Vaughan Williams - The Garden of Proserpine

Page 1

The Garden of Proserpine Algernon Charles Swinburne

R. Vaughan Williams

  

 

  

  

Adagio

Flutes 1.2

Oboes 1.2 Clarinets 1.2 in Bb

Bassoons 1.2

1.2 Horns in F

         pp  

  

 

   

   

 

 

 

pp

 

pp

 

 

  

  

 

pp

 

 

 

  

 

 

 

 

P Fo e r r R us a ev l C ie o w py O nl y

3.4

  

 

 

Trumpets 1.2 in Bb

Tenor Trombones 1.2

  

Bass Trombone

   

Tuba

  

  

 



 

  

 

  

   

  

 



Violoncello

  

Contrabass

  

Timpani

Harp

Soprano Solo

Soprano

Alto

Tenor

Bass

Violin II

Viola

mp ma pesante

Adagio

Violin I

© 2011 The Vaughan Williams Charitable Trust. First published in 2011 by Stainer & Bell Ltd, 23 Gruneisen Road, London N3 1DZ. All rights administered by Stainer & Bell Ltd. ISMN 979 0 2202 2316 7

 

 

pp

pp divisi

 

 



 



 

 

pp divisi

 

pp

  


2

Fl.1.2

Ob.1.2

Cl.1.2 in Bb

11     



 

   

 

 

 

         

p

   

 

   

 

 

  



 

ff molto marcato

  

 

Hn. 1.2

 

  

 

          

p



a2

mp

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

Vln. I

Vln. II

Vla.

Vc.

Cb.

  

     

   

        

  

ff molto marcato

 

         

 

    

      

P Fo e r r R us a ev l C ie o w py O nl y

Bsn.1.2

 

            

ff molto marcato

ff

    

        

a2

 

     

 

 

  

 

ff marcato

         p

ff

p

    

     

   

 

 

   

   

  

  

  

    

  

 





  

  

 

  

 

    

pizz.      

 

 



   

  

       

    p

 

   

   

unis.

pizz.

ff

ff

unis.

 

ff 3

   ff

   pizz.      

 p

ff

pizz.

   

ff

  

 

p


3



a2

   19

Fl.1.2

Ob.1.2

     



ff

Bsn.1.2

     

B. Tbn.

Tba.

Timp.

  

    

 

p

   

           

   

   

   

  

   

III. solo

pp





     

      

    

pp

p

pp

    

     

     

      

      

       

(pizz.)

ff

         pp

  

           pp

  

            

   

arco

mp

arco

mp

 

ff

      

ff

(pizz.)

       

    

 

   

ff

Cb.

    

(pizz.)

Vc.

        

    



   

    

ff

Vla.

pp

    

(pizz.)

Vln. II

      ff 3

Vln. I

        

p

 

    p

 

a2

P Fo e r r R us a ev l C ie o w py O nl y

Tbn.1.2

            

  

ff

Tpt.1.2 in Bb

        

ff

Hn. 3.4

   

ff

Hn. 1.2

  

ff

ff

Cl.1.2 in Bb

      

  

 

p

divisi

mp

pp

           mp

   

(pizz.)

(pizz.)

mp

   

    

     

  

     

  

        

   

[ mf ]

  

p

p

[ mf ]

     [ mf ]

mf

p

   

    

   

   


4

Fl.1.2

                   

 

   26

      

                        

[ f ] ff marcato

Ob.1.2

 

 



 

[ f ] ff marcato

Cl.1.2 in Bb

   



[ f ] ff

Bsn.1.2

 

   



   

 

ff

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

        

Vln. II

Vla.

  a2

 

divisi

ff marcato

 

 

  

  

  

  

fffz

fffz

a2

 

 



 

  

   

 

 

  

   

              

 

   

fffz

p

pp

 

         

arco

   

ff

arco

3     

ff

fffz

fffz

 









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

 

     

   

  

   

   

  

 

 

 

         3

 

    

ff marcato

3

 

  

fffz

divisi

Cb.

   

      



ff marcato

ff

Vc.

       

 

ff

Vln. I

 

 

           3

 



P Fo e r r R us a ev l C ie o w py O nl y ff

Hn. 3.4

   

    

[ f ] ff

Hn. 1.2

       

  

  

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

unis.

      

  3               3  3

   

   

   

   

   

 

 

divisi

      

p molto legato

p molto legato

p molto legato

         fffz p

       p

3

   

ff marcato

            

    

 



    

 

pp

p

 

pp

     

 

  

     

 

 

     

     

   

 

fffz

     fffz

unis.

fffz

p

unis.

fffz

fffz

p

p

   

     pp

     pp

 

   

pp


5



Cl.1.2 in Bb

Bsn.1.2

  

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

Vln. I

Vln. II

   

I. solo

  p



III. solo

p

pp

fz

  

    









pp

 



pp

pp

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

pp

 

con sord.

pp

p

pp

pp

fz

p



fz



con sord.

pp

fz

fz

 

fz

fz

* Vla.

Vc.





con sord.

pp

con sord.

pp

Cb.

  

I. solo

pp

I. solo

p

   

 

  

 

 

p

  





P Fo e r r R us a ev l C ie o w py O nl y

Ob.1.2

 

I. solo

33

Fl.1.2



  

fz

fz

* The composer may have written the following three minims a third too high in error. See the corresponding passage for violas at bar 472.


6

  



42

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S.

ppp

  

             

I. solo

 

  

pp

 

   

    pp

  

   

         

bouché II. solo

    p

A

   pp

 

   

 

   

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

    

pp

    

ppp

mp legato

Here,

A.



B.

Vln. I

       

 

where the

mp legato

    Here,

 

where the

mp legato

Here,

T.

where the



world



A

is

qui

is



world

is

qui

mp legato

   

where the

 -

et;

world

Here,

qui

-

 

et;

 -

et;

   

world is

qui - et;

Vln. II



Vla.



Vc.



Cb.

  

 

divisi

 

pp

  

 

  


7

   51

Fl.1.2

Ob.1.2



   

 

p

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S.

  

 

  

B.

     

   Here,    

Vln. II

Vla.

    

 





I.

p

 

[legato]

        

  

 

 

   



        



mf

       

    

 

 

 

 

a2

pp

f

mf

mf

pp

    

p marcato

p marcato





mf



p marcato

         

  mf

 

 

pp

mf

 

p

p

p

                3 3

p

Here,

Vln. I

  

p

Here,

T.

mp

Here, where all

A.

 

  

  





 

P Fo e r r R us a ev l C ie o w py O nl y

Cl.1.2 in Bb



p

    



a2

 

where all

where all

where all



trou



trou

trou



trou

  

  

  

-

ble

-

ble

-

ble

-



seems

pp cresc.



seems

 

ble

pp cresc.

pp cresc.



p

winds’

Dead

winds’



 

Dead

winds’



seems

Dead

winds’

pp cresc.

senza sord.

   

senza sord.

   

f senza sord.

Dead



seems

f

mf

   

f

Vc.



Cb.

  

    

  

 

pp 3

    p 3

    p

  

 spent

mf cresc.

and

        

pp

and

        

pp

mf cresc.



spent

mf cresc.

and

spent

and

spent

mf cresc.

