Kubla Khan

Vocal score
Kubla
Khan
poem by Samuel Taylor Coleridge
music by Philip Legge
Vocal score
Copyright © 2004, 2006 Philip Legge
All rights reserved.
http://www.carringbush.net/~pml/music/legge/
This printing January 15 2006
Kubla Khan
Samuel Taylor Coleridge’s poem Kubla Khan is an unsettling glimpse of the poet’s
unconscious as well as a vivid and evocative set of dreamlike images. The story of
how it came to be written is well-known; the visions in a dream inspired by reading
a passage of Purchas’s Pilgrimage relating the construction of the Khan’s palace
(and possibly influenced by laudanum) might have resulted in a poem of two or
three hundred lines had not Coleridge been interrupted by the infamous “man from
Porlock”. We are left instead with a fleeting spiral of fragmentary images and ideas
that never seem to connect. A fragment of Coleridge’s Fragment appears on the
cover (Add. MS 50847, f. 1v).
The obvious inspiration for the harp accompaniment is the first line of the final
stanza, “A damsel with a dulcimer”, and the instrumental trio of a harp and two
flutes is not completely unknown. The keyboard part here is a transcription of the
harp and flute parts suitable for rehearsal with piano. A proper orchestral double
harp is preferred for performance, however an electronic keyboard with a full set
of octaves and capable of producing a decent harp-like timbre may prove adequate
(as well as overcoming the harp’s limitations in rapid changes of tuning), especially
if the choir is comparatively large.
Programme Notes by the composer:
“The poem ‘Kubla Khan’ by Coleridge has been a favourite of mine for many years,
but the inspiration to set it to music – originally for female voices with harp
accompaniment – came to me on a holiday a couple of years ago, when I scribbled
down a fragmentary page or two.
“Coleridge had been in self-imposed retreat at a country farm-house when he wrote
the poem, and had been taking opium purportedly as a relief for some illness, so
after reading a travel book with an exotic description of Kublai Khan’s palace, he
had an extremely vivid poetic dream. Unfortunately after he awoke he was interrupted while in the middle of writing it all down, and later on he couldn’t remember
the poem or the dream; so what little of the poem that remains is very evocative.
“Unlike Coleridge I can’t claim to have been inspired by an opium-influenced
dream, but most of that musical fragment I wrote has found its way into the current
composition in one form or another. The poem – and my music as well – consists
of a dreamy and kaleidoscopic series of images and motifs, some of which recur
and connect overtly or subliminally. The impetus of a performance led me to
expand the work to incorporate two flutes as well as full mixed-voice choir, and a
small solo for soprano.”
Kubla Khan received its premiére at the Kaleide Theatre, RMIT University,
Melbourne, on June 4 2004.
Flutes: Karl Billeter, Nick Adler
Soprano solo: Sarah Chan
Keyboard (quasi arpa): Michael Winikoff
The RMIT Occasional Choral Society (ROCS), conducted by Philip Legge
Copyright © 2004, 2006 Philip Legge. All rights reserved.
For permission to publicly perform or record this work, or to obtain instrumental parts,
please send electronic mail to the composer: phi1ip AT netscape DOT net
Kubla Khan
(Or, a vision in a dream. A fragment)
In Xanadu did Kubla Khan
A stately pleasure-dome decree:
Where Alph, the sacred river, ran
Through caverns measureless to man
Down to a sunless sea.
So twice five miles of fertile ground
With walls and towers were girdled round:
And here were gardens bright with sinuous rills
Where blossomed many an incense-bearing tree;
And here were forests ancient as the hills,
Enfolding sunny spots of greenery.
But oh! that deep romantic chasm which slanted
Down the green hill athwart a cedarn cover!
A savage place! as holy and enchanted
As e’er beneath a waning moon was haunted
By woman wailing for her demon-lover!
And from this chasm, with ceaseless turmoil seething,
As if this earth in fast thick pants were breathing,
A mighty fountain momently was forced;
Amid whose swift half-intermitted burst
Huge fragments vaulted like rebounding hail,
Or chaffy grain beneath the thresher’s flail:
And ‘mid these dancing rocks at once and ever
It flung up momently the sacred river.
Five miles meandering with a mazy motion
Through wood and dale the sacred river ran,
Then reached the caverns measureless to man,
And sank in tumult to a lifeless ocean:
And ‘mid this tumult Kubla heard from far
Ancestral voices prophesying war!
The shadow of the dome of pleasure
Floated midway on the waves:
Where was heard the mingled measure
From the fountain and the caves.
It was a miracle of rare device,
A sunny pleasure-dome with caves of ice!
A damsel with a dulcimer
In a vision once I saw:
It was an Abyssinian maid,
And on her dulcimer she played,
Singing of Mount Abora.
Could I revive within me
Her symphony and song,
To such a deep delight ‘twould win me
That with music loud and long,
I would build that dome in air,
That sunny dome! those caves of ice!
And all who heard should see them there,
And all should cry, Beware! Beware!
His flashing eyes, his floating hair!
Weave a circle round him thrice,
And close your eyes with holy dread,
For he on honey-dew hath fed,
And drunk the milk of Paradise.
Samuel Taylor Coleridge, 1798
Kubla Khan
Samuel Taylor Coleridge
(1772–1834)
With a slow swing, about h. = 54


