Whitbourn THE SEVEN HEAVENS

Page 1

JAMES WHITBOURN

THE SEVEN HEAVENS The Life of C. S. Lewis in the Planets of the Middle Ages

(2014)

Full Score

CHESTER MUSIC


A. M. I. F. R.

aetheriis musica ingeniis fluit refluit From heavenly inspiration music flows and flows back


Commissioned by the Belfast Philharmonic Society on the occasion of their 140th Anniversary Season 2014-2015, and first performed in the Ulster Hall on 30th May 2015 by Belfast Philharmonic Choir, members of the Phil Kids choirs and the Ulster Orchestra, conductor Stephen Doughty

Instrumentation SATB Chorus Piccolo 2 Flutes 2 Oboes 2 Clarinets in Bb 2 Bassoons 4 Horns in F 2 Trumpets in Bb 2 Trombones Bass Trombone (or Bass and Contrabass if preferred) Timpani Percussion (3 players): Snare drum Side drum Bass drum 5 Tom-toms Suspended cymbals Clashed cymbals Tam-tam Glockenspiel Xylophone Tubular bells Wood block (very large) Triangles (small and medium size) Whip

Harp Organ Celesta Strings (with divisi)


CONTENTS I. II. III. IV. V. VI. VII.

The Moon Mars Mercury Jupiter Venus Saturn The Sun

1 12 26 34 50 58 65

General Notes: At the premiere, some sections were sung by a gallery choir of children, these sections were: Mvt I, The Moon: b. 10-24 (soprano), b. 56-65 (soprano), Mvt IV, Jupiter: b. 19-28, b. 62-72 (soprano and alto), Mvt VI, Saturn: b. 39-45 (soprano), Mvt VII, The Sun: b. 10-18 (soprano), upbeat to b. 73 (soprano and alto), b.95-105 (sopranos 1 & 2) G.P. (General Pause) is used to indicate the silence of one bar (or more) for the whole ensemble. This is measured in strict tempo unless marked otherwise.

Duration: c. 31 minutes.

A vocal score is available on sale, Order No: CH83754 Instrumental parts are available on hire from the publisher


Notes on the libretto by Michael Ward C.S. Lewis (1898-1963), though best known for his Narnia Chronicles and works of popular theology, was professionally neither a fiction-writer nor a theologian. He was a medieval literary critic and historian who taught English at Magdalen College, Oxford for nearly thirty years and finished his career as Professor of Medieval and Renaissance English at the University of Cambridge. As a medievalist, Lewis had a deep interest in the old view of the cosmos, the pre-Copernican model, in which Earth was central and surrounded by the seven heavens, each heaven with its own planet, and each planet with its peculiar attributes and influences. Lewis described these seven planets as “spiritual symbols of permanent value”, which were “especially worth while in our own generation”. It is from these seven planets, of course, that we derive the names of the days of the week. Lewis wrote about them from a scholarly point of view in The Discarded Image; from a poetic point of view in his long alliterative poem, “The Planets”; and from a narrative point of view in his Ransom Trilogy. He also based the whole of the Narniad on the imagery of the medieval planets, assigning a planet to each story.1 In this musical portrait of C.S. Lewis, these seven spiritual symbols become a series of lenses through which to view his life. The seven movements follow the order of the days of the week (beginning on a Monday, finishing on a Sunday) and, with a little overlapping in places, correspond to periods of Lewis’s biography. The sung text is taken from the collection of Orphic hymns (The Mystical Hymns of Orpheus), translated by Thomas Taylor (1792) and lines from the Psalms, Saint Luke, Saint John, Shakespeare, Shelley, Joseph Addison, Thomas Lodge, and C. S. Lewis. Lewis refers to the Orphic Hymns in Modern Man and His Categories of Thought and in Neoplatonism in the Poetry of Spenser, and twice in his letters2 he quotes Shelley’s line “language is a 3 perpetual Orphic song”. Further, in another letter he writes: “At nihil eorum quae superscripsi prohibet quin constet inter omnes humanam sermonem esse Orphicum carmen.” [But nothing of what I have written above forbids general agreement amongst everyone that an Orphic poem should be a topic for human conversation.]

1

Michael Ward Planet Narnia, The Seven Heavens in the Imagination of C.S. Lewis (Oxford University Press, 2008) 2 Letters to Owen Barfield (8 February 1939) and Dorothy L. Sayers (14 November 1954) 3 Letter to Owen Barfield (10 September 1927)


THE MOON (1898-1914) Lewis was born in Belfast, second son of Albert and Flora, and baptized by his grandfather, The Revd Thomas Hamilton. Not liking his given names of Clive and Staples, Lewis was known as Jack from an early age. As a youngster and throughout his life, Jack would experience inconsolable longings, which he called “Joy” (hence the title of his autobiography, Surprised by Joy) and eventually understood as intimations of immortality. His mother died when he was nine years old, and within a few weeks of her death he was sent over the Irish Sea to be educated in England. His first school was run by a sadistic headmaster, Robert Capron, who was later certified insane and died in a lunatic asylum. As his teenage years began, Lewis abandoned the Christian faith in which he had been raised. He experienced an increasing tension between his imaginative and his rational faculties. “The two hemispheres of my mind were in the sharpest contrast. On the one side a many-islanded sea of poetry and myth; on the other a glib and shallow rationalism. Nearly all that I loved I believed to be imaginary; nearly all that I believed to be real I thought grim and meaningless.”

HEAR, beauteous queen, diffusing silver light, Light canoe and drifting through the gloom of Night. With stars surrounded, and with circuit wide Night’s torch extending, through the heavens you ride: Fair lamp of Night, its ornament and friend, Who givest to Nature’s works their destined end. Orphic hymns VIII To the Moon

Daughter of Jove and sister to the Sun. Thomas Lodge


MARS (1914-1930) In 1914 Jack was withdrawn from public school by his father and sent to be tutored privately by a retired headmaster, William Kirkpatrick. Kirkpatrick, an ultra-logical rationalist, strengthened Jack’s philosophical and argumentative side, training him for study at the University of Oxford, where Jack obtained a Triple First in Classics and English. His time as an undergraduate was interrupted by service in the First World War and marred by a growing estrangement from his father, Albert. Jack served as a Second Lieutenant in the Somerset Light Infantry, arriving in the French trenches on his nineteenth birthday. He was badly wounded in the spring offensive of 1918 and was invalided back to England. He resumed his studies, graduated and began to teach at Oxford. After he was no longer dependent on his father, their relationship improved. Albert died in 1929. The following year, Lewis abandoned his unbelief and became a theist: “I gave in, and admitted that God was God, and knelt and prayed: perhaps, that night, the most dejected and reluctant convert in all England . . . The words compelle intrare, compel them to come in, have been so abused by wicked men that we shudder at them; but, properly understood, they plumb the depth of the Divine mercy. The hardness of God is kinder than the softness of men, and His compulsion is our 1iberation.”

Compelling, unconquered, boistrous Mars, In darts rejoicing, and in bloody wars Fierce and untamed, whose mighty power can make The strongest walls from their foundations shake: Stay, furious contests, and avenging strife, Whose works with woe, embitter human life; Encourage peace, to gentle works inclined, And give abundance, with benignant mind. Orphic hymns LXIV To Mars

Compelle intrare. Luke 14:23, quoted by Lewis in Surprised by Joy

The hand that made [them] is divine. Joseph Addison


MERCURY (1926-1945) In 1926 Jack made the acquaintance of a colleague in the Oxford English faculty whose name was J.R.R. Tolkien. Their friendship would prove to be one of the most momentous of the 20th century; it formed the kernel of that group of writers known as the Inklings. Tolkien, a devout Catholic, was instrumental in guiding Jack from theism to Christianity, and Jack, in turn, would be instrumental in encouraging Tolkien to write The Lord of the Rings. In 1931, Tolkien and Lewis, along with a third friend, Hugo Dyson, had a long conversation in Addison’s Walk in the grounds of Magdalen College, where Jack was now a Fellow and Tutor. This conversation led, a few weeks later, to Lewis’s Christian conversion, which happened in the sidecar of his brother’s motorcycle on the way to Whipsnade Zoo. “They have spoiled Whipsnade since then,” Lewis wrote. “Wallaby Wood, with the birds singing overhead, and the bluebells underfoot, and the wallabies hopping all round one, was almost Eden come again.” After his conversion, Jack gave up his ambition to be known as a poet (he had already published two volumes of verse and is now memorialized in Poets’ Corner, Westminster Abbey), and began instead to focus on writing prose works in many different genres, including philosophy (The Abolition of Man), satire (The Screwtape Letters), and science fiction (The Ransom Trilogy). This period also saw his emergence as a distinguished literary scholar, with works such as The Allegory of Love and A Preface to Paradise Lost. He became famous as a broadcaster on the BBC (delivering talks that would later be published as Mere Christianity) and as a fearsome debater at the Socratic Club in Oxford.

Studious of contests, ruler of mankind, With heart almighty, and a prudent mind. Celestial messenger, of various skill, Whose powerful arts could watchful Argus kill: With power endued all language to explain, Of care the loosener, and the source of gain. Assist my works, conclude my life with peace, Give graceful speech, and memory’s increase. Orphic hymns XXVII To Mercury

And the Word was made flesh and dwelt among us. John 1


JUPITER (1939-1956) Depressed in 1939 at the outbreak of another war, Jack wrote to a friend, “What state of affairs in this world can we view with satisfaction? If we are unhappy, then we are unhappy. If we are happy, then we remember that the crown is not promised without the cross . . . But ‘would it were evening, Hal, and all well.’ I have even, I’m afraid, caught myself wishing that I had never been born.” The quotation from Shakespeare’s Falstaff is characteristic, for Lewis generally had a Falstaffian joie de vivre and enjoyed a sanguine, rather than a melancholic, humour. When teaching about medieval cosmology in his university lectures, he would say, “Those born under Jupiter are apt to be loudvoiced and red-faced.” He would then pause and add, “It is obvious under which planet I was born”, which always produced a laugh. In the face of so much Saturnine disaster in the 20th century, Lewis wrote: “Of Saturn we know more than enough, but who does not need to be reminded of Jove?” Jove (Jupiter) was “the best planet”, symbolically speaking, who brought about “winter passed and guilt forgiven”, and was held to be responsible for all things kingly, festive, and truly noble. Lewis’s greatest fictional character – Aslan, the lion king of the Narnia Chronicles – illustrates the continuing fruitfulness of his naturally Jovial personality, even in the face of unrelenting Saturnine circumstances.

O Jove much-honoured, Jove supremely great, To thee our holy rites we consecrate, The earth is thine, and mountains swelling high, The sea profound, and all within the sky. Even Nature trembles at thy mighty nod, Loud-sounding, armed with lightning, thundering God. Source of abundance, purifying king, O various-formed from whom all natures spring; Orphic hymns XIV To Jupiter

Joy and jubilee. C S Lewis from ‘The Planets’


VENUS (1956-1960) In 1956, Jack married Joy Davidman, a New York writer. Their marriage was initially only a legal convenience, designed to enable her to go on living in England after her visa expired, and they did not live together as man and wife. Shortly after their secret, civil wedding, Joy fell seriously ill with bone cancer and was expected to die. Faced with this prospect, they regularized their relationship and were married a second time, in a Christian ceremony at Joy’s hospital bedside. The priest who married them also prayed for Joy’s healing. Miraculously, so they believed, her cancer went into remission and she and Jack had a brief but very happy marriage, during which time they had a belated honeymoon in his native Ireland and fulfilled a life-long wish by visiting Greece. Joy’s disease returned after three years and she died in 1960 at the age of 45. This poignant period in Lewis’s life is dramatized in the film Shadowlands.

’Tis thine the world with harmony to join, For all things spring from thee, O power divine. The circling choirs of mortals, thy delight, Or beauteous nymphs, with eyes cerulean bright, And beauteous daughters in the chorus join, Adonis pure to sing and thee divine; Come, all-attractive to my prayer inclined, For thee, I call, with holy, reverent mind. Orphic hymns LIV To Venus

Thou wert my morning star among the living. Shelley


SATURN (1960-1963) Jack wrote about the loss of his wife in A Grief Observed. It is a short but devastating journal of bereavement, asking unflinchingly all the hardest and darkest questions. Twice in the book, Lewis refers to Christ’s cry of dereliction on the cross, “My God, my God, why have you forsaken me?” Lewis did not lose his faith, but neither did he shrink from acknowledging the pains and struggles inherent in mortal life. A Grief Observed contains many of the same thoughts and reflections that we find in his earlier “Five Sonnets”, with their memorable image of a bee bumping against a window and having to submit to the terror of being wrapped inside a handkerchief in order to be released into the garden. Within a few years of his wife’s death, Lewis himself became ill and resigned from his professorial chair. He died at his Oxford home, The Kilns, on Friday 22nd November 1963, the same day (indeed, the same hour) that President John F. Kennedy was assassinated in Dallas, Texas. He is buried in the churchyard of Holy Trinity, Headington Quarry. On his gravestone is a line from King Lear, “Men must endure their going hence.” This text was chosen by Lewis’s brother because it had appeared on the family’s Shakespeare calendar the day their mother died.