     



mf marcato



mf marcato

 mf marcato

 

    mf

 

    mf

3

3

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


8

   58

Fl.1.2

Ob.1.2

   



  f

ff

   



   f

Cl.1.2 in Bb

Hn. 1.2

Hn. 3.4

    

    

   

f

   

ff

   

3

   

 

p

 

 

 

 

 

pp

IV.

p

ff

ff

ff

  

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

ff



ri - ot

      

  

   

 

   

  

    

 

f

p

ri - ot

In doubt

-

ful

p



In

doubt

-

-

    6

     

     6

 

ff

     

-



In

doubt



dreams

of

dreams;

-

-

-

ful

dreams



dreams

of

dreams;

of

dreams;



I

watch

p cantabile

                   -

-

-

ful

dreams

of

ff

I

watch

the

  

the green

I

p



 pp

watch the

   

   

pp

field

p cantabile      

field

ff

   

p cantabile

ff

     

watch the green

dreams;

ff

     

     

p cantabile

I

                  

ful

p

ri - ot

  

3

ff

    

  

f

ff

   

3

-

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

   

f

-

ri - ot

    waves’

f

In doubt

ff

  

f

Cb.

ff

              3 



 

  p

 

ff

    

pp legato

pp legato

      

waves’

Vc.

   

  a2 

f cresc.

Vla.

I.



    

pp legato

f cresc.

Vln. II

  

waves’

Vln. I

pp legato

    

f cresc.

B.



ff

waves’

T.

II.

    

f

   

f cresc.

A.

 

   

f

S.

pp legato II.

ff

f

Timp.



P Fo e r r R us a ev l C ie o w py O nl y

Tba.

II.

f

f

B. Tbn.

ff

f

Tbn.1.2

    

   

f

Tpt.1.2 in Bb

ff

f

Bsn.1.2

  


9

Fl.1.2

 64     

 

 

I.

    

 

 

             

          I.

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

    

   

Hn. 3.4



    

B. Tbn.

  

Tba.



Timp.

S.

 

   

B.

-

Vln. II

   grow

Vc.

Cb.

 

 

  p

   

 

 

      I.

p

I.       

 

 

p

 



 





For

reap

    

ing

 

field grow - ing

-

 

    

For reap

-

-

-

For

ing

reap - ing

  

sow

folk and sow

folk

and sow



-

-

]

         



  

 

-

-

  

            p

[

      

folk and



ing

-

    

         

 

grow

   



 

       

[ p]

Vla.

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

 

ing

   

green field

Vln. I

p

     

           

green

T.

 

grow

A.

 

P Fo e r r R us a ev l C ie o w py O nl y

Tbn.1.2

    

Hn. 1.2

Tpt.1.2 in Bb

 

-

ing,

            

   

             

   

A

ing,

A

  

ing, For

        har - vest time and

mow

sleep

sleep

     

-

-

-

ing,

-

-

-

-

A

sleep

   

   

      

world

-

 

-

y

        A

sleep

-

y

 

 

     

 

  



     

 

y

world

        

ing,

y

  p





    

                         

     

 

 


10

     69

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

    

   



    

p

  

  

      p

          

  



p

 



mf



   

B. Tbn.

   

Tba.

  

   

S.

B.

Vln. II

Vla.

Vc.

Cb.

mf

  

mf

    

  

     







          

         world of

        world of

Vln. I

      

-

streams.

mf        

     

I am tired

streams.

of tears and

      

        mf

I am tired





laugh

of tears and

streams.

laugh

-

-

  

  

ter,

     

mf

I am tired

  



streams.

mf

    

I am tired

   



  



   

                      p

  

   

3

3

               divisi

           mf

pizz.         

mf

     

    

     

ter,

that laugh

      

-

  

    

  

of tears and

of tears and

laugh

laugh

-

ter,

       

ter,

mf

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

      

   

    

      

   

   

pizz.

arco

  

  

and weep;

and weep;

   

   

    

   

and men

mf

that laugh

and men

       

mf

  

and men

of

T.

           of

A.

 

  

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

 

Timp.

mf

I. solo

Tbn.1.2

      



p

   

          

Tpt.1.2 in Bb

               

  

mf

 

p

          



  

     



      

 

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

and men

  

that

that

    

mf

    mf



    

    

   

   

pizz.

arco

f

arco

f


11

    76

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

  

 II.

 

f

   

   



  

 

 

I.

 

  

 

f



  

 

f

 

a2

a2

  

       

f

    

    

f

p



a2

f

 

        

p

  

dim.

  

p

 

p

 

   

p

f

 

    

a2





  

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

 

 





B. Tbn.

  



Tba.

 



Timp.

S.

 

   



f

Of

A.

  



f

Of

T.

B.

     laugh

Vln. II

  

      

     

Vc.

     

come

     

   

here

 



 

here - af



-

Of what

may come

 

here

unis.

 

ter

ter



For

come

af

here

-

 

men

-

-

-

that

         -

ter

 

 

 

For

  

  

  

     

  

  

  

to

sow



 



dim.

sow

dim.

that

to

sow

to

   

men that

  

  

  

sow

to



         



 

divisi

  

dim.

    

f



that

men

 

 

men

af - ter For

        

    

dim.

For

  





     

f marcato

-

f

af

may

       

       

-

 

  

f



-

what

   

 

come

f



may

Of

and weep;

f marcato

Cb.

  

and weep;

f

Vla.

may

  

laugh

Vln. I

what

 

what

 

     

 

  

  

 



  

  



  

  



dim.

dim.


12

     80

Fl.1.2

Ob.1.2

Cl.1.2 in Bb

   



 pp



 pp

   

pp

Bsn.1.2

Hn. 1.2

    

pp

 

 

 

    

 

    













   

   

  

 

p

Tpt.1.2 in Bb

Tbn.1.2



    

 



p



 

  

 

  

  



 

  

mf

f

mf

mf

         

  

  

   

  

  

fp

 



fp

         

f

f

 



  

  

f

 mf

 mf



mf

        

  

 

  

 

 

mf

 

mf

f

 

mf

f

     

p

fp

 



 

p

mf



B. Tbn.

   

Tba.

 

Timp.

S.

 

T.

p

   p   

 p     reap:

 p      reap:

Vln. II



     

     

Cb.

 

    

 

am

wea

   

 

mf

am

   

mf

      pp

  

      

divisi

      p 3      p

am

  3

pp

       

3

Vc.

   

mf

I

pp

Vla.

wea

I

    

 

am

I

reap:

Vln. I

   

mf

I

p

B.

            3

reap:

A.

  

P Fo e r r R us a ev l C ie o w py O nl y

Hn. 3.4

mf marcato

       

I.

  

wea

-

-

-

-

-

-



wea

-

-

   fp







fp

     

f marcato unis.

     

f marcato

fp

 

 

     

  

ry

of

days and

hours,

 

 

     

  

ry

of

days and

 

 

     

  



  

ry

of

days and

 

 

 

ry

of

 

days and

hours,

hours,

hours,

        

  

               

  



f marcato

f marcato

  

  





fp





 





   

Blown

buds

and bar





   

Blown

buds

and bar





   

Blown

buds

and bar





Blown

buds

  

-

  -

ren

  -

   

and bar

ren

ren

  -

ren

f

 

p



  

 

   

f

p

     

f

    

fp

f

fp

fp

 



  

  


13

Fl.1.2

85       

f

Ob.1.2

          

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2





 



f

    

    

   

  

    



ff



II.

p molto cresc. ff



    

 

p molto cresc. ff

   

I.

  

  

p

  



p

   

 

 

p molto cresc. ff

     

  



P Fo e r r R us a ev l C ie o w py O nl y

Hn. 1.2

 

ff

       



ff

f

Bsn.1.2

ff

f

Cl.1.2 in Bb

   

B. Tbn.

   

Tba.

 

Timp.

S.

 

    

f

      

flow

A.

     

flow

T.

B.

Vln. I

       flow    



flow

  

-

-

  

Vla.