 
Soprano
solo
 

Sopranos
Basses












 
Tenors




 
Altos
Philip Legge
(*1972)
(2003–4)






With a slow swing, about h. = 54
Keyboard
(practice only)


2
  
 

2
sf








  

 
 
 Xa
 
 
 
9
2

2





p

In
Xa


  
 











 



p
 
In Xa
 



 
 

 
  


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

  
p




     



1
 
 
In Xa  na  du,


 
in Xa  na  du,

 
p


mf

  


     
 
 

9


5



16 December 2003
5

 
  



na


 du,


na du,


in


                  



 

cresc.








 na  du

  


   
Xa
in


 na  du
cresc. 





 

p
 du
 na
Xa
in
 na du,
  
cresc.
 




 

 


 na  du
Xa
in
Xa
In
 na  du,


            

 













  



  
   

 
 
1
Copyright © 2004, 2006 Philip Legge. All rights reserved.
Xa
in
cresc.



did
 
did

did






did
 

4
13
Ku
 
Ku



 Ku
 
Ku







  


bla
Khan
A
state



bla
Khan


bla

bla
A

state
 
Khan
A


Khan
A

state

state


            

13




 

de
 


de

 



de



16
f
   
 
  
ly
plea

 
ly
plea


 
ly
plea

 
 sure 
 
 sure 

f
f

plea












dome
ly
    
    





 


dome
 sure  dome
f
   




f

  

f




mf


Alph,


cree:
Where



mf
cree:
Where
Alph,



mf


cree:
Where
Alph,
mf


Where
Alph,






 sure  dome
   

 

  
  

  






cree:



          




    
 

de







16
 








 

 
the
sa
 
the
sa
 
2

 cred
2

2

cred

 cred
 2 
the
sa
the
sa
 cred
 

 

mp

     
ri  ver, ran
19
2
 
ri

2
2

ver,
  
 ri  ver,
2
  
ri
 
 


ver,

ran Through ca


 




 
 
2
mp
 
 


 

So twice
mp
five miles
 

 
  
Down to a sun
man


of
fer



fer
So twice
mp
five miles
of
fer





     
gird  dled round:
     
gird  dled round:

  

 gird  dled round:
      

So



And here

five
    








p

twice
 
were gar


3
 
Down to a sun






of

 
    
 
five miles
 
 
  
to man
to
 
dens bright


 
tile ground
 



less sea.

less








less sea.

less sea.






 
and tow’rs

 

With walls




   
 
With walls


sea.