Consumed by thee all forms that hourly die, By thee restored, their former place supply; The world immense in everlasting chains, Strong and ineffable thy power contains Father of vast eternity, divine, O mighty Saturn, various speech is thine: The sacred rites benevolent attend, And grant a blameless life, a blessed end. Orphic hymns XII To Saturn

Men must endure their going hence. Shakespeare

My God, my God, why have you forsaken me? Psalm 22:1, quoted by Lewis in A Grief Observed


THE SUN At the time of his death, Lewis was readying for publication two works, which both appeared posthumously in 1964. One was The Discarded Image, his scholarly treatment of the medieval and renaissance view of the cosmos, whose structure and traditional associations we have relied upon so extensively in this musical portrait. The other was Letters to Malcolm, a book about prayer, in which Lewis wrote of his hope for resurrection: “My hope is that we shall return and re-assume the wealth we laid down. Then the new earth and sky, the same yet not the same as these, will rise in us as we have risen in Christ. And once again, after who knows what aeons of the silence and the dark, the birds will sing out and the waters flow, and lights and shadows move across the hills and the faces of our friends laugh upon us with amazed recognition. Guesses, of course, only guesses. If they are not true, something better will be. For we know that we shall be made like Him, for we shall see Him as He is.” This final movement begins and concludes with the motto of the University of Oxford, which is taken from Psalm 27: “Dominus illuminatio mea” (The Lord is my light).

Dominus illuminatio mea Psalm 27

Lord of the seasons, with thy fiery car And leaping coursers, beaming light from far: Agile and vigorous, venerable Sun, Fiery and bright around the heavens you run. With various founding, golden lyre, ’tis mine To fill the world with harmony divine. Orphic hymns VII To the Sun

Dominus illuminatio mea Psalm 27

Amen.


THE SEVEN HEAVENS JAMES WHITBOURN

I – THE MOON Tranquillo q = 88

  

   

     

    

  

    Piccolo 

Flute 1 & 2

     

Oboe 1 & 2

     

Clarinet 1 & 2 in Bb

     

   Bassoon 1 & 2       Horn 1 & 2  in F



    

       Bass Trombone       Timpani 

Horn 3 & 4 in F Trumpet 1 & 2 in Bb

Percussion (3 players) Glockenspiel

 

    mp

 

Glockenspiel      

 

p

 

 

 

                                                      p

Harp

Eb Fb Gb Ab Db Cb B#

   

        Alto     Tenor      Bass    

Soprano

Celesta

Organ

Pedals

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

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ppp

 con sord.              

 

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  

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 

  

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 

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  

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 

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ppp

 con sord.    

 

ppp

Violoncello

  

ppp

Viola

 

con sord.

div.

con sord.       

Violin II

a2

 

Tranquillo q = 88

Violin I div.

 

p

Medium Triangle

p legato

Trombone 1 & 2

 Small Triangle

 

non vibrato

    

    

con sord.

con sord. sul G       Double Bass   

 

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 



con sord.

 ] 

[

  

ppp

(sounding pitch until bar 27)

© 2015 Chester Music Limited

 



 



  

ppp

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 

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 

 

  

 

 

 

 

 

 

 

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


2

10

Picc.

A

   



 

p

Fl. 1&2

   

a2

  

p legato

Ob. 1&2

   





p

1

       

p Cl. 1&2

   

a2



p

mf

(a 2)

Bsn. 1&2

     

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mf

Hn. 1&2

 

 

 

 

 

pp

Hn. 3&4

Tpt. 1&2

Med. Trgl.

Glock.

 



  

                   Hp.

S.

  

mp

mf

     

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 

  pp   

  



       

  

3



3

3

   

        

 



 



              



3





     

 

         

   

   

3



 

   

 



ah



ah

3

     



            

3



ah

3

p

                



3

 

ah

3

3

      

       

  

3                3 3 3



 



   

    



Ah

Cel.

pp

    

mp

   

 

   

 



 



A 1 solo senza sord.

       

                

3

pp

Vln. I

    





3

3

3

3

 



3





3



3













others div.

Vln. II div.

Vla.

      

 

  

 

 

 

  

 

  

 

 

 

 

 

  

 

      

  

 

  

  

 

 

       

  

  

 

 

 



 

 

 

 

 

 

 



 

 



   



senza sord.

nat.



mp

Vc.

Db.

       

 

  

 

 

 

 

  

 

   

 

  

 

  

 

 


3

B

       Picc.  18

Fl. 1&2

Ob. 1&2

Cl. 1&2

      

    

p

   

   

 

Hn. 1&2

 

 

Hn. 3&4

 

    

con sord. a 2     

Glock.

    

 

Hp.

  

   

     

     

 

       3

p

mp

p

p

  

  B.   

    Cel.

3

p

f

 

 p

 

p





senza sord.

pp



            

    

  



   



     

 

 

 

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

 

mf

   

Hear,

beaut -eous queen,

mf



 

ah

  

 

 dif -



beaut - eous queen, mf

 

mf

 



Hear,

        

   

  

(1 solo)

Vln. I

Hear,

   

        



 



   

p

    



mf

Hear,

T.

p

ah

A.

                 

      S. 

         

 

mf

  

pp

 

pp

Tpt. 1&2





pp

  

3

      

mf

             

Bsn. 1&2



3

3

3



         

       





beaut

 -

eous

3



          3  3  

 





B

 

(others div.)

Vln. II

Vla.

Vc.

       

 

  

 

  

 

  

 

  

 

  

 

      

  

  

  

    

 

       

 

  

   

 





 

 



  

 

 

  

 

p

senza sord.



 

mp

Db.

 

     


4

   

                      

27

Picc.

nat.

3

mf

     

Fl. 1&2

 1

3

3

       

3

3

3

3



(a 2)

3

 

3

    

Cl. 1&2

3



   

Ob. 1&2

3

 



 







p



3

 

   

f

  

 

 

p

  

Bsn. 1&2

Hn. 1&2

 

 

 

 

pp Hn. 3&4

 



  pp

Tpt. 1&2

    

S.

  

                        

3

mf

Bb Gb

     

B.

       beaut

3

3

3

ver

eous

     

 

     

light,

light can - oe and

   

light can - oe and

    

queen,

light can - oe and

     

light can - oe and

3

  

3

3

3

3

3





drift - ing



 

drift - ing

  

through the gloom of



  

through the gloom of

  

through the gloom of

  

through the gloom of

 

   

senza sord. unis.

pizz.

  

div.

   

mp

 



senza sord.

    Db.   

mp

 

 





Night.

 Night.

 Night.

 

tutti unis. senza sord.



   3

3

3

       

arco

  p3

p



     3

3

3

3

       

p

unis.

p

p

 

Night.

p3

mf

Vc.

3

3

p

Vla.

drift - ing

                   

   Vln. I 

Vln. II

    

drift - ing

     

light,

 -

3

queen,

Cel.

1    

3

 

 -

3

       

sil

T.

3

- fus - ing sil - ver

A.

f

    Hp.

3

3

3

 3

3

3

3


5

   Fl.  1&2  35

q=q

     





mf

mf

      

Cl. 1&2



f

 

C

    

Hn. 1&2

p

 

3

3



mf

a2

   

 

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

pp

   

fp



fp

 



  

mf

Hn. 3&4



a2

      

mf

Bsn. 1&2

         

p

mf

 

          

Ob. 1&2

a2

  

  

mp

p

 

mp

 

p p

  

p Tpt.  1 & 2 

 Timp. 





 

 

    p

p

p

Susp. Cym.

Suspended Cymbal



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

    

pp

pp

mp

Snare Drum

S. D.



    Hp.

T.

mp

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

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

pp

pp

mp



   

mp

pp



 C§ E§ F§

  

    





mp

 mp



  

mp

Cel.

  

   

q=q

                    Vln. I  3

3

3

3

unis.            

stars

Vla.

3

Vc.

Db.

3

  

  

 

 

mp

    



   

   

stars





  

      

 

sim.

   

fp



fp

     

  mp

 

mf

   mf

  

      

 



fp

  

     

    

  

  

 

mf

 

pizz.

mp



fp

-

C

     f

mf

 

sur

      

-

  

  

sur

  

mf 3 3             

  

 

mf

Vln. II

   



With

   

l.v.



 p

With

  B.   




6

41

  Fl.  1&2 

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

p Ob. 1&2

   

mf

a2

 

 

mp

p

p Cl. 1&2

                      mf

Hn. 1&2

Hn. 3&4



 Timp. 

Susp. Cym.

S. D.



mp

 

A.

 

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

p

mf

 

 

 p



B.

 

Db.

mp

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

p

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

pp

pp

pp

pp

mp

  

  

    

   

mp

mp

mp

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

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

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

pp

pp

pp

mp

   

  

 

mp

 

   

 



and with

cir

-

-

    

  

      round

cuit

 

   

through the

mf

    

   

-

  

 

 

 

  

 heav’ns

you

  

 heav’ns

you

  ride.

  ride.

ed,

 -

mp

mf

wide

     

ed,

     

     



torch

     

sim.

  

mf

mf

  

p



mf

-

ing,

   

  

mf

mf



 

  

 

    

 

mf

  



     

mf

mf

p

 

  

 

tend

mf

mf



-

     

  

  

  

mf

ex



sim.

mf

  

 

  

mf

Night’s

        

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

mf

Vc.

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

  Vln. I    

Vla.

a2

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

round

Vln. II

p

through the

T.

p

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

 a2

mf

mp

   

S.

mp

Hp.



p

mf





       

p

(a 2)

Bsn. 1&2

   mf

 

mf







p

mf

p


7

48

   Fl.   1&2 

a2

            

p

Ob. 1&2

    

pp

                 mp

         

1

         



f Cl. 1&2

 

p

Hn. 1&2

Hn. 3&4

Tpt. 1&2

 

mf

mp

 

p

      

a2

p

           

                   p

                                    Bsn.    1&2   

ff a2







pp

 

1

  

a2

  

f

Tbn. 1&2

  



B. Tbn.

   







Timp.

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

 

p

Susp. Cym.



   f

S. D.



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

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

pp

pp

mp

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

pp

pp

    Hp.

S.

               

Night’s

A.

   

Night’s

T.

B.

     

mf

 Night’s

   

    

Vln. II

   

        

   

ex

-

  

 torch

ex

torch

ex

tend

-

-

tend

   

-

tend

ing,

through the

heav’ns



 heav’ns

 -

mf









 

 



you

ride.

 

 



you

ride.

p

p





ing,

    



  

 

   

 

mf



  

  

through the

 -

ing,

mf



  



  



   



mf

mf

Db.

  

torch

    

Vc.

f

 



mf

  

   

Vln. I

Vla.

mp

    mp



  

  

mf

mp

  

      mp 

     

  

    

  









mf







p

mf

p


8

D

55

     Fl.   1&2    

Cl.    1 & 2 

Med. Trgl.



 

S.

fp

      

    

mp



   

Daugh

S.

        

of

Jove

and

  

    



 

   

sis - ter

to the













mp

 

nat.

mp

  

p







 

 

Sun,





 





 

 

 

 

mp

p

 

E

   

 

 

  

 

  

 

 

 

     

   



 

sis

    -

- ter

to

       

 

p

the





p

 





p

   

   

div.

    

pp

  

p

   

 

nat.

p



pp

 

 

p

mp

pp

   

unis.

 

 

p

  

   

 

mp



 

 



       

      

  

 

     

 

pp sounding pitch until bar 73





 

 



  

      

  

   

          

 

 



  





     

arco sul G

3



 

p pizz.

3

  

3

         

       

p

3

   

3



 



Sun.

3



   



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



3





 

ter to the Sun,



     -



Cb Eb Fb

    

a2

  p

 

 

p

   



    



div. sul pont.

Db.

 

mp

   



pp

Vc.

 

p

pp a2

sis

ter

  



  

  

arco

       Vln. I   

Vla.



Cel.

Vln. II

arco

     

  

-

         

   Hp.

mf

  Fl.   1&2 

Glock.

pp

   

 

       

f

      

61

Med. Trgl.

pp

 Hn. 1 & 2 

 

mf



Cl. 1&2

     

    Vc. div.

p

mf

Vla.

mf

     Vln. I    

Vln. II

  

    

   

 

f

     Cel.



 

f

     Hp.

           

mf

(a 2)

    Tpt.  1 & 2 

1

  

    


9

69

  Picc.     

Fl. 1&2

Ob. 1&2

Cl. 1&2



  

mp

    

    

 



  

3

    

   



   

mf



 

f

      mp

   

  mp

  

  

mp

Bsn. 1&2

Hn. 1&2



 

 

   

Tbn. 1&2

B. Tbn.

Med. Trgl.

Glock.

   

    

 

     



Cel.

Vla.

Vc.

 

  

 

 

 





  

     

 

  

 

 



  

  

    

  

   

    

  

  

   



         

  

  

   

   

   

 

 

 Db.       

   

mp

       

 

     



 

  

  

 

     

 

     

Cb

  

     

mp

f

  



 



f



mp

  

  

     



    

    

mp

 



Ab

  

            

   

Cb

    

  

mp

       Vln. I    

Vln. II

      

    

  

p

mp

      Hp.

   

mp

p

pp

Tpt. 1&2



p

pp

Hn. 3&4

  

a2

   

   

  

           

   

  

   

  

          

   

  

   

  

          

   

  

   

  

          

   

  

sul D


10

77

Picc.

Fl. 1&2

Ob. 1&2

      

 

 



   



F

mf

 





 



mf

     

 

 

 

 

 

 

mf

Cl. 1&2

   

  

  

  

 

 

 

  mf

Bsn. 1&2

Hn. 1&2

       

1

 



p

Hn. 3&4



a2

pp

3

 





 

 mp

p

   

Tbn. 1&2

    

B. Tbn.

     

 

Timp.