Vc.

     f

Cb.

     f

  

-

 

  

-

 

 

De - sires

ff

  



and dreams

  

De - sires

ff

ers,

  

and

and dreams

and

p

powers

And

-

ev

 

-

-

-

ery

-

thing,

    -

-

ery

And

powers

p

 

  

And

-

ev



ev

 

ery





thing,

p

-

ery thing

ev

-

ery thing



  

-

-

-

    



thing,

 

ev

 

 

  

powers

   and

-

ev

    

and dreams

 

And

  

ev

-

-



-

-

     

ery thing,

  

ery thing

    

    

p  

 

    

3         

 

    

    

 

    

    

 

    

ers,

      f cresc.        f

ff

De - sires

ers,

                 

 



ff

ers,

f cresc.

Vln. II

ff

De - sires

         3

   

     

ff

and dreams

and powers

And

p

p

ff

p

ff

p

ff

 ff



  

ev

-

-

 

-

ery

thing,

ev

-

  

ery thing


14

    

    

  

  

  

93

Tbn.1.2

   

Timp.

Hp.

S.

A.

T.

B.

Vln. I

Vln. II

Vla.

Vc.

Cb.

      

  

  

 

 

 

   

 

  

 

 

 

  

 

 

     p

 

 

p

 

 

 

 

 

 

 

 

          p 

 

 



p

p

  

 



 

   

 

 

 

 



    

  





    

   



p

Tba.

 

        p

B. Tbn.

 

 

p

p

p

   

                

p

p

   

  

but

   

p

              sleep.

       

          

      

 

 

   

  

       

 

p

   

p

       

   

   

   

    

but

but

but

sleep.

sleep.

sleep.

but

    

con sord.     

   

 

      

   

  

     

   

     

  

        

  

  

  

   





 

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

    



 



Tpt.1.2 in Bb



 

 



Hn. 3.4

 





Hn. 1.2

 

I.



Bsn.1.2



Cl.1.2 in Bb

    

 

p



Ob.1.2



 

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

sleep.

p

con sord.

p con sord. divisi

p con sord. divisi

p con sord.

p

 

 

divisi

     divisi

   

   

  

             

     

  



 

 

 

 

 



 

 

 

 

 

 

   


15

B Fl.1.2

102     

 

 

 



 

  

 

 

 

   

  

 

 

 

   

    

 

 

 

   

pp

Ob.1.2

pp

Cl.1.2 in Bb

pp

Bsn.1.2

pp

 

  

mf

Hn. 3.4



 

mf

Tpt.1.2 in Bb

Tbn.1.2

Timp.

 

  

 





 

 

 

p

 

 

p

 

 

[ più dim.]

   

   

 

 

 

f

p



   

f

p

 

 

   



pp

 

   

 

 

  

  

 

   

pp

Tba.

  

   

pp

B. Tbn.

 

P Fo e r r R us a ev l C ie o w py O nl y

Hn. 1.2

Allegro



pp

       pp

B

Vln. I

   

pp

Vln. II

Vc.

 



 





pp

 

  3

senza sord.

senza sord.

p

  3

p

senza sord.

  3

p

   

   

 

pp

Allegro

    

pp

Cb.

  

pp

Vla.

  

            

senza sord.

p

3

         

senza sord.

p

3

 


16

  113

Fl.1.2

Ob.1.2

Cl.1.2 in Bb

 

f

    f

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

S.

A.

T.

B.

Vln. I

 

   

  

p



  

 

     





 

p [marcato]

 

 

p [marcato]





  



f

p

 

















p [marcato]

f

  

       



Here

life



 

Here

life

 

 



hath death

hath death

for



Vla.

       

  

neigh - bour,





for

neigh - bour,

  

p

 

       

Cb.

 

 

Vln. II

Vc.

 

p

p [marcato]

 

p



P Fo e r r R us a ev l C ie o w py O nl y

Bsn.1.2

f



And

far



And

far



 

And

far

  

 

from eye

or

  

from eye

or

  



from eye

or



 

f

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

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

p

3

       3                       

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

       3                       

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

p

p

3

3


17

 

120

Fl.1.2

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

  

3

  

f

  

3

  



   

   



  

   

f

f

 



3

   3

   



f

 

f

    

 



   



    

  f

 

  ff

 

 

    

 

  



ff

    

ff a2

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

ff

  



3

  

 

   

 

   

ff

3

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

S.

    

    

I.

3

  

mf

  

B.

Vln. I

Vln. II

Vla.

      

f

 

f



ff



f

3

 

   

ff

 

 

  

f

f



Wan

waves

     

la -



       



and wet winds

waves

and wet winds

f

Wan

ear

f

Wan

            

f

              

f

waves

waves



la -

ff

ff

bour,

Weak

ff

bour,

     

and wet winds

     

and wet winds

Weak

la -



la -

ff

bour,

Weak



ff

bour,

Weak

                               

       

       



ff

3        [    ]

ff



ships

ships

ships

ships

  

and spi



  

and spi

 



 -

 -

  

and spi

rits

 -

  

and spi

rits

rits

 -

rits

                      3

            3     

     

       

      

       

       

   ]    [    

            3     

   

   

   

   

   

      

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

f

Cb.

3

  

ear

f

Vc.



ear

T.

 



Wan

A.



P Fo e r r R us a ev l C ie o w py O nl y

f



 

    f

   

   

   

   

3

3

       3

ff



ff



ff

3

                   3


18

a2          125

Fl.1.2

a2       

ff

Ob.1.2

             

            

3

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S.

        



a2

ff

                3

ff

f dim.

       



p

ff

ff





p

ff

  

   

 p

ff



 p

ff

  

  

 

ff



 

ff

ff

   

ff

  

ff

 

 

 

ff

      ff

         

 

a2

 

p

ff

p

p

 

P Fo e r r R us a ev l C ie o w py O nl y

Cl.1.2 in Bb

p

3

ff

 

ff



ff

  

  

  

p

p

p

  

 

 

 

steer;

A.

 ff

steer;

T.

 



ff

steer;

    ff

B.

Vln. II

  

 

3                   

ff

3                     

    

 

   

 

ff

Vc.

ff

Cb.

 

 

ff

 

f

They drive

ff

Vla.

They drive

steer;

Vln. I

 

f

 

   

  

p

p

ff

  

  

p

ff

p

ff

a

-

 a

-

ff

  3 3 3                                            f dim.

f

 

f

      

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

p

ff

p

ff

3

p

ff

p

ff

3

3

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

p

ff

p

ff


19

   129

Fl.1.2

Ob.1.2

Cl.1.2 in Bb

3

          



3

ff a2

p

ff

  

p

ff

 

 

 

mf cresc.

3





         3

ff

3

         



3

ff

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S.

    p





ff

p

ff



 p

ff



 p

ff

 







 



 



 

 

  

p

ff

p

mf cresc.

ff

 

mf cresc.



f





mf cresc.

  

B.

Vln. I

Vln. II

Vla.

Vc.

Cb.

 

 

f

     f

     f



   

- drift,

 

   

ff











 

ff

   

- drift,

    

p

ff

p

ff

 3 

whith - er They

wot

    

whith - er They

 3 

and

whith - er They

wot

not

p

ff

p

ff

 

3

not

3

whith - er They

wot

not

mf

ff

mf

ff

   

who

make

thith - er;

ff

who

make

   

thith - er;

   

who

make

thith - er;

ff

   

who

make

thith - er;

ff

ff

  3                 3

     

ff   3                  3

f

    



wot

3



p

  

3



p



    

    

        

not

    

3

and

  



3

f

and

and

   

   3  f         3

mf cresc.



p



They drive a - drift,

T.

       

ff



3

 

 

 

 

 

mf cresc.

 

They drive a - drift,

A.



P Fo e r r R us a ev l C ie o w py O nl y

Bsn.1.2



     

f

ff

  3

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

p

ff

3

p

ff

3

3

mf

ff

3

f 3

3

3

3

3

div.

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

p

ff

p

ff

mf

ff

f

3

ff

ff



3 3 3 3                                                                    3

p

ff

p

ff

mf

ff

f

ff


20

   134

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S.