  

tile ground


 


 

were

 
were
 
and tow’rs


tile ground
With walls
and tow’rs
were
miles
ground
With walls
and tow’rs
were





      


      




with sin









2




   
  
blos  somed


 u ous rills Where
p
2

 

  
Where blos  somed
ppp
2

    
Where blos  somed


  
 dled round:


     

 
   
  
   



   

p
  




     

  




 
28

3
gird

 
man
 
 

 


Down to a sun
to
 
So twice
mp
   

Down to a sun
 

 verns mea  sure  less
  
 
28

 verns mea  sure  less
    
 
ran Through ca  verns mea  sure  less
    
 
24
 
24

Through
5
 
  
 
     
ca  verns mea  sure  less
to man

ran Through ca

 
 


19

2
 



 


   



 


 


 

2


  
ma ny
6
33

 
an in
2

  
ma ny
2
  
 ma ny

 
2


2

 cense  bear  ing
2


2










tree;

 cense  bear  ing tree;
2
2
  
 

an in  cense  bear  ing tree;
an in




 


pp
 
div.
cresc.
 
 
 
 
 
 

And here
were fo
div. pp cresc.

rests


an
 

 

 

cient as
the
 rests an  cient as the


  
   

 
    
          
   
 
 









 













33
And here

 
38
 

 
 hills,
 

hills,
  
 

38
43
 




43

Allegro, broad in feeling, about h = 108
4
       

mp
were fo
    
 

En
 fol  ding sun  ny spots of green  e  ry.
mp
     

        
En  fol  ding sun  ny spots
of green  e  ry.
mp


       
       


En  fol  ding sun  ny
spots of green  e  ry.
mp



 
 
    
    





En  fol  ding sun  ny spots
of green  e  ry.
Allegro, broad in feeling, about h = 108
  








  
             
 


f
 
   
  




  
 


    
4


 


       


 
 

      
 

ac
-
-
-
-
cel
poco a poco cresc.
  
  
 
 
-
-
-
-

      
 

e
  
  
-
-
-
-
 
 
ran
-
-
 
 
-
-


47

do
...







...

do

al
...
      
 

 
47

51
 
 
   
    
deep





ro

mp




   
 
ce


 
ce

 
 


ce


    

ce


   
  
51
55
f

man

 
55

darn
co
 

darn
 
darn
  
darn
 
  


    









 
 
 

 

tic
 
 
co

co

co




f


  
 



   


  

   
ver!

ver!

ver!




ver!
      


f
   




quasiglissando mp




  


sm which slan

   

 




cha
A

sa



that
 
 
 
But o!
f
that

 
 
But o!
that


f


      


5

   
   
Down the green
hill
athwart a

   
   
ted Down the green
hill
athwart a
   
   

ted Down the green
hill
athwart a
   
 
 
ted Down the green
hill a  thwart a
   
    
  



   
   




vage
place!



vage
place!
A
sa


vage

place!
A
sa
f
that
But o!
f


       vage
    





 
  
sa
mp
7
But o!
f
A




  

sm which slan
  

sm which slan

cha






    

sm which slant  ed

cha


5
 
 
f
   
    

   

 
 

cha

Vivace, about h = 132
...



  


      
 

al
deep
ro
 man  tic






 
 deep
ro
 man  tic
 



  

deep
     ro  man  tic
   

   

 
Vivace, about h = 132



 
mp
  
as
mp
  

as
mp

  

place!





  

as
  

8
59

 
 
ho
ho


 
59
 

wa
 

and
en


ly

  

 
wa

ly
ly

62


mp
 


 wa




   


ho
 






6
 
  chant



and

en
and
en
  chant
  



 







ning moon
was
haunt
ning moon

was

haunt
ning moon
was
haunt





 
62
 
 
66

ed
As
e’er
be






ed
As
ed





ed



ed
By

ed
As


By

By

ver!



ver!
be
e’er
be





wo

wo
neath
a




neath
a
neath
a


 
  ing  for her
  

wail  ing  for her
   
wail

wail
  man

wail
 ing  for her
  
ing
for her
   
   




7
p

  

 

man


   


   


And from this chasm, with cease
p
And from this chasm, with cease

 
 


 
 less
tur
 

 moil

 less tur  moil

ver!




ver!

  
     
      
f



     
wo

 man


wo
man



   

 
  


 
     



e’er

  
 
     
By
q=q



 
 
  



   
    
de

 mon lo 
 
 

de
mon
lo






 

 

 de 
 mon lo 

       

de

 mon lo 
q=q






  
   
66

chant


6





dim.