      Hp.

S.

A.

T.

 

 

 

 

 

 

 

 

 

 

  

     

         

 B.           Vln. I    

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

   

  

   

mf





 







Fair

lamp

of

Night,

its

or



 





Fair

lamp

of

Night,

its

or

mf



 





Fair

lamp

of

Night,

its

or

mf



 



 

 

Fair

lamp

of

Night,

its

or

mf

  

    





Tpt. 1&2

   -

na - ment and

   -

-

   -

  friend,

na - ment and

Vla.

                           

 

                

 

  

 

      



Who

giv’st

to

pp

 

unis.

div.

 

 

pp

Db.

 to

friend,

pp

Vc.

 giv’st

F

   

                 

 Who

 

pp

Vln. II

friend,

na - ment and

friend,

na - ment and

  

 



pp


11

 

85

  Picc.     

    

Fl. 1&2

Ob. 1&2

Cl. 1&2

1

   

   

     

 



      

mf

1

 1

Hn. 1&2

1

 pp



 

 

 

    

mf

Bsn. 1&2

f

pp





 

1

 pp

Hn. 3&4

 

Tpt. 1&2

   

 

Tbn. 1&2

    

 

B. Tbn.

     

 

 

Timp.

 

   

  S.     

A.

     Na

T.

B.

      Na      

  Vln. I     

Vln. II

Vla.

Vc.

Db.

    

 -

-

ture’s

works

ture’s

works

p

their

des

-



tined

end.



 



 



 

 

p

their

des

p

their

des

-



tined

end.

 -

tined

 end.



div.





  

 

 

 

  

 

pp

pp

  



      

 



      

 

pp

 

pp

pp



 


12

II – MARS  

Vigoroso q = 100

Piccolo

      

 





 





 





 



 

 





 





 





 





mf

Flute 1 & 2

 

a2  

      





 





 





 



 

 





 





 





 

mf

Oboe 1 & 2

Clarinet 1 & 2 in Bb

      

   a2    

   

f

mf

f

 







a2

 



                    

   



 

mf

a2

mf

Horn 3 & 4 in F

                                                      mf

Horn 1 & 2 in F

                     mf 

mf

Bassoon 1 & 2

a2 





a2

mf

Trumpet 1 & 2 in Bb

    

  

 

 mf

Trombone 1 & 2

       

 

 

a2

 

  



mf

Bass Trombone

       





mp

Timpani

 





       

       

mf

  

Medium-hard stick

                 f

        Wood Block

 Wood Block  Bass Drum

Snare Drum / Tom-Tom









f

Snare Drum  

  

 

Tom-Tom

    Violin I     

  

  

 

 

mf

pizz.

  

pizz.

      

  

f

pizz.

  

 

f

3

 

  3

  3

  3

  3

  3

  3

  3

                   mf

Violoncello div.

            

mf

      Double Bass   mf



        



 

  

mf

  

 

 

 

 

   

 

 

 

   

 

 

 

 

 

  

   

 

 

  

   

 

 

  

  3

  

  3

 

  3

  



  3

        

              

 

  3

  

  

f

Viola

Bass Drum

Vigoroso q = 100

Violin II

 

3

  

f

 f



  3

 

  3

  





  3

      

simile

f

 

  

  3



  3



3



      






13

6

Picc.

     

 

 





f

Fl. 1&2

   

 

 





 



 







 



 







 

 



 

 



 



 







 



 







 



 







   













f

Ob. 1&2

Cl. 1&2

Bsn. 1&2

            f   





   

   



 

      



  

 





 

        

a2

 

ff

Hn. 1&2

 



  



 





  



 





  

 

 



  

 

 



f

ff

Hn. 3&4

ff Tpt. 1&2

f

  

  

 

 

  

 

 

f Tbn.         1&2   ff   B. Tbn.      



 

f



ff

Timp.

W.B.

 



 

  

  

  

  

B. D.

S.D./ T-Tom



  

  

  



p

f

 

  

  

  



ff

 

  

A.

ff

 

  

ff T.

 

 

 

ff

 



Vln. II

Vla.

  

  

 

  

 

 

ff

 











  

 

 



 

 







un - con - quered,

Com - pel - ling,

Vln. I

un - con - quered,

Com - pel - ling,

 B.   

un - con - quered,

Com - pel - ling,

     



Com - pel - ling,

   

mf

  S.    



  

  

 

un - con - quered,

          

 

 

  

   

 

 

  

  



      

 

 

  

   

 

 

  

  



 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 



              

           

           

3 3 3              

   

3

3

3

3

3

3

3

3

3

3

3

3

Vc.

Db.

      

 

 



 

 



 

 



 

 

   




14

10

Picc.

       









   

 

ff

       

(a 2)

Fl. 1&2

Ob. 1&2

     





 

ff

                                   a2

Cl. 1&2

ff

        

(a 2)

Bsn. 1&2

         

Hn. 1&2

 

  

ffp Hn. 3&4

 

ffp Tpt. 1&2

  

ffp

Tbn. 1&2

 



       Hp.

S.

   

ff

     

   

    

-

-

-

-



-

-

-

-

          -

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

      B.      boist

-

-

-

-

-

-

-

-

3

3

3

rous

  

  

rous

Vla.

arco

       

ff

ff

Vc. div.

pizz.

3

3

3

 

 

 

 

 

 

pizz.

 

 

  

f

3

 

f pizz.

 

   

 

f 3

3

3

3

3

  3

  3

3

                   

       

 

         f

          

 

 



ff

f

ff

div. Db.

Mars,

ff

 

Mars,

3 3 3 3 3                                          3 3 3 3 3

  

arco

Vln. II

  

Mars,

rous

3

arco

3

                                      Vln. I       ff 3

mf

  

  -

Mars,

 -

 

rous

mf

              

 -

f

 -

a2

  

   

        

          boist

         



a2

   

ff



boist

T.

    

boist

A.

 

 D§ F# G§

ff

ffp Timp.

   

mf

 

                 

f

ff

ffp

B. Tbn.



ff

        

ff

  



 



   

fltr.

ff (a 2)               

 

fltr.

f





 

 


15

13

Picc.

    

 

 





 





 





 

 

 







 





 





 



G 

f

Fl. 1&2

    

 





 





 





 

 

 







 





 





 

Cl. 1&2

Bsn. 1&2

 

 



f Ob. 1&2





 



 



 

 

 

 





 



 

 



 



ff

a2  

 

 







ff

                          f     



                     

  sfz

        



         ff 



         







ff

Hn. 1&2

Hn. 3&4

  

a2

 















f a2

Tbn. 1&2

   

    

   

          

        

f

f Tpt. 1&2

    

f

  

       

        f         

       



 a2









f

ff

B. Tbn.

       

ff

Timp.

B. D.

S.D./ T-Tom

  



 

 

 

 

 

 

mf



   

 

           

  

f

A.

    

B.



           

re - joi

-

re - joi

    

    

 ff     

     

In

              

darts

In

     

ff

    



        In

T.

darts

ff

In

         

    

    

ff

  S.    

     

darts

-

darts

cing,

             

             

re - joi

cing,

-

re - joi

cing,

-

cing,

and

in

and

in

and

in

and

in

 





G

    Vln. I      

 

 

  

   

 

 

      



       

 

 

  

   

 

 

      



Vln. II

Vla.

 

 

  3

  3

  3

  3

  3

         

    

 

  3

 

 

3      

  3

  3



  3



  3



  3

 

  3

   

  3



  3

 

  3

  3

 



3       

Vc.

Db.

      

  

  



   

  

  

      







      



 

         






16

18

Picc.

       



 





  

 

ff

Fl. 1&2

(a 2)          ff

Ob. 1&2

a2        



ff

Cl. 1&2

a2                                  ff

Bsn. 1&2

    a 2          

   

 

  

ff

          

    

                       



S.



mp

   



mp

mp

 

ff



 

  

 

mf

 



mf



ff

     

   

    



 

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

 

y

wars.

  

y

wars.

  

y

wars.

  -

-

-

-

-

-

-

-

-

 

 -

        



        B.   blood





                  blood

     

          

blood

T.

blood

A.

        

 



     Hp.

ff

ffp

Timp.

   

ff

ffp

B. Tbn.

 

ffp Tbn. 1&2

ff

ffp

Tpt. 1&2

mf

ffp Hn. 3&4

 

                                                



ff

Hn. 1&2

        

  

y

wars.

arco

                                    Vln. I      ff 3

3

3

3

3

3

3

3

3

3

arco

Vln. II

3 3 3 3 3                                       3 3 3 3 3

ff

arco

Vla.

    

ff

unis.

Vc.

       

          

ff

Db.

ff

 

 

 

 

mf

              mf

 

 mf






17

Picc.

fltr.

H

21

     

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

ff

Fl. 1&2

    

 



mf

Ob. 1&2

    



mf

Cl. 1&2

   



mp

Bsn. 1&2

               p

Hn. 1&2

Hn. 3&4

Tpt. 1&2

 



a2

B. Tbn.

Timp.

mp

 





  f





 

mf

f

     

1



 



  

   









mp

mp

    

a2

  

     

    mf

    

 

        

ff









     

mf

f

     

     

    

   

 

f

                



mf

mp

    



mf

mf

       



  f

mf

 

p

Tbn. 1&2

  



f



 

      f

                

   





ff



 

ff

p



ff

f



S.

     



A.

    



T.

     

ff

 

Fierce





and

   

 

 and

Fierce

un - tamed,

ff B.

  



 



un - tamed,





whose

might





whose

might

-

-

-

-



 

y

power



 

y

power

H

  Vln. I    





           

    

ff

Vln. II

   

         

      

ff

Vla.

Vc.

 

mf

               mf

Db.

      

 mf







            



f








18

26

Picc.

         



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

   

f

ff

a2

Fl. 1&2

      



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

f

Ob. 1&2

      



ff





  

 

 

  



  

f

a 2 fltr.

Cl. 1&2

                    



ff

Bsn. 1&2

       

f



a2

  



f

Hn. 1&2

 

 

 

(1)

 



a2

 

    

   



ff

ff



ff

 

  

f

Hn. 3&4

Tpt. 1&2



 

                      





       

           



      a2

  

3

      

ff

f

    

ff

  

make

the

ff

   can

make

can

Db.

             

    

 3

3

make

     

strong - est walls,

     strong - est walls,

     

the

strong - est walls,

 

 

       ff

      

        

       



 



f



 

  



 

    

 



  ff

         ff

strong - est walls,

f

Vc.

  

f

Vla.

ff

Tam-Tam

     

the

ff   

the

   

  B.    

make

ff

     

  

   



ff



    



can

Vln. II

 

                                     

         

can

       

  

ff

f



      Vln. I     

 

3



 T-Tam  

T.



f

 

A.

 

3



 Timp. 

S.

    

f

ff

B. Tbn.

ff

f

Tbn. 1&2

 

  

the

strong - est walls,

    

 

 the

the

strong - est walls,

   

the

the

strong - est walls,

the

   

the

strong - est walls,



  

the



 

f

  

  

strong - est walls

  

  

 

 

shake.

     

strong - est walls

shake.

  

strong - est walls

 

shake.

  



strong - est walls

  shake.







          

 

ff









            ff





        

 

ff

ff

  

 

ff



   ff

 


19

32                               Picc.    

Fl. 1&2



   



  



                                mp

Ob. 1&2

Cl. 1&2

     

  

      

 

    mp

   

 



mp Bsn. 1&2

Hn. 1&2



 

 



  

 

 





 



mp

mp Hn. 3&4

   

Tpt. 1&2

  

Tbn. 1&2

a2      

B. Tbn.

Timp.

T-Tam

 

mp



        

  

 a2



  mp

 

 



 

f

mp



S.

     



A.

      



     







T.

B.

   

 

 

mp



mf

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

 

               mf

          

a2

                                         Vln. I   

  

mp subito

Vln. II

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

                         

mp subito

Vla.

                                                

mp subito

Vc. div.

Db.

      

 



    

 



       

 

 

 

 

mf



 

 

 

 

 

mp

 

mf

mf

   mp

3

3

3

f

 

mp

 

3

               f

 

  f

 



 


20

37

Picc.

Fl. 1&2

               f    





a2  

 







 







 





 



I 



 

 

 







 

 







 

 







 

 

 

f

mp

a2

Ob. 1&2

Cl. 1&2

 

                          f   



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

a2

 

 

mp

a2

 

 

mp Bsn. 1&2

         mp

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

a2

mp

mf

Hn. 1&2

 

Hn. 3&4

Tpt. 1&2

  

Tbn. 1&2

         mp

B. Tbn.

      mp

Timp.

 

Whip

B. D.



S.

       

             

  

mf

     

 

f

  

A.

ff

T.

     

 

3

    

        3   

pizz.

f

pizz.

Vln. II

       f

pizz. Vla.

 

Db.

 

 

   

 

 

 

 

 

  

   

 

 

  

 

 

f

3

Vc. div.

 

  3

  3

  3

  3

  3

3

3

3

          

      







      







 

 

3

3

3

p

 

strife,

p

 

strife,

3

3

and a - veng - ing

and a - veng - ing

p

 

strife,

 

Whose works with

p

3    3      

 

Whose works with

3

 

Whose works with

3          

fur - ious con - tests,

     

strife,

 

Whose works with

I

           

   

3

and a - veng - ing

3

Stay,

        

fur - ious con - tests,

 

and a - veng - ing

3



ff

fur - ious con - tests,

3

3

  

    Vln. I     

3          

fur - ious con - tests,

Stay,

 B.   