C  

    

       

        

 

3

   ff



3

3

  

ff        

3

3

   p

 



ff

p



 



 

pp

 

3

Adagio

    

To Cl. in A





 

 

 

ff

p

Clarinet in A

   

B.

Vln. I

Vla.

Vc.

   

   

       

     

 

   

 

pp

         

                 

   

fp



  



ff

winds blow hith - er,

pp          

winds blow hith - er,

Adagio

  

  

       

winds blow hith - er,

pp

But no such

       

winds blow hith - er,

pp

But no such

 

 





     

dim.

dim.

p



3

3

                      

p

C

pp

pp

ff

Cb.



      

fp

Vln. II



But no such

T.

But no such

A.



P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

   

divisi





pp


21

  

144

Fl.1.2

Ob.1.2

Cl.1.2 in A



Bsn.1.2

  

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S. Solo

S.



fz

  



fz

B.

Vln. I

Vln. II

    

p





fz

p

 



 



   

  

in E & B

        

fz p

pp

     

pp

   

grow

pp

     pp

   

   

And no such things

pp

pp



grow

grow

here.

pp

  

pp

And no such things

 

 

           

p

      

 

fz

divisi

  

  

grow

    pp

  

pp

moor

or cop - pice,

    

   

    

    

     p

 



    

here.



p

fz

here.

 

      

No growth of

fz

Cb.

    



p

Vc.

 

fz

   



(div.)

Vla.





 

And no such things

T.

pp

    

 

pp

And no such things

A.



P Fo e r r R us a ev l C ie o w py O nl y

Hn. 1.2

  

pp

here.

 

                

     

   

   

fz



  



p

p

   

unis.

pp

pp


22

  

154

Fl.1.2

Ob.1.2

  

 





 

ffp

Cl.1.2 in A



Bsn.1.2

  

 

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S. Solo



Vln. II

Vla.

 

p



Cb.



ffp

 

  

a2 bouché





 



   

 

 

6

          

fz

hea

-

ther flow - er

or



  

    



  

p







    



  

  

 fz

p



p

 p

fz

p



     

buds

of

pop

f

fz

fz

colla voce

 

But bloom - less

colla voce

fp

    

p

vine,



p

à piacere

   

     

fz

Vc.



fz



No

Vln. I

a2

P Fo e r r R us a ev l C ie o w py O nl y

Hn. 1.2

-

pies,

3       

Green

grapes of



     

      



     

      

fp

fp

3

3


23

   162

Fl.1.2

Ob.1.2

 I.

   

 

fz

Cl.1.2 in A



Bsn.1.2

 

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

  

    

 

fz





 

   

  

fz

  

 

   

 

  

 

p

 

p

 

 

 

 

 

 



      

 

p

fz

of

blow

-

ing rush - es,

Where

leaf

     blooms

Pale beds of

no

           

  

   

beads

3         

   

Pro - ser - pine,

Vln. II

p

Pale

Vln. I

p

ossia

S. Solo



P Fo e r r R us a ev l C ie o w py O nl y

Hn. 1.2

 

blow - ing rush - es,

 

Where no

or

     

leaf

blooms or

 

blush - es

   p

7

    

p

Vla.

Vc.

Cb.

   

 

divisi

 









     

fz

  

  

fz

fz

blush - - es

 

p

 

f

  



  



f

     7


24

   170

Fl.1.2

Ob.1.2

Cl.1.2 in A

 

 

 

       

f



pp

  



    

f

 

 



Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

  

S. Solo

    

   

ff

        

f

ff

   

   



fz

II.

 

 

 





       this

where - out

       

she

crush

-

es

For

dead

 

men

dead

-

         

   

ff



 



   

   

ff

Cb.

3























3

3

pp

pp

pp

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

pp

p

    



ly

wine.

 

ff

p

         

 

 

 

 

fz

fffz

fffz

  

 

 

 



f





 

 





pp

divisi

     ff

Vc.

pp

3

 pp

Vla.

pp

ff

Vln. II

 



pp

 

 

3

  pp

Save

Vln. I

      

f

  

Hp.



 

P Fo e r r R us a ev l C ie o w py O nl y

Bsn.1.2

 

pp

pp

 



3

 



 

 





 





pp

pp







  

pp

 



  


25

       175

Fl.1.2

fz

Ob.1.2

Cl.1.2 in A

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

3

3







3

3

fz

Hp.

Vln. I

fz









pp

fz

pp

Cb.





   

 3



























3

3

 



  





fz

pp

pp

   pp

fz



 

f

      

 

 

p

 

 

  



 

  



 

     

 

 





3

 



3

 

 





 



 



pp



fz

3



3

pp



 



 

 





  

 

 



 

 

 



   

pp

 pp



 



   

  

 

 

pp

 

fz

   



 

    

fz

Vc.





pp

fz

fz

Vla.

   

   

pp

 





fz

Vln. II





fz

 

 

3

 

   

pp

   

 

pp

fz

Timp.

pp

      

pp

fz

    



P Fo e r r R us a ev l C ie o w py O nl y

Hn. 1.2

   

fz

Bsn.1.2



 

   



  


26

   177

Fl.1.2

Ob.1.2

Cl.1.2 in A

  cresc.



  

  

  

  

3



Hn. 3.4

Tpt.1.2 in Bb











 

 











cresc.













Tba.

 

 

   

cresc.

     

Hp.

Vln. I

Vln. II

Vc.

Cb.







 

 



f dim.





 



f dim.

f dim.

f

 

cresc.

   



  

  

 

 



3



cresc.



3

 



 



 



  

  

    

  

 

 

cresc.



  

  

 

 



 

 



  



f

 



 

3

 



3



 

f dim.

 



 

 

 

 

 

 

f dim.





  

 

  

f dim.

 

 f dim.

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

 

 

cresc.

 cresc.

f

 

  





f dim.

cresc.





f dim.

cresc.

cresc.

Vla.



       



f dim.

cresc.

Timp.



cresc.

cresc.

B. Tbn.

  





cresc.

Tbn.1.2

f dim.

      

P Fo e r r R us a ev l C ie o w py O nl y

Hn. 1.2

f

cresc.

Bsn.1.2

 







 

  f dim.

cresc.



  

 f dim.


27

Fl.1.2

 179       

p

Ob.1.2

Cl.1.2 in A

Bsn.1.2



 p

   

     

  



 

   

    



p dim.

Hn. 1.2

 

Tbn.1.2

B. Tbn.

Tba.

Timp.

           

Hp.

S. Solo

   



p dim.

pp

 





   

p

p dim.



p



      

  III. bouché



 

   

 

 

Vln. II

   

   

pp

pp

  



  

Vc.

Cb.

  

p dim.

   



    





    







 



 

      

pp

f

pp

p

      



f

   

pizz.

name

  

  

pp

pp

pp

with - out

   

p

   

pp

p dim.

Vla.

pp

p dim.

p

p

Pale,

Vln. I

p dim. p



      





  

pp

    

 

To Clarinet in Bb

pp

P Fo e r r R us a ev l C ie o w py O nl y

Tpt.1.2 in Bb



   

 

p

pp

p dim.

Hn. 3.4

   

f



    

p dim.

             

p

a2

      

3

     or


28

   186

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S. Solo

   

   

a2

f

pp

   

   

f

pp

   

 

 



  

           

bouché

 





fp

  

pp

           

bouché

fp



p

    

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

pp

 



       



 

         pp

f

    

pp

num - ber,

 

In

3

        

fruit - less

fields

of

pp

f

pp

corn,

 

They

bow

pp

    

them - selves and

slum -

  



Vc.



Cb.

 

Vln. I

Vln. II

Vla.


29

D    194

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S. Solo

  

Vln. II

Vla.

Vc.

Cb.