     
     
     


   
p
   
   
 
 


7


 
 
 






 
9
71
seeth
 
seeth



ing, As
if
 ing,
As
if

in fast

this earth

 
76
ly
 
ly
 
 ly
 
ly
 
 

76



   
   


 



was forced;
ing,

mo
ment
p subito


mo
ment
p subito




 
  




 
 




mf



 ing,
were breath

 
 
mf
mo
ment
p subito

   
A migh ty foun  tain



 



p subito
   

A migh ty foun  tain
mf
 

 
A migh ty foun  tain
mf
 




A migh ty foun  tain




   


thick pants
 
  



were breath


  
  
A mid whose swift

half
 



  
mf

 in




mo












 

was forced;
 
   


     
mf
   
   
     
     




    
     
    
    
81







  
  


 
Or chaff
mf
 

Or chaff
 

 





y

grain


y
grain















mf











 



  
 
 

 
 
 
the thresh








ment






    
    

 
     





8
 
 
mf
  

 
And ‘mid these danc
mf
  
     
be  neath the thresh  er’s flail:
     
be neath


       


 ter mit  ted burst Huge fragments


 
was forced;

8

was forced;

p subito
 


 


 
     
vaulted like rebound ing hail,
81

in fast


thick pants
 

 

 
this earth
   

 
71



   
mf
 er’s flail:
 

 
 

 
And ‘mid these danc






 ing

 ing



 







 
 



 
10
86
rocks
 
rocks

 
at once
 
at once





         
and e  ver It flung up mo  ment  ly
cresc.

  

    
and e  ver It flung up mo  ment  ly
cresc.
        
It flung up mo  ment  ly
cresc.
        
 
86

 
 
 

 9








90

90
    
    
cresc.
9

 

 







Five
miles
me

 



sa

f


cred


f
cred




 
with a

f

ma




f



 
motion


zy






     
 p


 




 



the


and

dale

the

and
dale
the

sa
and
dale
the
sa



  

the

cred

dale
 
 


95
sa
  

 an  dering

and
wood



wood
 
 wood
 
the



   
ri  ver.

   
ri  ver.

   

ri ver.
   









Through
p

Through
p

Through
p

Through

wood
sa


95

the






f
mo
p


 

Meno allegro, about h = 120

cred
ri  ver.
 ment  ly the sa

poco rit.
Meno
allegro, about h = 120

 
    
 
                 




       
 
 

It flung up

 

poco rit.
cresc.






   


sa
sa






   












cred
 
         













ri


cred

ri
cred
ri
cred





ri



 





ver
ran,
Then




Then

ver


ver
ran,


ver
ran,





ran,



 





Then


  


10

 
100
reached
 
reached

 
reached


the ca


the ca




 


 


100



the ca






verns

verns

verns










10





106

  
 tu  mult



 mult
 
  
tu

106



mea

mea

mea

  
 
 



 


 
 


sure less

sure less

sure less





to
a
 
to


a


life
p

life




less

less


 
o  cean:
 
o  cean:




man,





to
to
   















And
sank
in


B. II mf





‘mid
11 cresc.



this
tu  mult
 
And


sank
in



pp T.I: And

‘mid

this



cresc.
pp B.I:And
‘mid
this


cresc.
‘mid


‘mid


this


this





tu
tu
tu

Ku



11






mult

mult
Ku



mult


cresc.




cresc.



mf
T. II

this
And

man,







pp tremelo rap.



‘mid

And

man,
And


mf
And
pp
p
  


to




pp




  
 

p



 
11
Ku
Ku
 









bla

bla

bla


bla



 





 

 

12
112
heard from
heard from
  
 heard from

 


heard from

 

112 
f


far
An
f


far
An

f

far
An
f



far
An



 
 
f


Wild,
 cest  ral

ff
voi


 cest  ral
unis.
 
voi

 cest  ral
 
voi


 cest  ral
voi

 

   












then…
 

117




ces
pro


ces


ces
pro



ces
pro
pro








  

phesy ing

  
phesy ing
  

phesy ing
  

phesy ing


   

    





war!

war!

war!

 
        


  


war!
ff
cresc.