3

Stay,

ff

ff

     

Stay,

    

 ff

           

Whip

       

 

3



3



     



3     

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

3

   

3

  



3





3





3

  

3

 



3










21

J Fl. 1&2

       

    

  



Ob. 1&2

      

    

 

 

43

Cl. 1&2

Bsn. 1&2

      

        

     Hp.

   

  

 



 



  

 

  

 

 



 



 C§ F§

    

q=q

1

  

mp

  

 

  

mp

                               mf

l.v.

   S.     

  

 

woe,

em - bit - ter

hu

      

  

woe,

em - bit - ter

hu

A.

T.

B.

-

  

 

em - bit - ter

hu



  

 

woe,

em - bit - ter

hu

 

man

 

        woe,

     

-

-

 

-

life;

 

man



life;

man

mf

  

 





En - cour - age

peace,

to

gen

  





En - cour - age

peace,

to

gen

life;

 

man

mf



to

gen

mf

-

mf

   

life;



to

gen

-

-

tle works in - clined,

    -

 

 and

tle works in - clined,

 and

   



tle works in

- clined,

and

   



  

tle works in - clined,

and

J   Vln. I    

q=q



arco

arco  

arco  

mp

Vln. II

    

mp

Vla.

 

mp

Vc.

Db.

    

     

 

  mf

    

unis.

   

   

mf



 


22

52

Ob. 1&2

   

(1)

Cl. 1&2 Bsn. 1&2

Timp.

S.

     

a - bund

   

-



 -

         give a - bund  a

-

 

1  



 

-

-



with be - nig

 

ance,

p

 

-

with be - nig

-

     

p

 

 

bund

be

nig

-

ance,

with

-

 

-

mind,



with be - nig

nant

 -

nant



 



with be - nig



nant

    

pp

     

mind.

     in



Com - pel - le

-

tra -

in



-

tra -

     

   

mind,



  nant

mind,

    

 







pp

Com - pel - le

   -

mind.

mp

 

 

 

 

nant

p

  

mind,

 

 

mp

 

nant

   

mf

  

with be - nig

ance,



 

ance,

a - bund

  Vln. I      Vln. II    

Db.

 

pp

give

Vc.

    

  

  B.  

Vla.

K

p

give

T.

give

A.

G.P.

p

    

1

p

G.P.

p

 

p

   

 63

  Ob.  1&2 

f legato

Cl. 1&2



Bsn.   1&2   

 Timp. 

S.

 

             

 B.  

  



 

     

 

     

com - pel - le,

in



-

in

   

      



-

tra - re,

 

com - pel - le,

 

 

tra - re,

com - pel - le

   

com - pel - le,

pp

 

com - pel - le

   

com - pel - le,

pp

  

com - pel - le

com - pel - le

com - pel - le

      com - pel - le

     

  com -

 

in - tra - re,

        

com -

 

in - tra - re,

com -

f

in - tra - re,

  

f

com - pel - le

in - tra - re,

f

in - tra - re,

        

    

in - tra - re,

     

f

in - tra - re,

     

 

f legato

           

a2

com - pel - le,

Vln. I

f

          

com - pel - le,

- re,

T.

f

- re,

A.

      

com - pel - le

in - tra - re,

 com -

   f

Vln. II

  

 

f Vla.

Vc.

Db.

 

  

  

 

pp

pp

  

 

 

 

 

 

 

 

f

f


23

           

74

Fl. 1&2

   

             

f legato Ob. 1&2

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

           

Cl. 1&2

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

             

Bsn. 1&2

   

Hn. 1&2

 

            

f legato Hn. 3&4

            

                        

ff

  

f legato Tpt. 1&2



a2

 

  

ff Tbn. 1&2

  

ff B. Tbn.

Timp.

    



  Tub. B.    

   

   Hp.

      

  

com - pel - le,

com - pel - le

            - pel - le,

com - pel - le,

            - pel - le, com - pel - le, com

in

in

-

   -

in

-

               - pel - le,

  

com - pel - le,

com - pel - le

in

   -

Vln. II

Vla.

  

 

   



   





 

            

   

ff

  

  

 

  

    3

3

             

               

ff Vc.



ff

        





   

 

       





tra - re.

Full organ

  Vln. I           



f

tra - re.

Org.

Ped.

 

 

tra - re.

  

ff

Tubular Bells

tra - re.

   - pel - le

 

  

   

com - pel - le

ff

B.

 

              

ff

T.

ff

- pel - le,

A.

ff

ff

S.

  

 

     ff

3

3

3

3

3

3

   

ff

ff Db.

   

 ff

3


24

80

Picc.

Fl. 1&2

   

       ff

      a2

  

ff

Ob. 1&2

       

        

       

  

      

 



 



Hn. 1&2

  

(a 2) Tpt. 1&2



       ff

Tbn. 1&2

B. Tbn.

 



ff

 

  



   

 



 

 





  

  



  



 



 



 



   

       

 

  

  



ff

 

   



 

  



 

  

   



  

ff

f

  

 

ff

    



 





ff





 

     

ff

  

ff

     

ff

 Timp.  Cl. Cym.

  

ff

ff Hn. 3&4

 

ff

ff a2



ff

(a 2)

 



ff Bsn. 1&2



 

ff

    

        

  

ff

Cl. 1&2

    

 

ff Clashed Cymbals

f

Tom-Toms

T-Toms

 

 

ff         

made

The hand that

       The hand that

ff

T.

        The hand that

them

is

di

made

them

is

di

made

them

is

di

B.

Vc.

The

  -

 

vine,

The

 -

 

vine,

The

made

them

is

di

   

 

 

 

 

   

   

    

 

 

 

 

  

  

     

-

  

The

3

3

3

3

3

hand

that

made

them

hand

that

made

them

is

hand

that

made

them

is

 is

ff

3

3

hand

that

made

them

 

 

   

 

 

  

3

3

    ff

3

3

      3

3

     

 3

ff

Db.

 3

3

     

3

3

3

3

3

 

3

3

is

                    

3

3

                    

ff

 

 

vine,

ff

    

      

           

                    

  Vla.

vine,

  Vln. I    Vln. II

-

 

  

Ped.

       The hand that

Org.

ff



ff

A.

ff

 Tub. B.         S.

3

3


25

87

  Picc.   

ff Fl. 1&2

  

 

 

 

 

 

  

 

 

 

  

 

 

  

 

 

  

 

ff Ob. 1&2

  



ff Cl. 1&2 Bsn. 1&2

Hn. 1&2



 

  

Tpt. 1&2

Tbn. 1&2

B. Tbn.

   

Cl. Cym.

B. D.

T-Toms

S.

 

  

a2

 







       di

  

Vc.

Db.

 

 

 











  

  

 



 



 

  

  

 

 

 

 

 

 

  

  





 

 

 

f

ff

ff





 



a2

  

-

-

-

-

-

  



 

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

    

 

   

3

  

ff

 

           

 

 

 

 

vine.

vine.

   

   

   

   

    

  

  

  

  

   

 

 

 

  

 

  

3

3

3

3

3

               3 3 3 3 3                 3

ff

vine.

                  3

  

vine.

3

   



       



  

   

Org.

Vla.

     

Vln. II

 

    

di

Vln. I



Tam-Tam

  B.  

Ped.

  

di

T.



 

a2

di

A.

 

 

   

 Timp. 



ff

   

ff

ff Hn. 3&4

 

div.

ff

 ff

3

 ff

 ff

 

 ff

     


26

III – MERCURY   

Pastorale q. = 60

  Piccolo   

mf

              

1

Flute 1 & 2

Oboe 1 & 2

  

 



      





                      

p



   



p

 

 

 

 

 

 

 

     

 

 

 

 

 

 

 

 

   

















    



































ppp

ppp

ppp

ppp

   



pp

2

a2



 

div.

Double Bass

1

  



pp

3

div.

Violoncello



3

mp

    Violin I     

Viola

       3

  Small Triangle   Tubular Bells    

Violin II

3

mf

   

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

 

ppp

L 10

Picc.

  











 

q. = q (q = 72)



 

Fl. 1&2

Ob. 1&2

Cl. 1&2 Small Trgl. Tub. B.

S.

A.

T.

B.

Cel.



       





  

    

2

 

      

       1

     









3

mf

 p

pp

p

pp

p

pp

mf

p

mf

p

mf

p

       

3

3

mf

 

 

 

   

mp

 

Stu mp

-

Stu

-

mp

     

Stu mp

-

    

    

 

di - ous of

    

di - ous of

di - ous of

    

Stu

-

di - ous of

 

 

 



 



mp

con - tests,

 

con - tests,

 

con - tests,

  

  



   

ler

of

   

-

  

of

man - kind,

     

of man - kind,

    ru - ler

of

 

 

man - kind,

  

  

 

 

  

 

 

 

 

 

 

 

 

 

 

 

    

 

 

  

 

 

 

 

 

 

 

 

 

 

 

Vla.

  





 

Vc.

   





 

    





 

Vln. II

Db.

man - kind,

    

Vln. I

  

ru - ler

3

ru - ler

ru

       mf

con - tests,

 

3

 1

    

mf

 

p

       

    

  









  



  

 



ppp

  


27

25

  Picc.    

Fl. 1&2





              

a2



mf

 

Ob. 1&2

Bsn. 1&2

Hn. 1&2



Cl. 1&2

3



 

a2

            

mp

mf

      

 a2

 



mp

a2

         

    



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

 



 

a2

 





f

fp

mp

Hn. 3&4

  

mf



   fp

1

mf

    

    f

 

a2



f

Tpt. 1&2



 

a2



f

 





  









Tbn. 1&2

B. Tbn.

Tub. B.

     

Hp.

 

  S.  



 



  With

 

A.

 

With

  

T.

B.

 

With

mf

  

 

With

    Cel.

 mf





heart

al - might



mf

 -

y,

-

y,



heart

al - might



heart

al - might

-

y,





heart

al

mf



-

might

-





   







and

a

pru



and

a

pru



and

a

pru

 

and

a

pru

y,

 -

-



mp





dent

mind.

-

- dent

 -

-

-

-

 f

E§ A§ C# B§

f



Ce -

mp

 

f

mind.

Ce -

mp

f





dent

mind.

Ce -

mp

f

dent

mind.

Ce -





 





Vln. I

  





Vln. II

 





Vla.

 





Vc.

 





  





Db.


28

M

                                        

33

Picc.

  

ff 3

3

f 3 a2

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

                               3

                                          

Fl. 1&2

Ob. 1&2

  

Cl. 1&2

3

3

3

f a2



3

3

3

3

3

3

3

3

3





 





 

  

 (a 2)          

f

  

f



f

 

f

 

f

 

 







  

    

mf

  

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

 

3

(a 2)

Small Trgl.

3

 

 B. Tbn.  

3

(a 2) f

Tbn. 1&2

3

    Bsn.     1&2 

Tpt. 1&2

3

 

f

Hn. 3&4

3

a2

 Hn. 1&2 

3

                              

a2

mf

                                                                               3

Hp.

  S.

3

3

3

- les

 

T.

  

- les



 -

-

-

-

-

-

-

-

-

-

tial

-

-

-

-

-

-

-

-

-

-

sen

-

sen

-

-

3

3

3

3

-

mes

-

ger,

ger,

ger,



sen

-

ger, 3

3

3

3

3

3

3

3

B§ E§

Bb Eb

D§ A§

Db Ab









of

var

 

of

var





3

C§ F§





 

sen

  3

3





mes

tial

-

 

3

 



mes

tial

3

C# F#

 

tial

3

mes

 -

3

Db Ab

 

   - les

3

   

A.

3

Bb Eb

C§ F§

    - les

B.

3

F#

var



of

var 3

-

-

-

-

-

-

- ious

 -

-

-

-

-

-

-

-

-

-

-

-

- ious



-

-

-

-

-

-



- ious

 -





of

3

-

3

-

3

-



- ious

3

3

3 3 3 3                                                                             

Cel.

Org.

Ped.

 

f 3

3

3

3

3

 

  +32'    

3

3

3

 

   

 

   

f

M unis.

  Vln. I   unis.

Vln. II

 

                                          

f 3

3

3

3

3

f

Vla.

      

Vc.

f

Db.

    ff

  

3



 

5

3

3

3

3

3

5

5

5

5

   

3

                   5

                   

f div.

3

                          

5



5

  

5

 

3

3

3

3

3

3

   5

5

3

       5

           5



3

5

 


29

 36            Picc.   3

3

Ob. 1&2

    

Cl. 1&2

  

mp



3

3

1                     

f

        



         

mf

     Bsn.   1&2  Hn. 1&2

   

Hn. 3&4

  

Tpt. 1&2

  

Tbn. 1&2

   

 

mp





3

3

3

 

con sord. a 2

con sord.

con sord.

 

 

a2



  























p

 



 -

 

mp

 

 -



Whose power

mp

   

 

mf





-

arts

mf

Whose power

-

3

3 3 3 3                                 

ful

ful

ful

arts

 

 

arts

 

 

 

could watch - ful

 

arts

mp

 

could

  Arg

-

-



 

us

kill:

p

 p

could watch - ful

 mf



could watch - ful

mf

Whose power

      skill,

ful

mp

watch - ful

  Arg

-

-

  Arg

-

 Arg

-

-



us

kill:

 

us

kill:



us

kill:

p

p





  





  





























   

  



3

 5

3

    

   

5

           5

Vc.

mp

pp

Whose power

3

Vla.