 

      



  

 IV.

  p

 

a2

fz

 

 

 

a2

 

     

p marcato

      p

  



     



cresc.

fz

p

   

   

 

   

    

   

    

 

cresc.

cresc.

 



 

     

ber

’till



light

is

       

pp

f



p

       

born;

 

And like a soul

be - la

-

         

ted,

In heaven and

Allegro D

  

 

   



   

-

Vln. I

Allegro

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2





 

con sord.

       

 

       

       

 

       

       

 

       

p

cresc.

con sord.

 p

cresc.

con sord.

  p

cresc.

 



arco

 



p marcato

p marcato

     



     



cresc.

cresc.


30

    201

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S. Solo

  

Vln. II

Vla.

Vc.

Cb.

 

  

fz

I.

 fz



 



 

 

  





 I.

f

  

  

      

 

   

   

   

   

   

   

    

   





molto rall.





  

 

  





  

 







   



      

f

     



f

 

  



 

 

     

f

f

    

  

    

    

    

 

 

  

 

 

   

   

f

    

   

    

 





 

 

hell

Vln. I



  

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

I.

  

un - ma

         

      

              



-

-

f

-

-

           

    

   

       

      



      



ted, By cloud





and

mist

a

             f

-

          

                                f

 

                       f

  

   



ba

-





Comes

out

of

ted

molto rall.

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

 

 

 

 

 

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

 

 

            

  

 

   

 



      

     

  

 

   

 



      

     

f

   f


31

Tempo primo

Fl.1.2

Ob.1.2

Cl.1.2 in Bb

207        

     

 

Hn. 3.4

  

3

           

Tbn.1.2

B. Tbn.

Tba.

Timp.

  

S. Solo

3

3

3

       

 



 



 

           



     

 

   

 

   

 

            

     

   

 

   

 

   

 

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

  

 



 



 



           

 

 

 

 

 









 

 

pp

pp



pp

3

3

pp

pp

pp

pp

pp

    

   

ff

 

-

-



ness

  

    

   

    

           

  

         

    ff

         



 

 







 





6







6





6



 

 6

morn.

    

ff



 

 

pp

     

pp

p



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





     

f

ff

Cb.

  

           

ff

Vc.

 

    

ff

Vla.

           

pp

Tempo primo

Vln. II



pp

pp

    

dark

Vln. I

 

 

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

I.          

Hp.



3

 

3

Tpt.1.2 in Bb

 

P Fo e r r R us a ev l C ie o w py O nl y

Hn. 1.2

ff



 

pp

         

   

 

3

pp

Bsn.1.2

  

pp

     

            





  

 

 



  



p



pp

pp

  

pp

3

pizz.



  



     

 

 

 

           



   

pp

 

  

 

  


32

   212

Fl.1.2

Ob.1.2

    

3

f dim.

 

    

3

   

3

    

 

pp

  

E    

   

3

3

 

f

3

3

          3

3

p dim.

3

          3

3

f dim.

3

3

3

3

3

    

 

pp

3

                   3

p dim.

           3 3

3

3

3

   

   

  

   

3            

3

3

          3

3

 



pp

  

      

        

P Fo e r r R us a ev l C ie o w py O nl y

Hn. 3.4

p dim.

               3

Hn. 1.2

3

f dim.

f dim.

Bsn.1.2

3

3

         

3

Cl.1.2 in Bb

   

3

p

3

pp

f

f dim.

   3                   3

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

 

3

3

f dim.

p

Timp.

Hp.

S. Solo

Vln. I

Vln. II

Vla.

   

   

   

 

   

   

   

  

E    

  

   

               

   

f

  

f

f



f

   

 



     

f dim.



  

 

             3

3

 

 

p

 



 

f dim.

f dim.

Cb.

f



f dim.

Vc.

pp

    

f

Tba.

arco

f dim.

     

pp

 

p

pp

pp

 

3

p

 

 p dim.

 p dim.

3

         

  

  

pp

pp

   

     

  

   

     

  

f marcato

f marcato


33

   

  



  

 



     

217

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S. Solo

S.

A.

T.

B.

Vln. I

Vln. II

Vla.

Vc.

Cb.

        

f marcato        

f marcato

a2

f marcato



   

     

   

         

  



   

  

   

     

     

     

    

      

     

     

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

   

  

 

  

   

  

   

  

   

 

    



Though

one

f

f

Though

   

    

    

  

    

  

  

 

    

 

    



were strong as seven,

one

were strong as seven,

senza sord.



  

  

  

  

f marcato senza sord.

f marcato senza sord.

f marcato

 

     

 

     

He

He

    

   

    

    

too with death

too with death

shall dwell,

shall dwell,

 Nor

 Nor

  

  

  

  

      

     

   

     

   

   

     

   


34

   

  

     



224

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2



  

 

  

   

  

 



 



   

            pp

   

pp

      

 

 

    

Timp.

S.

A.

   

 

 

I.

 

B.

Vln. II

Vla.

Vc.

Cb.

  

 

   

 



     



 

     

      

  

p

    

p



     pp   

p

pp

 

      

    pp

         wake with wings        

 

     



wake with wings

Vln. I

 





p

    

 pp   

   

 

weep for pains

in

hell;

   

 

 pp   

in

hell;

in heaven, Nor

in heaven, Nor

weep for pains

pizz.

 

 

    

one

were fair

p



  

one

were fair

  

as

ro

  

as

ro

 

-

ses,

-

 

 

ses,

      

beau - ty clouds

and

 

    

 

His

beau - ty clouds

 

    p

pizz.

 

His

    p pizz.

 

Though

Though

T.

 

p

   

p

Tba.

   

   

pp

p

B. Tbn.



p

p

        

a2

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

and

 

   

    



 

    

   

     

     

     

    



 

    

   

     

     

     

p

pizz.

p

pizz.

p


35

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

  

  

    

 



         





 





  

 



  

  

      

       

 

p

 

p

 

f

 

  

I.

 

p

p

  

 

 

   

  

   

 

    

     

f

 

  

     

 

 

p

 

   

 

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

230     

B. Tbn.

  

Tba.

 

     

      

Timp.

S.

 

     

clo

A.

   

clo

T.

B.

Vln. I

Vln. II

Vla.

-

-

ses

And

 

well though love

     

  ses

   

And

well though love

  

    

     

 

   

  

re - po

re - po

-



  



arco

  



arco    





arco

p

p

p

Vc.

         

Cb.

         

 

 

 

 

end

it

the

end

     p

    

p

    

   

In the

In

p

arco



     

   

p cresc.

   

p cresc.      

    

arco

ses,

   

ses,

-

 



p cresc.

     p



is

not

well,

in



it

  

it

well,

is

not

the

end

end

     

      

mp cresc.

   

In the

In the

end

is

not

well,



mf

f

   

f



in

the

not

  

    



  

f

    

  





  

f



not

the

  

is

is

in

f

it

it

  

f

     

f

    

mp cresc.

   

f

    

    

mp cresc.



mf


36

   

  



237

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S.

          

II.

Cb.

ff











   

  

 

 

ff

   

dim.

  

    

  

  

    

p

pp

    

p

dim.

  p             p   

     end    

is

not

well.

it

is

not

well.

it

is

not

well.

   

in

the end

it

   



  



    

  

        

           p

   

is

not

  

 





pp



   



      

  

   

dim.



dim.

 

  

    

p

dim.

ff

ff

p

Vc.

a2

ff



p

Vla.

a2

well,

Vln. II

a2

p

Vln. I

p

B.

ff

   

end

T.

       

well, it

A.

   



  

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

pp

 



p

  

  

pp



  p

pp

well.

       

      

       

      

       

      

ff

ff

ff

              ff

              ff

           

       

     

      

     

      

     

     

      

meno f

meno f

meno f

         meno f

p

             meno f

p

 

pp

 

pp

pizz.