Alla marcia (metronomic and slower)
12


 










ff





ff
ff
 
 
then…
Wild,
           
 
 
 


117
121





      



121

   
           
  

f
 


    
    
Alla marcia (metronomic and slower)


 

   
  


Losing momentum
 

  
  
   





 
 


   
  
     



   
   
  

 

 


  
   

 
 

12
 
    



  
dim.



  






 

 
  
 
13
Slower, languid, about h = 80
125
SOPRANOS


p




The
sha
dow




6
6
6
6
                                    







p

   








125
Slower, languid, about h = 80
  
 
6
129
 



129
6
13

of
6


plea

133


3

  
6
 
 
 

the
Float
mid  way
on the
 sure

 ed



6


6
6
6
6 

    6     
              6  

 
















13
dome


 
6
of

waves:




 
ALTOS

  
Where was heard
the ming


 led

mea

 sure
 
From the
6
6
6
6
6
6
6
6
 
                                             
 

 












133




 

137







It

  

was

14
   

a
mi ra cle


of
and the caves.
 tain
6
6
6      6
     6    6    6     6       
    










  












137


14

foun
 

141
 



 
rare
de  vice,

6
6

   
  


141



  



 
A
sunny plea sure dome with
caves
of
6
6
6
6
6
6
                                  









 


14
145

ice!
6
6
 
  
  

145

   


 6    6    6    6    6    6  
  

  

 

 
p











3
   

   
Moderate, about q = 120
15
149 SOPRANO SOLO
 


   
A
damsel with a
  
 
 






  
Moderate, about q = 120


 

  

149
  
 




15
157 hemiola: q = q
 3 



A  byssi
hemiola: q = q
    

    


157
164


  
 




16
3


  

          
 ni an maid, And on her dul ci mer she played,
poco rit.

 


    











    

 


poco rit.
 



 


164
 

 


  

    


     

 
 

  
  
vision once I
saw: It
was an
      





 

 



 
    
dulci mer In a
 







 

A little slower, q = 100
 



Could
T.


B.
       
I re  vive with in me Her





A little slower, q = 100
 
sym





   
 phony and song,

  



 

Tempo

   




     
 






 


Slower again, q = 80
TUTTI




TUTTI
         


 
To such a deep de  light
‘twould
p
    

 
   
Could I
re vive with in meHer sym 
p


   
Slower again, q = 80 Could
   

   
        
          
   



 


 



















170 


 

*
 
   

  
Sing  ing of Mount A  bo  ra.
Tempo

    



 

    



 

 





17
170

I

re vive
  


 
* Abora: the composer suggests the first syllable is sung with a long “A”, as in “arbor” (but with as little or no hint of an “r” before the next syllable).
176
 


win

  

me







Could
    

     
 - phony andsong,
To such a deep
 
    
  

  
with in
me Her sym  phony andsong,
  

            

176
 
 


 

181
Her


   
sym  pho ny and song,
 

I


 
To such a deep
de

light

re


  
with in me


me,
vive
Could


‘twould win


    
   
 

      



   
  
  
with in me Her sym  pho ny andsong,

   

 

 
re  vive

  

de  light
‘twould win

      

 
 


p
Could I
p



15
18


I
 

re


me,



      


    

18
    

To such a deep
 

de light,

 


Slightly faster, about q = 88

‘twould win
cresc.

      

me,

 
to such a deep de
cresc.

    
   
   


To such a deep
de  light
‘twould win
me,
To such a deep
de  light,
to
cresc.
  
    

           
     

 vive within me Her sym  pho ny andsong,
To such a deep de  light,
to suchde  light,
to
cresc.



   
    







  





Could
I
re vive within
me Her sym  pho ny and song,
to such a deep de
Slightly faster, about q = 88
     

  
         
 
 






        
  



      
  
     
 
181
 


 








 
 

 
 

 



mf

   
   
  


 
16
186
light,
 
  

    
 

to such a deep de light
accelerando

to such a deep de
 light,
Allegro, about h = 108

‘twould

                 
  
such a deep de light,
to such a deep de  light,
to such a deep delight ‘twould
                   



 such a deep de light,
to such a deep de  light,
to such a deep delight ‘twould

   

           

light,
to such a deep de  light,
to such a deep de light
‘twould
accelerando



               
       

  
 
 cresc.