            Vln. I  

Vln. II

pp

pp

mp

3

Ped.



skill,

Org.

skill,

Cel.

1

   

a2



skill,

T.

  

       

3

   S.    

A.

 

mf

 3 3                             D§



p

  

B.



   

Hp.

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

mf

mp

mf

B. Tbn.



3

3

         

Fl. 1&2



p

5

p

p Db.

     

p


30

N 43

Picc.

Più mosso q = 100

   

 

         

mp

     (1)

Fl. 1&2

Ob. 1&2

Cl. 1&2

    

a2

                                                

p

(1)





mp

fp

(1)

2

mp

mp



a2

                                                                 

Bsn. 1&2

   



Hn. 1&2

   



Hn. 3&4

  

Tpt. 1&2

 

Tbn. 1&2

  

   

B. Tbn.

S.

A.

B.

senza sord.

a2



  









p

     

   







With

power

en

 -

dued

f



    

   

3

f

senza sord.



With

T.

mf

2

p

  

p



 

all

lan

-

guage

to

ex

 -

plain,

mp

 

 

 



power

 

mp

        

Of

care



Of

care

the

the

   

Of

the

care



loos - ’ner, and the source

 

mp



  

of

 

loos - ’ner, and the source

of

   

loos - ’ner, and the source

of

N Più mosso q = 100

  Vln. I   

                                      p

Vln. II

         

     

               

              

     

                   

p

Vla.

    

p

Vc.

Db.

  



   




31

O 51

  Picc.  

Meno mosso q = 72

1

Fl. 1&2

 

       

       

mf

Ob. 1&2

  

1

 

 



mf

            



espress.

      

mf Cl. 1&2

Bsn. 1&2

  

Hn. 1&2

 





1



pp

Hn. 3&4

Tpt. 1&2

1 senza sord.

 



p

Tbn. 1&2

B. Tbn.

 

  

  S.   

p

 

gain.

A.

 

As - sist

 



my

works,



my

works,



my

works,



my

works,

 



con - clude my

life

with

peace,

 

con - clude my

life

with

peace,

 





con - clude my

life

with

peace,

 

con - clude my

life

with

peace,

p

 

gain.

T.

    gain.

 B.   

As - sist

p

 

As - sist

p

 

As - sist

Give

grace

Give

grace

Give

grace

  Vln. I   

 

p

Vln. II

  

  p

Vla.

  

 

 



 



   

Give

grace

div.

Vc.

Db.

  

 





 



 

ful

 -

-

-

 -

-

-

-

-

 

ful

speech,

 

ful

speech,

 -

speech,



ful

speech,

 

 

                  div.

 



 

 

 

 

pp



 



p

-

pp

p

 

-

O Meno mosso q = 72

-

                    mp

 and


32

59

Picc.

Fl. 1

  

  

3

Ob. 1&2

Cl. 1&2

 

 

3

3

3

3

3

3

  

3

mf

  

3

3

          3

mf

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

p

 mp

       3

Bsn. 1&2

    (1)                             mf

Fl. 2

3

3

3

  



 



 

a2



p

Hn. 1&2

 

Hn. 3&4

Tpt. 1&2

Tbn. 1&2

 

 

p

B. Tbn.

  



p

T-Tam

Tam-Tam

p

B. D.

Hp.

S.



 

 

      

-

-

-

-

-



o - ry’s

mem

mem

 B.   

-

-

  

o - ry’s

in



  

-

o - ry’s

in



  

and

mem

o - ry’s

in



  

and

mem

o - ry’s

in

   

  Vln. I  

p

 

and

T.

 p

mem

A.

    B.D.

-

-

-

-

-

 -

p

   

p

   

crease.

And the Word

p

    And the Word

crease.

p

 -

And the Word

 -

crease.

 -

     And the Word

crease.

was made



 

was made

was made



 



was made

mp

mp

  

flesh,

and the

mp

mp



  

flesh,

and the

mp

mp

  

flesh,

and the

mp

mp



flesh,

unis.

mp

mf

mp

p

and the

Vln. II

 

Vla.

 

Vc.

 

div.

 

 



p

Db.

  

mp


33

65      Picc. 

p

Fl. 1

mf

      p

Fl. 2

Ob. 1&2

Cl. 1&2

Bsn. 1&2

   

  

p

3





 



 









mf

mp

p

pp







mp

p

pp







mp

p

pp

mf

mp

p

pp

 

 

 

 

mf

mp

p

pp

mf



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

p

 

3

          mf

        

   

  

  

  

mp

mp Hn. 1&2

 



Hn. 3&4



Tpt. 1&2



Tbn. 1&2

 

 

 

mp

B. Tbn.

T-Tam

B. D.

Tub. B.

  



  

  S.   Word

A.

    Word

T.

    Word

   B.   Word

  Vln. I  

 

mp

 mp

 







p



 mp

   

mp

 

mf         

mf

was made flesh

  

and

mf

         



and

mf

and

mf

          

was made flesh

and

dwelt



was

  made

mp

  

a - mong us,

 

 

was

mp





the word

was

mp

 





p



 

the word

was



 

p

made

  made



ppp

 



pp



pp



flesh.



pp



flesh.

p



pp



flesh.

  

  

div.

flesh.

  

made





p

p

the word

  

a - mong us,

mf

dwelt



the word

a - mong us,

mf

was made flesh

 

dwelt

        

   mp  

a - mong us,

mf

was made flesh

 

dwelt

  



ppp

Vln. II

 







ppp

Vla.

 



unis.





ppp

Vc.

Db.

    

 

 

 



 



unis.

 

 

 





ppp


34

IV – JUPITER Vivace q = 132

  Piccolo   

Flute 1 & 2

Oboe 1 & 2

Clarinet 1 & 2 in Bb

Horn 1 & 2 in F

Horn 3 & 4 in F

f 3

 

  

f

a2

mf

3

3

3

Xylophone

f 3

3

3

   

  

mf

f

f

mf

f

f

a2

   

  

   

mf

f

mf

f

mf

f

mf

mf 3

f 3

3

  

    

mf

f

senza sord.

a2

mf

    

f

mf

   3      3      3                              f 3

mf

a2

f 3

  

    

  

f

mf

f

f

   

    

f

3

3

3

mf

mf

f

mf

a2

   

mf

f

   

  

f

mf

f

  

   

  

  

Xylophone

                      f 3

5

   5

mf

3

  



ff

f

3

  

mf

3

a2

   

        Celesta

3

  

                       

mf 3

3

1

mf

Bass Trombone

3

   

mf

3

f

3

3

senza sord.

Trombone 1 & 2

3

mf

Trumpet 1 & 2 in Bb

3

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

3 3 3 3 3  1 3                              3

   

3

f 3

mf

Bassoon 1 & 2

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

3

3

3

3

3

3

5

 

f

Organ

Pedals

  

  

Vivace q = 132

Violin I

   

pizz.



f

Violin II

              

  

pizz.



f











 







mp

Viola

  

Violoncello

  

        

ff

Double Bass

   

         

ff


35

               

6

  Fl. 1&2 

f

3

3

3

3

  mf

f

mf

               

Ob. 1&2



Cl. 1&2

3 3 3 3 3  3                        3

   

  



   

mf

f

f

mf

f

   

  

f

f

f 3

mf

Bsn. 1&2



f

mf

3

f

 

mf

3

3

mf

mf

   

   

3

f

3

  

mf

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

a2

f

3









  

 



 









 

 









f

Hn. 1&2

 

Hn. 3&4

Tpt. 1&2

  3      3      3                        

mf

Tbn. 1&2

B. Tbn.

Timp.

mf

f 3

f 3

3

3

3



  

    

mf



                                  f

Org.



Ped.

  

3   3    3               Vln. I        

arco

f 3

mf

3

3

mf

f

Db.

3

mf

3

3

3

 

  

f 3

mf

3

f 3

      3

3



 



3

3

3

3

3

3

3

3

ff

3

3

3

3

       3

3

3  3      

3



      

     ff



     3

 

   

      

3

ff



3

             ff



              ff

3

f

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

Vc.

3

3

3

Vla.

3

3

                       3 arco

Vln. II

f 3

mf

 

3





3



3


36

(a 2)

12    Fl. 1&2 

Ob. 1&2

   

  

3

   

 

 

 

3         

3

 



f a2

 

 



 

3     

3

f a2

Cl. 1&2

   





 



 

 

3

    

      

f

Bsn. 1&2

Hn. 1&2

(a 2)

  

f

3

        

mf

 

  

     

    

 

  

  

     

   

        

3                

    

   

     

     

   

 

           



 

f

 Hp.

     

A§ D# C# B§

 

gliss.

6

Cel.

     

Org.

 

         

     

 

   

 

3

  

  

3

3

  3         3

 

3             3

Db.

5

 

 

  

   

     

 

       

 

      

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

 

3

      

3

3

 

 

3

 

5

3

3

Vc.

   

E§ G# C§ Db

 

 

3

Vla.

   

3   3    Vln. I       

Vln. II

6

mp

   

Ped.

 

f

3

mf



3

1

f 3

3

3

f

       

f

Timp.

 

f

B. Tbn.

mf

 

f

Tbn. 1&2



    

f

Tpt. 1&2

 



 



      f

Hn. 3&4



3

3

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

3

        3

3

p

p

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

3

 

 

 

 

pizz.



 



3

3

p

3


37

P

16                      Fl. 1&2  3

Ob. 1&2



3

p

3

3

pp

3

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

3

p

3

3

3

pp 3

a2

   

   

f

3

  

Hn. 1&2

 

Hn. 3&4

Tpt. 1&2

Cl. 1&2

Bsn. 1&2

   

con sord.

1

mf

Tbn. 1&2

B. Tbn.

Hp.

S.

sfz



  

         

      

pp

   



  

 

  

   

 

3

Cel.

mf

   

3

3

3

   

O

pp

Jove, much hon - oured Jove,

3

3

3

    

3

3 3 3 3 3                                                            

 Org.

3

3

3

 

 

Jove, much hon - oured Jove,

3

3

3

3

     

                                                  pp

5

5

5

5

5

5

5

5

5

5

P

                                                                                       3

mp Vln. I div.



3

3

3

            3

mp

3

3

3

5

pp

5

5

5

5

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

3

3

3

3

3

3

3

3

3

                                      3

mp Vln. II div.

 

3

3

Db.

3

3

3

3

3

3

3

3

3

p

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

5

      3

3

pp pizz.

3



3

3

  3



pp

p

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

Vc.

3

3

pizz.

                                    mp

Vla.

3

5

5

     

 

   

 

pp

  


38

21

Fl. 1&2

 

 (a 2)

Ob. 1&2

 

 

 

 

 

  





  

f

  

Hn. 1&2

 

Hn. 3&4

Cl. 1&2

Bsn. 1&2

Tpt. 1&2

    (1)

mf

Tbn. 1&2

B. Tbn.

sfz



  

        

       

       

   

 

 

     

Hp.

S.

    Jove

 Cel.

Org.

su

- preme -

ly

great,

3

3

3

3

3

3

3

3

3

3

5



su - preme - ly great,



To

thee



   our ho

-

ly rites

3

3

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

5

5

7

7

7

7

7

7

                                                                           5

5

5

5

5

5

3



 

3

3

3

 

3





3

3

3

3

  

 

3

3



3

3



3



3

 

3



3

3





3



Vla.

Vc.

5

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

3

5

5

3

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

Db.

3

3

3

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

 

  

3

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

3

Vln. II div.

 Jove

5

Vln. I div.

5

 

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



3





3

3



3

3



    

3

 

3

 3

 

      

  




39

a2

  

26

 Fl.  1&2 

mf

 

Ob. 1&2



3

  3

            3

3

3

3          3         

mf

Cl. 1&2

3

3

3

3

3

   

a2

mf



mf

3

3

3

Hn. 1&2

 

Hn. 3&4

Tpt. 1&2

  

Tbn. 1&2

B. Tbn.

       

       

       





we

con

3

3

-

-

sec

-

3

3

rate.

3

3

3

3

7

7

7

                                                               5

5

p

5

5

5

5

5

5

5

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

3



3



3

Vla.

-

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

3

Vln. II div.

       

5

Vln. I div.

-

  

3

7

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



 Org.

   

 Cel.

        

  

3





3

3



3

3



      

 

3

 

3

 3

p



5

5

5

5

5

5





















mp



 mp

        

pizz.

mp

Vc.

Db.

3

Eb

Hp.

S.

3

             

a2 Bsn. 1&2

3

 

  




40

Q

31

Picc.

  

               

ff (a 2) Fl. 1&2



               

ff Ob. 1&2











ff (a 2)

Cl. 1&2

               3 3

Bsn. 1&2

Hn. 1&2

      3

 

3

3

3

(a 2)

3

    

Tpt. 1&2

  

   



3

a2

         

  

 





a2

         mf

  

 



senza sord.

 f

Tbn. 1&2

a2

 

     

f

B. Tbn.

   

    

  



 ff

     

 

ff

f Susp. Cym.

ff

    

f

mf

Hn. 3&4

3

ff

ff

Suspended Cymbal

  p

Xylophone

Xyl.



               

ff

    Hp.

S.