 

pizz.

 

 


37

    245

Fl.1.2

a2

f

Ob.1.2

  

 



  

 

     



  



  

f

Cl.1.2 in Bb



a2



     

  

   

  



  



     

  

   

  



  

   

mf marcato

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

        

a2

    



mf marcato

p

f

 

 

P Fo e r r R us a ev l C ie o w py O nl y

Bsn.1.2

f

   

B. Tbn.

  

Tba.

 

Timp.

S. Solo

 

  





f

  

Pale,

Vln. I

Vln. II

Vla.

   

be - yond

 

 

      

 

 

   

Cb.

   

 

porch

and

     

Vc.

por

-



tal, Crowned

 

 

 

 

 

 

 

 

   

  

   

  

   

  

   

  

with calm

leaves,

she

 

 

  

 



stands

 

divisi

p

 

 

 

   

 



  

   



  

   


38

        253

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

 

p

   

         

    p

    

    

  

  



  

  

      

  

  



  

  



  

  

  

mf

mf

 f

 



   

 

            

f

         

 

 

   



p

  

  p



f

  

Tba.

 

S. Solo

 

   

Who

Vln. I

Vln. II

Vla.

     

   

     

  

gath



p

     

-

ers

all

things

   

 

p

 

 

mor - tal With

 

 

cold

 

 

 

Vc.

     

  

   



  

Cb.

     

  

   



  

 

 

 

 

  

   

  

  

hands;

 

im - mor - tal

 

 

p

 

 

 

 

 

  

f

 

  



  

      

      

 

f

f

      

 

arco

 

arco

  

B. Tbn.

Timp.

      

f

   

  

   

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

     

 Her

    


39

     262

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

    

     

p

     

p

        





f

      

  

   

p

p

       



    



  





 



f



  

f

   



f

 



  

f

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

   

B. Tbn.

  

Tba.

 

Timp.

S. Solo

 

lan

Vln. I

Vln. II

guid

lips

are

   

        

-

    

     

 pizz.

Vla.

Vc.

Cb.

         p 

   

sweet - er

Than

love’s

who

                               

fears



to

greet



 

her,

To

   

men

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







  

  

p

  



 

f

f

f

 f

pizz.           

        

a piacere

that mix and meet her

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

   

f


40

   

  

270

Fl.1.2

Ob.1.2

   

 

   

 

 

 

    







ff dim.

p dim.

ff dim.

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S. Solo

Vln. I



  

 

   

Cb.

 ff

 

      

   

 

ff dim.

        



    

 

    

   

    

 

 

   



 

   

     



   

   

  



From

ma

  

-

     

         ff marcato

7

    

  p dim.

     

7

         7

    p

      

ff

     

       

     



        

     

        

     



 

      

     

 

     

ff marcato

7

7

ff marcato

7

ff marcato

ff marcato

7

      

div.

      

       

p

p dim.

ff



arco

 

     

     

p

p dim.

ff dim.

        

arco

 

ff dim.

        



p dim.

ny times and lands.

7



  

ff dim.

ff

   

 

ff

p dim.

ff dim.

  



pp

 

    

a2

ff

  

ff dim.

pp

     

p dim.

p dim.

    

   

 



II.

p

Vc.

  

p

Vla.

ff

     

p

Vln. II

ff dim.

   

 

   

p dim.

P Fo e r r R us a ev l C ie o w py O nl y

Cl.1.2 in Bb

   

ff

ff

ff

ff

div.

  p













p

p

p


41 277      



  

    

    





   

Cl.1.2 in Bb

  

 

Bsn.1.2

    

Ob.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S.

 

      

pp

    

  

  

 

 

   

    







 

   

   



   

 

   

            

     pp





 

      pp

    



   

 

pp



   

pp

  

B.

Vln. I

Vln. II

Vla.

Vc.

    

    

  

 

 



pp

pp

 

   

  

p

  p

 

p

 

She

p  

She



waits



waits



waits



waits

       

      

      

        

 

for each and oth - er,

She

 

for each and oth - er,

She

 

for each and oth - er,

She

 

for each and oth - er,

She

    

waits for all

    

waits for all

    

waits for all

    

waits for all

men

born;

men

born;

men

born;

men

born;

  

     

 

 

    

    

 

    

    

 

            pp

             





















      

              





















      

pp

Cb.

 

She

T.

  

She

A.

      pp

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

pp

 


42

F

   



  

      p



286

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S.

A.

T.

B.

3

      

p

Vln. II

Vla.

Vc.

Cb.



    

  

    

       3

 

 

 p

  

 

  



 

II.

III

     

        

 

For - gets

the

       

 

For - gets

the

         For - gets

 

the

       

 

For - gets

Vln. I



3

  

3

    

 

3

     

  

3

3

    



  

    

p

 

  

3

      

 

p

 p



  



P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

the

3     

earth

her moth - er,

     3

earth

3

  

  

     

  



3       

  



  

  

3       

The life

of

   

 

The life

of

fruits

and corn;

3

fruits

and corn;

   The life

of

fruits

    

 

    

her moth - er,

    

earth

her moth - er,

3     

earth

  

her moth - er,

The life

of

and corn;

3

fruits

and corn;

F       



   

 



   

 

   

   

  

 

p

p

  

p

    















 

 



 

     

    















   

 



 

     


43

  

  

  

293

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S.

A.

    

   



 

     

     

    

 

p

 

p

  

     





 

         

 

 

      

p



       

p

        p

  

  

 

  

 

  

   



p

And

spring

        

and seed and

swal

-

-

 

Take

wing

p

        

for her and

fol

-

-

-

low

low

T.

   

B.

  

  

  

Vln. I

Vln. II

 

    

div.

Vla.

p

Vc.

Cb.

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

     







   



























 

    



























 


44

  

  

301

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

  

p

a2

 









 p

     

 







p

  

   

  





I.

p



  p

      



   

    



 

 

p

    

p

II.

 

   

   

p a2

 

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

    





   





pp

B. Tbn.

pp

Tba.

Timp.

S. Solo

S.

A.

T.

B.

Vln. I

Vln. II

Vla.

Vc.

 

 

     

  

   

  

  

p





Where

sum

p

 

Where

sum

        mer song rings



Where

sum

     



-

mer song rings

-

-

-

Where

sum

mer song rings

    

hol

-



      

-

     

hol

p

-

hol

-

-

 

Where

sum

 

           



3

p

p

p









-

   



    

 

-

-

  

-

hol

-

-

-

low,









low,

pp

    rings

low,

hol

   

rings

hol

       hol

    

rings

hol

   

 

 

-

-

-

-

    pp

 

   

  

      

   

pp

pp





     

    





  



pp

-

pp

rings

-

pp

pp

        

    



mer song

low,

        

       

  

        

p

f

mer song rings

   

-

p

        

 

p

3

Cb.

-

   

 


45

  

  

  

308

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S. Solo

   

   



  

  

 



 

 

  

 

B.

Vln. I

Vln. II

Vla.

Vc.

Cb.

 

 

p

    



            -

T.

p

-

A.

          

 

    rings

S.

 

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

        

-

-

And

 



low

low

pp

 

pp

And

   

   

   

   

 

 

put

 



flowers are

put



to

scorn.



flowers are

to

scorn.

pp

And

pp

And

low

     

   

hol - low

And

   

low

   



     

 

 

flowers are

flowers are

flowers are

 

put

put

put

to

to

to

 

scorn.

scorn.

scorn.

p



  









  



p

  p



p

   



   

  

 


46

G

  

 



  

 



  

 



 



 

317

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

    

  



  

   



  pp

 

  

 

  

 



Vln. II

Vla.

Vc.

Cb.

 

  

 



 

 



 

 

 



p

 

There go

  

  

   

 



p

 

 



p

 

 



 

p

There go

 



 

p

There go

  

Vln. I

  B.