 
186 
  

 


19
 

190 f

me
f
 

me
f
 
 me

 
f
me
 
  

 


190
19


  
 

 


  

That

That
 
 

That

  
 




with
mus






win
  
win
 


 


win
win
Allegro, about h = 108



f






 

  
 
 
  

ic loud
mus

ic loud


with
mus

ic loud
with








 


 

and

long,
and
long,
and
long,
  
  
and
long,
 ic loud



       
 
    



 
 





 
 
 




   


    
 

 






That
with
mus
  
  
193
 
  
I

I
  
   

I
   




would

build that


would

build that


would

build that




 
dome
in


air,
 
dome
in

air,
 
dome
in

air,


 ac






  


  




 
  



 
 
   



193





I
would
build that
dome
in
air,
   
 
ran
-
caves
  
  
caves
 
   

caves
  
   
caves
ran
  
 
  
  
197
-

-
-
-

do
...

of
ice!


of
ice!


of
ice!


of
ice!
- - - do . . .
     
  



al

...


 
sun ny

That
That
dome!


-

dome!
 
   
-


-
-


 
  


cel



-
those
those

those
-
-
 
  
e

 
20




-




And
all
who heard
p subito non cresc.
should
see


And
should
see

them there,
should
see
them there,
all
 
  
...

all
who heard



who heard
Vivace, about h = 132*









quasi
glissando mp





5


 




-

see
p subito non cresc.

17
- -
-



sun ny
ac

-

   
That
e
dome!
sun ny

-
those
   



-
should
 
  
 


-
And
all
who heard
p subito non cresc.
And
al
-
 
Vivace, about h = 132*
p subito non cresc.
cel
dome!

 




-




-
sun ny

   



-
That
 
 
197
-
them there,
 
them there,
 
 
-
-

 

And
 

And
 
And
 
And
 


  


20
* Do not give in to the illusory appearance of the choir singing in


-
 
 
18
201
all

 
all



should
cry,


ware!

Be
f

Be
f

ware!
cry,
Be
f

ware!
should

should

   
 

201


204
  





 
 p
 
 
 
 
207
Weave

a
a



207
cir



p








his
 

  




  
 
 
 
 
 

 


 
 


 


cir


Weave
cir
      
    
 
 


 
a


 
 
His





flash



flash



flash





 

 
f









with

ho
ho





ing


ing


ing
ing
hair!

ing

hair!
ing

hair!
ing
hair!







ly dread, For
he
 


 

 
 
 
on

he
on
ly dread, For
he

on


on
 





   



 

ly dread, For
    
   
21


cle round… with dread, For

ing



ho

  

 
   
 
 

 
 
with





21
 




cle round him thrice… with
p

His

flash


cle round him thrice, And close your eyes
p
a


cle round him thrice, And close your eyes


  

  
 

His


float



float
His


float
his
  







Be ware!

float
his


Be ware!
 
  
  
 
 



his
Weave


 

cir
Be ware!
  




 ware!

  




 





  

Be

 




Be ware!
5

  

204
Weave
p

cry,
eyes,
eyes,


eyes,
 
  

 eyes,
  
 

cry,

all


f
should

 

all
  
 





 











he
 

212
ho
 
ho




ho
 



ney


ney


ney


ney



dew





dew


 

217
  




 

  

and drunk
hath
fed,
and drunk


hath
fed,

mf
 

222 

mf

fed,





niente

niente
niente

 
poco rit.




of
   
 
    
the milk
and drunk
the milk
  
 
and drunk

 









the milk

 
mf
niente
    



  
fed,
mf
the milk
22
of
of

of
 
  




  dise.
  
Pa  ra  dise.
  
  dise.
  
Pa ra
  dise.
  
  
 

 
Pa ra











  



 







 



22



 

Camberwell
27 May 2004

Pa ra

  

19
  

  
  
  
      




p
dim.

 





217
222
 
hath
hath
 dew
 










 





 








212 




ho


 
dew



mf
    



pp




  