               

 D§ E§



 

 

ff

 3

    

3

    

 3

   

and moun - tains swell - ing, moun - tains swell - ing, moun - tains swell - ing

A.



ff

3

3

    

    

  

 

3    

and moun - tains swell - ing, moun - tains swell - ing, moun - tains swell - ing

T.

B.

 

 

ff

     

The

earth

ff

      

The

earth

is

is

thine,

thine,

and moun

-

  

tains

and moun

-

tains

 swell

-

 swell

-



ing,

swell



ing,

swell

Q

  Vln. I  

f

 -

ing

 -

ing

 high,

 high,

 high,

 high,

            ff 3

3

3

3

arco unis. Vln. II



           

ff 3 arco

Vla.

Vc.

     





 arco

f

Db.

   

f



ff

 

3



3

3






41

              

36

  Picc.   Fl. 1&2



ff



              

ff Ob. 1&2

Cl. 1&2

Bsn. 1&2

Hn. 1&2

   







  

    

Tpt. 1&2

  

Tbn. 1&2



Susp. Cym.

Xyl.

    

Hp.

  

       

  

  

  

  

  

      

  

  

  

  

  

  

 

 

ff

sea

ff

           

sea

3

3

ff

pro - found,

pro - found,

3

3

             all

ff

with - in

all

with - in, 3

3

             all

   and

all

  

with - in,

3  3          

all

  

3

with - in the 3

sky.

    

all

with - in, and all

  

  

  

with - in

the

  

  

with - in

the

  

all

with - in, and all

     

all

   and

with - in

3

with - in the

sky.

sky.

sky.

              

f

3

3

  

3



  

                ff

              

ff

pizz.

f



3

3

3

             3

Db.

              

      

3

Vc.

3

     

The



Vla.

The

Vln. II

3

  B.  

Vln. I

 

3

3



 

   

ff

and

Cel.

 

and

T.

mf

 

ff

  S.  

A.

  

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

ff 3

ff

 

  

ff     

 



  

   

   

f

  



      

            

 

    

f

B. Tbn.

  

ff

f Hn. 3&4



  

  

  



  

  ff

 ff


42

R

41

Picc.

  

              

(a 2)



              

                      Cl.     1&2    a2         Bsn.    1&2  

ff

Ob. 1&2

a2 3

3

3

3

3

3

  

 

Tpt. 1&2

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

Tbn. 1&2

 



(a 2)

3

(a 2)

 

  f

  a2

f

   f

 

   f

 

           

mf

F# G§

Hp.

 

  

 

G#

 

 

f

  



 



 



3





3

3

f



3

   p





Xyl.

3

f

 



Susp. Cym.

3



B. Tbn.

3

              

3



Hn. 3&4

f

3

3

f 3

(a 2)

Hn. 1&2

a2

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

           

f

 3

         



  

    



Fl. 1&2

D#

G# C#

     

gliss.

 

S.

   

A.

  

T.

 

B.





ff 3

3

          

Ev - en Nat - ure trem - bles at thy might - y



ff 3

3

           

Ev - en Nat - ure trem - bles at thy might - y

 Cel.

Org.

Ped.

              





    f

   

                         Vln. I 

           

  



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

       

  



Vln. II

f

R



div.                                 

arco Vla.



f 3 Vc.

Db.

  

3

3

3

3

3

3

3


43

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

46

 Picc.  

Fl. 1&2



Ob. 1&2

  

 

 3

3

3

3

3

3

3

3

3

ff 3

3

3

3

3

3

3

3

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

        

ff 3

 



f

Cl. 1&2

(a 2) 3

    

f





          

3

3

3

          

3

3

 

3

3

Bsn. 1&2

Hn. 1&2

 

Hn. 3&4

Tpt. 1&2

Tbn. 1&2

 

f 3

3

                               ff 3

3

3

3

3

3

3

3

a2               

f

B. Tbn.

  

             f

Cl. Cyms.

Clashed Cymbals

f

Tom-Toms



 

 

 S.  

ff

3

3

might - y



thy

might - y

at

thy

might - y

ff

3 3                      

rod,

Ev - en Na - ture trem - bles

                           Vln. I   ff 3

3

3

3

3

3

3

3

3

3

 





3



3



might - y



 

 

 



 

pizz.

f

pizz.

 f

unis. pizz.

 f

 





 

 





ff

Db.

nod,

ff



  ff

 

nod,

3

3

 

thy

 

nod,

3

                          ff 3

at

 

nod,

3                    

at

3

 



 

Ev - en Na - ture trem - bles

 B.    

   

thy

mf

                      ff

at

3

Ev - en Na - ture trem - bles

     rod,

3                     

ff

Ev - en Na - ture trem - bles



Eb F§ G§ D§ C§ Bb

 



 





Vc.



Vla.



Vln. II

3



T.

3



A.

3

f

 Hp.

3

    



T-Toms

  ff


44

S

52

  Fl. 1&2 

Ob. 1&2



Cl. 1&2

Bsn. 1&2



(a 2)





ff

 

Hn. 1&2

 

Hn. 3&4

Tpt. 1&2

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

Tbn. 1&2

B. Tbn.

  

3

3

                   f



3



  

   

      

   

           

3

 

 



fp a2

 

3

ff



ff

 Timp.  T-Tam



fp

ff

Loud

ff

-

-

 

-

3

3

Loud

-

-

         B.   Loud

Cel.

-

sound - ing,

3

3

sound - ing,

        ff





armed with

3

3

Loud

sound - ing,

         ff

T.

3

3

         

f

ff



-

sound - ing,



armed with





armed with



armed with

3

3

  

light - ning,

       Loud

   

light - ning,

-

-

gliss.

light - ning,

-

3

-

-

light - ning,

        Loud

-

sound - ing,

3

3

sound - ing,

       Loud

  

sound - ing,

       3

thun

-

-

-

sound - ing,

 thun

-

  thun

der

-

-

 thun

der

-

  -

der

-

  -

-

der





God.





ing

God.



ing

God.



-

ing

God. 3

S

ff arco

Vln. II



div.

 

div.

ff

Vla.



  mp

 

  mp

arco



mp

Vc.



f

Db.

  

 ff





ff

ff

3

3

3

            pp 

arco

  

  

ing

  Vln. I





  -

   

 

pp

E§ G# A§ C§

3

3

Loud

  

Db Cb B§ Eb F§ Gb Ab

sound of thunder

A.

 

    p mp

Hp.

S.

 

Tam-Tam

 

 

 

  

3

3

3





 fp



  fp


45

57

 Picc.  



 







mf

Fl. 1&2



 



 

 





mf Ob. 1&2

Cl. 1&2

 

 



     

(a 2)

 





 

f

3

3

 3     3      

 

3

 

 

3

 

 

a2

      

mf Bsn. 1&2

  

Hn. 1&2

 

Hn. 3&4

Tpt. 1&2

f

1

fp Tbn. 1&2

B. Tbn.

Xyl.

   

 

p

p



Xylophone

  3

3

mf

 3     3    3

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

           Hp.

3

 

             

D§ G§



 S.  

f

     Source

of

a bun - dance,

A.



T.

 

B.

  

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

                                                                          Cel.

Vln. I

   

unis.

Vln. II

  

p

Vla.

Vc.

Db.

  

3

3

3

3

3

3

3

3

3

3

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

3

3

3

3

3

3

3

p

 pp

3

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

pp leggiero

  

3

pp leggiero unis.

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

p


46

63

  Ob. 1&2 

(a 2) 3

    

f (a 2)

Cl. 1&2

Xyl.

      

S.



     

 

Vln. II

Vla.

 

3

O

  



3



 

3

3

3

3

3

3

   

 

  



 





3

 

3

3

    





3

mf

3

3

3

3

   

  

3

3

3

3

         

   

  

3

3

 

 

3

3 



           



3



  

  



  

f

   

 

  



f

 

sim.

 

sim.

f

3

 

3

3

3

 

va - rious - formed from whom all na - tures spring,

3

3

mf

   Vc. 



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

3

  

3

3

       

   

  

3

3



 

O

                 

               

  

3

 

 

all na - tures spring,

3



3



3

3

3

3

 





3

  

3

       

   

var - ious - formed from whom

3

3

             

    

           

 

3

 

3

 

   





 

3

Vln. I



pu - ri - fy - ing king,

Cel.

  

3

 

Hp.

 

 

f

Ob. 1&2

68       3    3

Xyl.



 3   3

Hp.

S.

3

3

  

  



       

 

 

   

 

 

f



   mf

 

   

  

 

3

3

 

3

 3

 

 

3

Cel.

3



3

3

 

f

  

  

  

Vla.



Vc.

  



 

  

3

3

   

3

 



  

div.



 

div.

 

   

 

 

    

 

 



  

 



 

 

 

  3

   

 

3

3

 

3

3

3

   

3

  

 

3

3

3

   

3







    



 

 

unis.

 

3

    

 



unis.

    

3

3

  

    



Va - rious - formed from whom all na - tures

    

3

  

      



     



  

   



3

 

va - rious - formed from whom all na - tures spring;

 

3

  

  Vln. I   

Vln. II

3

3

3

 

Va - rious - formed from whom all na - tures spring;

           

3

   

     

  

Va - rious - formed from whom all na - tures spring,

A.



 



 



  

 

   

 

  



     

 



  

 

 

 

 

 


47

73

 Picc.  

T 

 

5

    



    

p

Cl. 1&2

1

3

Hn. 1&2

 a2 

f

3

3

3

3

mf

f







 3

3

                      

mf 3

f

  f

   

  







a2

      f

Tbn. 1&2

3

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

 

     

1

Bsn. 1&2

Tpt. 1&2

5

5

mf

Hn. 3&4

5

p a2 Fl. 1&2



  

  

f 3

mf 3

f 3

3

3

  





    



 



 



 



 

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

mf

f 3

mf

3        

f 3







3

3

3



 

f B. Tbn.

   f

Xyl.



 Hp.

 

Joy and ju - bi - lee,

 



Joy and ju - bi - lee,

ah

  

Joy and ju - bi - lee,

f         Joy and ju - bi- lee,

   

    

   

ah

 Cel.

Ped.

f

   





 Vln. I  

          

  5

and ju 5

  

bi - lee,

bi - lee,

  -

 

joy

bi - lee,

  -

bi - lee,

 





 



 



 



  -

     

f

        

      

f Vla.

 









  







Vc.



Db.

   f



5

 

    

and ju

    

ah

mf

T

Vln. II

   

            Org.

5

-

 

joy

   

 

    

ah

ah

and ju

      

 

 

joy



Joy and ju - bi - lee,

and ju



 

 

joy

Joy and ju - bi - lee,

 

    

ah

f

B.



f

    

    

spring,

T.

 E§ F§ G§ A§ C§

      S.   A.

gliss.


48

77

Picc.

    f

Fl. 1&2

    

 

  

    

 

    

 

f Cl. 1&2

  f

Bsn. 1&2

Hn. 1&2



    f

Ob. 1&2

   

    



   

     

 

   

 

    



    

 

    

 

    

 

 

    



               

   

ff

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

a2

3

ff

 

 











 









 

 



















ff

         

3

3

3

3

3

 

 

3

      

ff Tpt. 1&2

3



a2

3



ff

3

3

 

3

 

  



ff

Hn. 3&4

   

3

a2

3



ff

 



3

    



a2

3

 

 

 

 

ff Tbn. 1&2

 

ff B. Tbn.

  

 

S.

A.

T.

B.



    

 

joy

and ju

  

 

joy

and ju

   

  -

-

   

 -

-

 

  

bi - lee,

bi - lee,



 

joy

and ju



 

joy

and ju

      

   

  -

-

Joy

  

 -

bi - lee,

-



                                Vln. I  

ff 3

Vln. II

Vla.

 

3

3

3

3

3

3

3

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

ff 3

3

3

3

3

3

3

 

ah

and ju - bi - lee.



  

 









 



and ju - bi - lee,

ff

Org.



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

 

and ju - bi - lee,

    



ah

and ju - bi - lee.

Joy

    



     

bi - lee,

joy





joy

Ped.



ff

 Hp.

3

3

 

 

    





3

3

3

3

3

        3  3          3

 3       3

 

  

3

3

3

3



       3

3

   

  

 

  

 

   

3

3

3

3 3

ff

Vc.

ff Db.

  

         

       

ff

3

3

3





3



3

 

3

  

     3

     3

    

3

  

3

3

3

3

3

3

3

      

   

3

   

3

 



       


49 82                     Picc. 

3

Fl. 1&2

Ob. 1&2

Cl. 1&2

  

3

3

 

 

 

 

a2

 

 

a2

 

 

 

3

            3

3

3

3

3

ff Bsn. 1&2

   

Hn. 1&2

 

   

3

Hn. 3&4

3

  

3

Tpt. 1&2

 

 

   3

   3

3

B. Tbn.

Timp.

 

 

     

3



 

3

  

    f

3

3

3

3

  

3

 

        

  



  

     3

3

 



    

 

    

   

    

  

 



     

 

   

3

3



3

 

3

3

3



   

  

 

 

  



3

   3

3

3

3

a2

 

  

   

   3

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

 

  

3

3



  

3

3

Tbn. 1&2

  

  

 

3

3

      

Medium Triangle

Med. Trgl.

 

   

mf Xyl.



f

S.

   

3

  

3

  

ju

A.

 

3

  

3

  

T.

B.

3

3

 

  

3

  

ju

  

3

  

-

-



  

3

Ped.

Vln. I

Vln. II

Vla.

Db.