 

There go

T.

 

There go

A.

 

   S.

          p

  



P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2



  





   

    

 



 

p

There go

      

    

 

    

  

   

  

 













  

  



  

  

  

pp

  

pp

pp



pp

pp



  



  

      



   

the loves

that

with

  

the loves

that

with

the loves

  

that

  

the loves

 

that



the loves

that

   

that

the loves

 -

er,

-

er,

   with - er,    with

-

with

with

er,

-

er,

-

er,

G










47

  

  

327

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

   

  

 



 



 

  

 

  

Cb.





B.

Vc.



 

Vla.

p

 



The

old

loves

with

wea



old

loves

with

The

old



loves

with



The

old

loves

with



The

old

loves

with

 



The

Vln. II

 



Vln. I



S.

T.



   

A.

p

p







P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

The

old

loves

with

-

ri - er

-

wea

-

-

-

wea

-

  



-

ri - er

-

years

drawn

thith

-

-

-

er

wings;

And

all

dead

years

-

er

wings;

And

all

dead

er

wings;

And

all

dead

years

drawn

-

er

wings;

    

wings;

dead



-



ri

ri

ri

-

And all

ri

-

wea

    

wings;

wea

wea



  

And all

years

drawn

drawn

And

all

dead

years

drawn

dead

years

drawn

thith

-





er,

And

all

And

all

thith - er,

 dis -

dis -

And

all

And

all

dis

-

thith - er,

thith - er,



thith - er,

And

er,

And







dis -

all

dis -

all

dis -

  





 


48

  

336

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

        

  

Cb.

 



 



   

 

      

  II.

f I.

 

f

 



 



as

  

 

-

-

 

as

-

 

as

-

 

as

as

 

Vc.

B.

Vla.

  

Vln. II

Vln. I



S.

T.











 



  

A.



P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

as

trous

-

-

 

trous

-

trous

trous

things;

cresc.



Dead dreams

cresc.



Dead dreams

cresc.

things;

things;

trous

trous



Dead dreams

things;

cresc.





Dead dreams



things;

cresc.

 

Dead dreams



things;

cresc.



Dead dreams

  

of

days

  

of

for

-



days

for

   



-

-

 

sa

ken,

-

ken,

  

days

 

days

fo

-

sa

  

-

sa

of

of

for

sa

-

ken,

of

days

for

 

of

days

for

-

sa



-

ken,



-

ken,



-

sa



-

ken,





Blind buds





Blind buds







Blind buds

Blind buds





Blind buds





Blind buds



that snows

have

sha

  

that snows

have

sha

  



have

sha

 

that snows

 

-



have

sha

  

that snows

have

sha

  

that snows

have

ken,

-

ken,

-

ken,

sha

Wild leaves that

 

that snows

ken,

ken,

-

f

f

f



   

f

Wild leaves that

f



Wild leaves that



Wild leaves that

  





 

Wild leaves that

f

ken,



Wild leaves that

  

-



-






Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

  

       

 



p



 

 

        

 

  

  



 

      

 

 

    

p

p

 

 

 



 

winds

 

  

 

have

ta

-

ken,



have

ta

-

ken,

winds

have

ta

-

ken,



winds

have

dim.

dim.

winds

B.

 

dim.

     

dim.

ta -

 

have

ta

-

 

have

ta

 p

ken,







p

Red

p

Red

p

Red



Red



 

strays

strays

strays

-

-



-

-

of

ru

-



of

ru

of

ru

-





-

-

ined springs.

ined springs.

-



ined springs.

-



ined springs.

ru

of

ru

-



strays

ru

of



p



of

strays

   

strays

p

Red

ken,

-

Red

ken,

winds

Cb.

dim.

Vc.



p

winds

Vla.

p



Vln. II





p

S.

Vln. I

  

   

dim.

T.

       

   

A.

       

P Fo e r r R us a ev l C ie o w py O nl y

Ob.1.2

 

   346

Fl.1.2

49



ined springs.

-



ined springs.

  

   

  

  

  

  

  

  

  



   

p

p

 



    

 



  

p

p

       

p

   

 

   

  

 

p

p


50

     356

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

p

p

 

p

  

 

 

 

 

        

  

        

 

     



 





a2

 

p

Vln. I

Vln. II

 

 



Cb.

    

     

  

f

 f

 

pp

 

  











pp





    

 3       

p

   

    

p







  



     

     

  

 

     

div.



  

f

f



f



pp

div.

  

  



f

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

p

Vc.

f

         f

3

f

   

pp

      pp

     

     pp

    

   

pp

   





div.

div.

Vla.

 

 

    

pp

   

      

p

a2

  

 

  

f

pp

Timp.

  f

p

    



 

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

 

 II.

pp

 

f

   

f



unis.

  

f



unis.

f



f

  


   364

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

 

p

pp

     

   

Vln. I

Vln. II

   

  

I. solo



mp

    

 

  

        3





 

 

 

 

   

    



p



p

pp

pp

 

     

 



      p

 

pp

 

 

 

 



p



pp





   







  





  



p

  

pp

p

pp



pp

         

p

pp

 

 

p

pp

   





  

 

 

   

   

  

    



pp

  

   

                                                     

pp

f

pp

  

 







pp

Un poco più mosso ed agitato

 

     

p

H

divisi



p

Cb.

Un poco più mosso ed agitato

   

 

p

Vc.



pp

p

Vla.

 

p

p

Timp.

 

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

 

51

H

p





   

  

  


52

    373

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S. Solo

Vln. I

Vln. II

Vla.

  

   





  

 



   

3

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

  

 

  

   

 

  



We

are

not

sure

  

of sor - row,

and

joy

was

    3

nev

-

er

sure;

To

-



day

will

   

  

      

    

    





     





    





     





     

  

     





Vc.

 

Cb.

  

  


53

   

  



  

 

380

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S. Solo



Vln. II

Vla.

Vc.

Cb.

  

 

   3

       

  

3

pp

   

I.



 

mp

I.

    

  

pp

pp

  

 

  

   

 

3             

to - mor

-

row;

   

  

                

Time

       3

stoops

to no

  

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

    

             

    

  

And

       unis.

man’s lure;

love, grown

    

       

    

     

    

               

      

pp



   

 

  

    



   

 

  

mp

 

  

    

mp

 

 

mp

die

Vln. I

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

       

pp

 pp


54

   

  



388

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S. Solo

     

 

  

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

   

 

 

 

f

p

 

 

 

 

   

  

  

    

  

 

   

 

       

  

and fret - ful,

With

 

lips

but



half

  

re - gret - ful,

  



Sighs,

     

and with eyes

for



-

get

-

ful

                       p

        p

         

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

                                                             p f

Cb.



f

Vc.

 

f

Vla.

p

f

Vln. II

I.

p

faint

Vln. I

      

    

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

   



p

   

 p


55

    395

Fl.1.2

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

un poco ritenuto

A tempo

 

I. solo

  





f

          



    dim.

fp

                      3

p

     

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S. Solo



  

f

p

  

 

  

 



   

p

  

 

   

  

p

   

 

   

p

           

 

p

       

 

f

p

        f

p

   

p

p

p

A tempo

p

     

     

that no loves en - dure.

   

f

Cb.

f

Vc.

f

Vla.

I.

f

un poco ritenuto

Vln. II

     

Weeps

Vln. I

 

P Fo e r r R us a ev l C ie o w py O nl y

Hn. 3.4

 

p

p

Hn. 1.2

 

p

 p

 p

From too much

                  [ m ] f dim.

       

       

pizz.

         

       

pizz.

                

         

       

pizz.

              

   

pizz.



  

  



 

pizz.

 

[ m ] f dim.

[ m ] f dim.

       

[ m ] f dim.

       

[ m ] f dim.

