

   

 

p

pizz.

p

pizz. unis.

 

p

pp div.

pp

p

  

song.



my

p

song.

 

my

  





my

end

I

 my

end



pp

end



I

till

   

    





 

  

pp

  





mf

 

 



p dolce

pp

pp

 

  

 

   

poco



1

 



till

T.

 

poco

             

Hp.

   



pp

Timp.

 

pp

 



poco

 

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

p espr.

Bsn.

   

a2

  

            

 

arco div.

arco

 

a niente

 a niente

        

 a niente

a niente

 

  ppp

 


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