3

-

3

 

 3



bi - lee,

ju

 



bi - lee,

ju

 



bi - lee,

ju

-

-



ju

-

 



bi - lee,

ju

 



bi - lee,

ju

 

bi - lee,

joy

  

3

-

-

   3

 

  -

  

bi - lee,

joy

 

  

bi - lee,

joy

 

 

bi - lee,

joy

3

 

  

and ju - bi -

 



and ju - bi -

 

and ju - bi -

 

 

and ju - bi -

 

 



 

  

       

 

  

 

  

 

 

 

                        3 3 3 3                     



 

3

3

 

   

3

3

3

3

   3

  

   3

3

 

3

   3

  

   3

3

 

       

           



3

lee.

   

                     

lee.

   

  

lee.

 

lee.

     

3

Vc.

   

ah

Org.

  

 

 ju

   ah

3

 

f

 

  

  

  

3




50

V – VENUS Dolce q = 100 Flute 1 & 2

   

1

  

 







  







1  

 

p Clarinet 1 & 2 in Bb

  

Bassoon 1 & 2

Horn 1 & 2 in F

Harp

   

  

 







1

  

     3

mp espress.

 



pp

 

 1





 

pp

 

 











 

p

  Violin I  

  

 





pp

Violin II

  





  



pp

p

  



























 



 

unis.





















 

pp

   Viola    

div.



pp

17

 Fl. 1&2 





p

 

Cl. 1&2

 

         

Hn. 1&2

Vln. I



3

mf Bsn. 1&2





 

 





pp

 

 

Vln. II



Vla.

 

solo





 







       3

others





pp

     

3

mf espress.

3

pp

p

pp

Db.

 

p

 

Vc. div.





pp


51

28

 Fl. 1&2 

 

Ob. 1&2

U

  



 1

  

  

mf espress.

          

Cl. 1&2

Hn. 1&2

 



1



 



a2

    

  







 

 S. 

T.

B.



 

A.



 





 



                     mp

p

mp

  

‘Tis

thine

the

 

p



‘Tis

thine



 world

with

mp

  the

 

world

 with

p





  

   



har

-

har

 

 



p

Vln. II

Vla.

Vc.

Db.

 div.



 

  

 

 

   

 

  

 

  tutti div.

p

p

unis.



div.

unis.

  

 

unis.

 

mon - y

to

join,

       

 

 For

   For

  

all

all



 

mon -

y

to

join,

for all

things,

mp

     

 

mp

  join,

har - mon - y to

join,

for

  





p

p



to

 -

har - mon - y

U 

mp

with

 Vln. I 

with



mf

Hp.

a2

p

mp



 

p

Hn. 3&4

f

mf

Bsn. 1&2

 



things spring

from



things spring

   

from

for all things spring from

 

 

all things,

all things spring from

 

div.

 

 


52

V

35

 Fl. 1&2 

(1)



  

Ob. 1&2

Cl. 1&2

 

Bsn. 1&2

 

 

 

(a 2)



 

 

Tpt. 1&2

B. Tbn.

















mf

f

 

 



    



  





3

mp

a2

  

 

mp

Tbn. 1&2

mp

(a 2)

Hn. 3&4



a2

mp

Hn. 1&2

   

 

 



 



mf

mp

mf



  

 

mf



mf









 





mp

 mf

Hp.

  

   

     

f

mf

 



  



   

  





   

mf

C#

               

l.v.

S.

 

mf



thee,

O

mf

A.

 

mf

 

O

mf B.

 

thee,

O

  

unis.



vine.

  O

power

  

  

f

    

 

di -

power

  

thee,

power

O

thee,

T.

    

power

O

power



power

di

-

The

 di

di

The

-

  

  

The

f    The



 

Vln. I

 

  

   

 

 

  

of

mor

Vln. II

Vla.

Vc.

Db.

 



 

 



 

  f

 

 

 

Or

de

-

Or

3

cresc.

thy

de

-

cresc.

  

div.

    

light,

     tals, thy

  

light,

   

-

Or

    

de - light,



Or beaut - eous

unis.

       

     

3

 

  

 

 

  

 

 

 

 

 

 

f

     3

  

thy

mor - tals,

div.

 

f

de - light,

   

mor - tals,

of

V

thy



  

cresc.

    

cir - cling choirs

cir - cling choirs

mor - tals,

of

cresc.

    3

3

cir - cling choirs

vine.

vine.

of

f

 

  

  

  

vine.

3

cir - cling choirs

f

 -

 

 











f

f



 




53

41

Fl. 1&2

   



Ob. 1&2

 

 

1



 

 

mp

  

Cl. 1&2

 

Hn. 1&2

    

  

Hn. 3&4

    

Tbn. 1&2

  

B. Tbn.

 

















   



















































 

 

with





 with

 

 



ce - ru - lean

 

bright,

eyes ce - ru - lean

p

eyes ce - ru - lean

ce - ru

-

    

Db.

 

beaut - eous

  

daugh - ters in

the

cho

 -

rus

3             

join,

A

-

do - nis pure to sing

and







  













p

p

  

bright.



  p

  

 



 





    



p

 unis. 

mp

   

 

 

 

  

 

bright.

lean

     

 

mf

      3

bright.

      

 And

     

  

with eyes

mp

    

eyes

with

- eous nymphs,



 

p

Vc.





 

nymphs,

div.

 

       

 

   B. 

    

a2

pp

beaut - eous nymphs,

Vla.

mf

   

Vln. II



 





p

  Vln. I  

 

beaut - eous nymphs,

T.





     beaut

   S.  

A.



mp

 

3

espress.



  Hp.

     



mp

Tpt. 1&2

Bsn. 1&2



   



 





unis.

  p










54

1

49

Fl. 1&2

   

3

3

      mf

 

Ob. 1&2

3

     

(1)

 



   

mp

   

Cl. 1&2

1

Bsn.    1&2 

      mp

Hn. 1&2

 (a 2)    

Hn. 3&4

3

     

3



3

pp

pp



 

pp

 

 

 

Tpt. 1&2

   

Tbn. 1&2

 

  

B. Tbn.

S.

    

thee

A.

mp

mf

di - vine;

3

Come, all - at - tract - ive

mf

 

3

       

3

3

      Come, all - at - tract - ive

   

  B.  

T.

p

3

      to my

prayer

in - clined,

3

      to my

prayer

  For

thee,

I

call,

mp

 

with

in - clined,

 ho





    

ly,

ho



-

ly,

-







ly,

rev - ’rent

ly,

ho



ho -

ly,

ho



ho -

ly,

ho

con sord.

pp

Vln. II

  

pp

Vla.

Vc.

  

  



   

 p



con sord.

con sord.

 -

ly.

 -





ly.

 -



ly.

pp div.

 

 

pp

Db.

mind.



-



 

 ho

ly,

 -

ly,

p

Ho

Vln. I

-

p

Ho

-

 

p

Ho

pp

con sord.

unis.

con sord.


55

W

61

 Fl. 1&2 



a2

1

p

Ob. 1&2



 1

 

mf

 

Cl. 1&2



 

 1

Bsn. 1&2

Hn. 1&2



p

 

  

a2





pp

Hn. 3&4



Tpt. 1&2

 









 mp                        

Tbn. 1&2

B. Tbn.

p

Hp.

mp

 S. 

   

Thou

A.

p

 Thou

 

T.

B.

    

wert

my morn - ing

star,

  



wert

my

morn

 

 

p

Thou

wert

my



Thou

wert

my

morn

  

 

p

 

mf

 

thou

  -

ing star,

morn - ing

mp

 

my morn - ing star,

 

 

thou wert

my morn



my

morn

wert

my

morn

thou wert

mp

ing star,



       

thou

 -

ing

-

 -

ing

wert

  

star

thou wert

 

 

ing star,

thou

 

thou

mp

    -

  

wert

  

star,

 

thou

wert,

 my

morn - ing



 my

morn

 -

ing

     

wert,

 

star,

thou wert my mor - ning

   

thou

wert my mor - ning

W

 Vln. I 

 p

p

Vln. II

Vla.

 

 

p

Db.

 

p

Vc.

     

  pp

 



div.

unis.

  



 

 

 

mp

 mp 

mp

  

   

   

mp



 

div.


56

69

Fl. 1&2

 

a2

mp (1)

Ob. 1&2

Cl. 1&2

Bsn. 1&2

 



 

(1)

mp

 



mp

Hn. 1&2

 

Hn. 3&4

Tpt. 1&2

(a 2)

 

pp

Tbn. 1&2

B. Tbn.

Hp.

S.

 





star,



star,

 

B.

star,

-

-



  

morn



unis.

morn

-

-

-

-

-

 -

-

-

-

-

ing

my

morn - ing

star

ing

star

-

  mf

Db.

 mf

a - mong

a - mong

a - mong



a - mong



mp

mf

Vc.

 the

liv

-

ing,

liv

the

liv

the

liv

 -

-

-

-

-





mp



mp

mp



p

pizz.

p

p





mp

 the

mp

p

ing,

the

the

the

ing,

 -

ing,

 -

a - mong

the

mp

mp

mf

Vla.

star

  

mf

Vln. II



 star



ing star,

-

ing

morn

my

my

 

-

mf

 morn

star,

 Vln. I 

my

mf T.

 my

mf A.






57

 

73

Fl. 1&2

 

Ob. 1&2

Cl. 1&2

 

 

 

Bsn. 1&2

 

Hn. 1&2

 

 

Hn. 3&4

 

Tpt. 1&2

 

 

 

 

 Glock.  

 

 

B. Tbn.

 S. 

 

 liv

A.

 

-

 liv

T.

-

 liv

-

pp

-

 pp

ing,

thou

wert

my

morn

 

pp

ing,

thou

 

pp

ing,

ing,

 

wert

my

morn

thou

wert

my

morn

thou

wert

my

morn

-

-

-

-

-

-

-

-

  

  

 

liv

 

p

Vln. I

pp

Hp.

B.

Glockenspiel



Tbn. 1&2

  

ing

star.

ing

star.

ing

star.

 

 

ing

star.

pp

  

pp

Vln. II

ppp

 

ppp

Vla.

 

ppp

Vc.

 



 

ppp

Db.

  p

arco

ppp


58

VI – SATURN X Adagio q = 80

Passionato q = 88

Flute 1 & 2

   

 

Oboe 1 & 2

   

 

Clarinet 1 & 2 in Bb

  

 

1

p legato Bassoon 1 & 2

  

1

 



 



 

p legato

Horn 1 & 2 in F

   

 

Horn 3 & 4 in F

  

 

Trumpet 1 & 2 in Bb

 

 

Trombone 1 & 2

  

 

a2

pp

Bass Trombone

   

p

Soprano

   

 

 

 

  

 

Alto

 

 p

p

Men

   

  Bass  

Tenor

p

Men

 

must en - dure



their

go

-



ing

hence,

Men

 

must en - dure



their

go

-



ing

hence,

p

Men

p



 

 

ff

Men

  

 

ff

 

   

 pp

Timpani



p

Men

 

 

mp

must en - dure

 

 



their

go

- ing



their

go

- ing

mp

must en - dure



their

go

- ing



their

go

- ing

  ff

 

hence.

 

hence.

  





 by

 

Con - sumed

by

 



Con - sumed

by

ff

ff

 

hence.

by

Con - sumed

 

hence.

f

Con - sumed

ff

mp

must en - dure

 

mp

must en - dure

 

 

 

X Adagio q = 80

  Violin I   

Passionato q = 88

senza sord.



 



 

  



 



 







p

Violin II

   

senza sord. div.

p

Viola

  

mp

senza sord.

mp

Violoncello

senza sord.



 

Double Bass

   

div.

pp

 

p

 



mp

p senza sord.

 mp

p

  

 

 

mp

 

  

f

 

ff

 

 

 

 

unis.

 

ff




59

Più mosso q = 92

12

  Picc.  



ff Fl. 1&2

 

 

 

ff

Ob. 1&2

 

 

 

ff Cl. 1&2

a2

 







ff

Bsn. 1&2

  

a2





ff

Hn. 1&2

Hn. 3&4

 

 

  

f

ff

 

a2

 

ff

3    



f

Tbn. 1&2

   

 

 





Timp.

    

mp

   S.     

thee

A.

all

mp



thee

T.

all

    thee

mp

 all

mp

    B.  

thee

  Org.

Ped.

 

all

    forms

that hour - ly

     forms

that hour - ly

     forms

that hour - ly

    forms

that hour - ly

p

  

f

p

ff

 

die,

p

By

ff

 

die,

p

  



thee

By

thee

re - stored,

ff

 

re - stored,

p

ff

  



thee

re - stored,

their

 

thee

By



By

die,

their

mp

 

re - stored,



 

mp

  

die,

 

 

mp

 their

   

mp

their

3

 

 



f



 

p

       

 

ff

f

f

for - mer place sup - ply;



  



p

f

 

p

p

f

 

 

 im

 

im

f



-

The world

-



   

mense

in

ev - er - last - ing



   

mense

in

ev - er - last - ing

 

ff

   

mense

in

ev - er - last - ing

 

ff

   

mense

in

ev - er - last - ing

ff

 

The world

 

for - mer place sup - ply;

im

The world

for - mer place sup - ply;



The world

for - mer place sup - ply;



ff

 

im

-

-

 f

 

 

 

  

  



 

ff

 

 

 



 





 







ff Vc.

Db.

 



     

 p

mp

 

ff

 

ff





mp

 

ff

p

 

ff



unis.

ff

Vla.