 

 

 

            

p

p

p

p

p

  

    


56

   

  

404

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S. Solo



Vln. II

 



  

 

  

   

 

Cb.

  

  

 

  

  

 

 

 

 

 

 

 

p

p

 

p

        

 

of liv - ing,

 

From hope and

3    

fear

f

set free,

We



thank

with

 

brief

   

thanks - giv - ing

What - ev

-

er

 

gods

there

   

  

     p

Vc.

arco divisi

Vla.

  

love

Vln. I

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

  arco

   

 

   

 

p

arco

p

 

unis.

 

 

 



         

 

3            

          

 

           

3


57

I    

 

  

    



 







  

 

 



 

 

414

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S. Solo

   

   

 

ffp

  





p

p

p

 

 



 

 

 

 

ffp

IV.



 

  

 

 

 

   

 

  





f    

That

no

       

life

lives

       

     

       

      p

ff

ff

       ff

ff

                      p

 

Tempo del Intro.

                     p

for ev -

er;

That



dead

     

men rise

up

nev - er;

p

That

e

  

-

ven the

wea

-

   3

-

ri - est

I

  arco.     

arco.

Cb.



  

p

Vc.

    

arco.

Vla.

   

ffp

p

Vln. II

ffp

be

Vln. I

Tempo del Intro.

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

ff

    

 

  

 

p

ff

p

pp

 

   

 

p

ff

p

pp

p

ff

    

p

    

        

        

 

 p

 p

            ff

            ff

  

p

 p

pp

pp

pp


58

    



422

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S. Solo

  

 

   

  

 

 

pp

  

bouché a2

   ff

 

  

  

 

 

  

  

 

 

 

p

pp

bouché a2



ff

pp

  

 

  

 

   p

  

 

   

  

 

 

p

  

riv

S.

        

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

  

-

er

Winds



some - where

safe

to

a2

p

p

  



p

sea.

p

 

    

 

    

 

    

 

    

 

Then star nor sun shall wak - en,

A.

  

p

 

Then star nor sun shall wak - en,

T.

B.

Vln. I

Vln. II

Vla.

Vc.

Cb.

   

  

  

p

 

p

Then star nor sun shall wak - en,

 

  

Then star nor sun shall wak - en,

  

 

 

   

con sord.



pp con sord.

pp

 

con sord.

pp con sord.

pp con sord.

pp

  







 

 







 

 

 

 

 

 





 

 

 

pp

 

pp

 

pp

 

pp

pp


59

  

  

  

434

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S.

    

   p



  

 p

  

   p

 

   

 

   

 

   

  

 

Nor

A.

  

 

Nor

T.

B.

Vln. I

Vln. II

Vla.

Vc.

Cb.

 p

  

   p

 

 p

  

   p

 

 p

  

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

   

  

     

      

 

Nor

 

Nor

  

  



 

 

  

  



 

p

p

      

      

      

     

an - y

an - y

an - y

an - y

change of

change of

change of

change of

 

 

 

 

 

light:

Nor sound

 

light:

   

light:

of wa - ters

    

Nor sound

of wa - ters

    

Nor sound

light:

    

of wa - ters

    

Nor sound

of wa - ters

p

p

 

sha - ken,

sha - ken,

sha - ken,

 

 

Nor

 

 

Nor

 

 

Nor

sha - ken,

 

Nor

p

p

       

       

       

      

an - y

an - y

an - y

an - y

 

 

sound nor sight:

Nor

 

sound nor sight:

Nor

 

sound nor sight:

Nor

 

sound nor sight:

Nor



 

 

 

 

 



 

 

 

   



 

 

      



 

 

 

  









   divisi

unis.


60

  

  

  



  

    

 

 

  

 



445

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

S.

  

  

  

 

 

  

 

 

 

 

               

wint - ry leaves nor

T.

B.

Vln. II

Vla.

Vc.

Cb.

   

ver - nal,

Nor

   

ver - nal,

Nor



        

days

a2

p

p

   

ver - nal,

Nor

days

   

 

   

  

p

p

  

   



  

  



 

di - ur

di - ur

di - ur

 

 

nal;



 

 

-

nal;

  



pp

pp

-

nal;

nal;

 

-



 

ly

-

ly

ly

-

ly

 



pp

pp

 

sleep

-

e

-

e

-

e

-

 

 





 



p

 

    p

divisi

 

 

divisi   

 



e

  

pp



  

sleep

the

  

sleep



  

sleep

the

 

On

pp

 

the

 

-



the

 

On

  

-

On

  

On

  

   

nor things



-

   

nor things

days

di - ur

  

   

nor things



   

nor things



   

  

               wint - ry leaves nor ver - nal, Nor days

wint - ry leaves nor

Vln. I

 

p

p ma marcato

wint - ry leaves nor

A.

   p

 

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

p

p

pizz.

    

p ma marcato

 


61

Fl.1.2

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

456     

 



 

   mp



   mp

   

 

 

   

    

 

 

  

 

mp

Tbn.1.2

B. Tbn.

Tba.

Timp.

S.

        

  

B.

   - ter    

- ter

Vln. I

Vln. II

Vla.

Vc.

Cb.

-

 

- ter

T.

  

          

 

  

   mp

    

pp

     

    f    

  



a2

p



a2

p

   

  p

f

  

    

- ter

A.

 

    

  



 

f

     

 

pp

 

 

 

                              

pp

P Fo e r r R us a ev l C ie o w py O nl y

Tpt.1.2 in Bb

  

  

 

   

mp

Hn. 3.4

  

 

-

-

-

 

 

nal

In

an

 

nal

In

an

 

nal

In

an

 

nal

In

an

e

e

e

   

   

  

  

   

        

e

 

 

 

-

-

ter

-

ter

-

-

-

ter

-

-

-

-

-

-

 

-



a2

-

-

-

-

-

-

-

 

 

 

nal

 

 

pp

              

pp

unis.

  

  

  

div.

  

f

              

f

   

 

   

night.

   



pp



arco

 

night.

nal

pp

night.

  

   

 

 

pp

nal

unis.

 

night.

 

 

pp

   

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

pp

nal

 

-

  

p

  

 

  

-

 

 

 

ter

 

 

-

 

 

-

 

       f

div.

pp

pp

pp


62

                          a2

464

Ob.1.2

Cl.1.2 in Bb

Bsn.1.2

Hn. 1.2

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

B. Tbn.

Tba.

Timp.

Vln. I

Vln. II

Vla.

Vc.

Cb.

 



pp

     

              

    

              



    

   



   



  

    

bouché

p

bouché

  p

  

 

 

   f

   

  

  

    

p

f



p

 

  

p

 



 

p molto legato



  





    

  

    

  

   



      



 

    

     



    

p

     

   

pp

pp

p

   

unis.





p



p



pp

p

  

  

3





pp



        

                

        

  

pp

p molto legato

p molto legato

                 



I. solo

p

pp

III. solo

p

          

  

I. solo

  

P Fo e r r R us a ev l C ie o w py O nl y

Fl.1.2

  

pp

pp

  

pp

pp

 

   

  

pp




63

Fl.1.2

Ob.1.2

Cl.1.2 in Bb

475     



 

 

  I.    

Hn. 3.4

Tpt.1.2 in Bb

Tbn.1.2

  

B. Tbn.

  

Tba.



Timp.

Vln. I

Vln. II

I. solo

 



Cb.

  

II. solo bouché

 

 

 

Vc.

       



I.

p

   p

  

    

 

pp

   

       

Vla.

ppp

  

 

P Fo e r r R us a ev l C ie o w py O nl y

Hn. 1.2

  

     

pp

Bsn.1.2

 

 

   

       pp

pp

 

   

                     pp ppp

   

 

    

ppp

divisi

 

pp

  

 

ppp

  






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