  

Più mosso q = 92

  Vln. I   Vln. II

  

ff

p

 



 

ff

    



ff

ff B. Tbn.

ff

  

  

  

f Tpt. 1&2

  

 

 


60

    23

Picc.



         a2

Fl. 1&2

   

Ob. 1&2

   

 





f a2

 

 

         

 

f

(a 2) Cl. 1&2



    

(a 2)

    



    

                           

 

         

 

           



                  



          



         

f

Hn. 1&2

 

  

Hn. 3&4

 

Tpt. 1&2



Tbn. 1&2

    

   

(a 2)

B. Tbn.

B. D.

Cl. Cyms.



  

    

B.D.

ff

Clashed Cymbals

 

     chains,     B.  

 

chains,

Vln. II

Vla.

Vc.

Db.



 

 

    

    

 

  

     

 

 

   

      



          

    

  

and in - eff - ab - le

thy

    

Strong

and in - eff - ab - le

thy

      

and in - eff - ab - le

thy

  

    

   

thy

Strong

  

and in - eff - ab - le



 

 

    



power,

 

mf

 

thy power,

 

    

 

    

power,

thy



power,

 

thy power,

   

 power,

thy power,

con

-

con



con

  -

tains

 -

tains

  

 

power

tains

power

 thy

con







power

thy



power



thy

 

 

thy power,



  



-

tains

 



 

p

 

  

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

    

Strong

T.

    

   Strong

   

 

f

chains,

Vln. I

    

f

chains,

Ped.

a2

Tam-Tam

 T-Tam 

Org.

 



f

ff

A.



f

    Timp.  

S.

        

 

f

Bsn. 1&2

         

                    f                           f     

    f     

 

                                         

 

         

 

      

 

       



       

                                                 

f




61

30

Y

  Picc.  



 

   

Lento q = 60



ff

 

Fl. 1&2

 

 

 

  ff

   

 

 



  1

Bsn. 1&2

  

 



 



 

  

f

ff

 

Hn. 3&4

 

  

f

ff

3    



Tpt. 1&2

f

 

 

   

 

   

3

ff

   

Tbn. 1&2

 

 

  



ff B. Tbn.

    

   

p legato e dolce

ff Hn. 1&2

   

p legato e dolce

ff Cl. 1&2

1

ff Ob. 1&2

ff

Timp.

        ffp f

 



Cl. Cyms.



ff

f

vast

f

ff

B.

Ped.

 

 

 

- ther of

vast

e - ter - ni - ty, di

 

 

Fa - ther of

vast

e - ter - ni - ty, di

ff

 f

     

e - ter - ni - ty, di

ff

 -

   

f

  Org.

e - ter - ni - ty, di

vast

f

 

 

Fa - ther of

    Fa

T.

 

Fa - ther of

  

A.

 

   

-

    -

  

  



  

-

  

might

 -

     O

might

-

    

vine,



f

O

vine,



   

 

vine,

ff

 

O

 

vine,

O

might

-

 might

        

-

y



Sa - turn,



y

Sa - turn,



  

y

Sa - turn,

  

y

Sa - turn,

mf

 



var - ious speech

mf

 

p



is

thine:

 

is

thine:

mf

 

Vln. II

 



 



ff

ff

Vla.

 

 



  



ff

Vc.

   

 

mf

 

     ff

p

 thine:

 

var - ious speech is

var - ious speech is

mp

   

The

sa -cred rites be -

mp

   

The

sa -cred rites be -

thine:



 

 

 

 

 

 

 

 

  

p

mp

 



mp

 

 f

 mp

p

p

 p

mp



mp

ff

Db.

var - ious speech

Lento q = 60

 

Y

  Vln. I  

 

pp

ff

B. D.

  S.   

 p


62

(1) 41

  Fl.  1&2 

   



 

   

   

Z Tempo Iº q = 80

Ob. 1&2

 

Cl. 1&2

(1) Bsn.   1&2  

   



 

   

   

Hn. 1&2

 

Hn. 3&4

Tpt. 1&2

Tbn. 1&2

 

  

 

B. Tbn.

Timp.

S.

        - ne - vo - lent

- ne - vo - lent

T.

B.

  

 



 

at - tend,

      

A.

 



And

 

at - tend,

And

    grant

a blame - less

    grant

a blame - less

    life,

a

bles - sed

    life,

a

bles - sed

   

 end.

 Men

 end.

p

p

Men



must en - dure

p

Men

must en - dure

 

must en - dure

p

Men

Cel.

  

their

go



their

go

their

go

 ing

hence,



ing

hence,



ing

hence,



    



must en - dure

their go - ing

 

-

 

-

-

hence,

Z Tempo Iº q = 80

  Vln. I  

 

 

 

 

 

 

 

 

 

pp

Vln. II

 

 

pp

Vla.

 

Vc.

 

Db.

  

 pp


63

51

Fl. 1&2

  a2 



pp

Ob. 1&2

   







Cl. 1&2

 

 

 

 

pp

pp

Bsn. 1&2

 

a2



pp

Hn. 1&2

 

a2

pp

Hn. 3&4

a2

pp

Tpt. 1&2





   







pp

B. Tbn.

     

Tam-Tam

pp

  pp S.    Men

 





must en - dure

A.

Men

pp

T.

    Men pp

 B.   

Men

  Org.

Ped.

 

f

ff

 

 

 





 

must en - dure

 

must en - dure

 

must en - dure

 

 





their

go

 -

ing



their

go



their

go



their

go

 -

ing

 -

ing

 -

ing

God,

 

My

God,

ff

 

My

God,

ff

 

My

God,

 

 

hence.

My

 

hence.



  

ff

hence.

ff

 

hence.

 

 



 

 



a2

   



f

ff

 a2





 



 

my

God,



 

my

God,



 

my

God,





my

God,

 

 

 

 

 

    

 

 

 



 

   

   

 

why have you for - sak - en me?

   

     



why have you for - sak - en me?

   

   

   

   

   

 

 

Vla.

Vc.

 

  

   

p

   

     

   

 

div.

 

 

 

 

 div.

pp Db.

   

pp

 

p

pp

  

why have you for - sak - en me?

  

   

why have you for - sak - en me?

why have you for - sak - en me?

p

why have you for - sak - en me?

why have you for - sak - en me?

f

 

  

f

    Vln. I    Vln. II

ff

 

ff

pp

  

f



ff

pp

T-Tam

 

a2

Tbn. 1&2

pp


64

Fl. 1&2

  

 

Ob. 1&2

 

 

Cl. 1&2

 

 

 

62

Bsn. 1&2

Hn. 1&2

1    



p

 

1

 

 

pp

 

Hn. 3&4

 

Tpt. 1&2

 

Tbn. 1&2

 

 

 

  p

B. Tbn.

 

S.

  

A.

 

pp

 p

 

Timp.

mf

mf

pp



p

  

 

pp

 

 

T.

   

 

B.

   

 

  Vln. I  

  

div.

  

   

pp

unis.

Vla.

    pp

unis.

Vc.

    

pp

 Db.  

  

pp

div.

Vln. II

   

      

  

  

  

  

  

  

  

  

  

  

  

 

 

 

 

 

 

 

 

 

 

unis.





 

 

 

 

 

unis.



 

 

pp

pp

pp

p

pp

p

 

p

p

 

pizz.

p

arco

pp

 


65

VII – THE SUN Tranquillo q = 88

Flute 1 & 2

    

       

1





p

   

Oboe 1 & 2

 1

    

Clarinet 1 & 2 in Bb



  

 



mp

  



1



p legato e dolce

Bassoon 1 & 2

  

Horn 1 & 2 in F

 



Horn 3 & 4 in F



Trumpet 1 & 2 in Bb

    

Trombone 1 & 2

  

   

Bass Trombone

 Small Triangle 

Glockenspiel

Small Triangle



 



 

 Bb Gb

   

   



 

 

  



   

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

                pp

  

p

   

Celesta

p

Glockenspiel

   

Harp

 

  

 



  





       



       

 



p

   

Tranquillo q = 88

 

    



 



 





  





 

 

 



 



 pp

Violin I div.

   

Violin II div.

  pp

   

   

  

  

 

  

 

  

 

  

 

  

 

  

 

 



 

  

  



  



  

  

  

 

pp

 pp



sul G

  

Viola

 

 [  ]

 

 

 

 

 

 

 

 































pp

   

Violoncello

 [  ]



sul D



 



 



 



 

pp

Double Bass

     

pp

 

 

 

 

 

 

 

 


66

10

Picc.

  

AA 

 

  

  

    

 

     

mf

 

Fl. 1&2

3

(1)



3



mf (1)

 

Ob. 1&2



 

Cl. 1&2



 



   

      

  





  3

mf

3

Hn. 1&2

 

Hn. 3&4

Tpt. 1&2

 

Tbn. 1&2

 

 

B. Tbn.

Small Trgl.

Glock.

 

 

 



  

  







 

mf

   

 



   

 

    



 



   

 



   

 



 

 

 

 





mp

Hp.

Cb

 

S.

mf

 

mf

       

  

   

  

1

 

 

mf

(1)

p Bsn. 1&2

 

  

 p

 Do

 

 



-

mi - nus

il



 -

 

   

lu - mi - na - tio

me

  -

 -

B§ F#

 f



a.

Do

 -

-

-

-

mi

-



nus

il

 

Cel.

 

AA   



 



 





p

Vln. I div.

     

 

 

  

  

 

 

  

 

  

 

  

  

  

p

 p

Vln. II div.

   

Vla.

Db.

 

 

 

 

 





 

 





 

 





 

  













p

-


67

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

3

 

 

  

Fl. 1&2

 

 

17

   Picc. 

3

3 3        

     

Cl. 1&2

Bsn. 1&2

  

 

3

 

 

3

f

 

  

  

3

          

   

3

 

3

3

  

  

 

   

3

f

   

  3

3

  

Hn. 3&4

Tpt. 1&2

 

Tbn. 1&2

 

 

Small Trgl.

Glock.





 

    Hp.

S.

 



 

 



    - lu

mf





-

mi - na - tio

me

3

 -

-

-

  

  

 

3

3

   





3

3

3

  

 

 

3

            

               

            

               

 





 

3

3

3

3

  

           

   

  

           

   

Vla.

 

Vc.

 

 

 

3

mf

Db.

 

3

3

3

mf Vln. II div.

  

a.

 

 

 

mf Vln. I div.

 

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

  

   

    

 

3

 

  

  

 

 

3

 

3

mf

Hn. 1&2

B. Tbn.

 

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

mf

 

  

 

f 3

  

f

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

mf

Ob. 1&2

 

3

3


68

  

22

Picc.

  

 

 

 

(1)

 

  

Fl. 1&2

  

Ob. 1&2

3 3        

  

      3

3

 

3

  

3

3

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

Hn. 1&2

  

mf

f

f

  



3

 

 3 3 3 3 3 3 3                                          3 3

   3

f

(1)

Bsn. 1&2

p

          

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

3

(1)

Cl. 1&2



f

3

(1)

BB



 

mf

a2





mf

a2



Hn. 3&4

Tpt. 1&2

 

Tbn. 1&2

 

 

B. Tbn.

Small Trgl.

 

S.



mf

 

 

  

  3

3

3

 

        Hp.



 

 

  

 

 

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

3

3

3

3

3

3

3

3

A.

3

    3

3

 

3

 mf

Lord

 

of

the

mf

 Lord

  

T.

B.

mf

Lord

 

of

the

mf

Lord

  Cel.

       

  unis.  Vln. I 

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

 

  

 



unis.

  

3



     

3

  

mf

  

Vc.

  

   

BB  

3

Db.

       

 

 



  

 

  

 mf



 

  

p



 

p

mf

 

   

        

f

Vla.

 

p

 

Vln. II





  


69

    

26

  Picc. 

 

Fl. 1&2

p

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

Ob. 1&2

  

Cl. 1&2

 







 

   

 

 

   

   

a2

f

            

 

mp

  

Bsn. 1&2

Hn. 1&2

 



 



  

     



 



  

     



mp

Hn. 3&4

mp

Tpt. 1&2

  

Tbn. 1&2

 

 

B. Tbn.

   Hp.

3

3

3

3

 

   

    

sea

B.

-

-

       sea

T.

-

-

   

Vla.

-

the

sea

-

-

of

the

3

3







fie

-

-

sea

 -

 

-

ry

-

  ry

leap

3

3

   -

 

ing cour - sers,

mp

beam - ing

light

beam - ing

f

   leap

   -

 

ing cour - sers,

  

mp

light

beam - ing

light

       

 

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

light

mp

car

  

    

And

            

   

f

- sons,

3

beam - ing

         

3

3

f

-

        

mp

-

And

3

3

3

car

3

- sons,

3

3

      

3

f

 -

3

with thy fie

         

      

              

3

3

3

3

3

sons,

 

3

with thy

of

-

3

sons,

    Vln. I 

 

-

 

Vln. II

3

-

     

Cel.

3

 

              

   S. 

A.

              

3

 

 

  

          

        

        

3







  

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

           







 

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

       

mf

Vc.

 

Db.

 

 


70 (a 2)

   

32

  Fl. 1&2 

 

3 mp a2

    

mp

a2

  

3

mp

mp

3

3

mp

  

 

3

sim.

 

3

 

3

mp

mp

  

3

 

3

 

3

 

3

 

3

3

 

 

 

 

 

 

 

 

 

 

 

3

3

3

3

3

3

3

3

3

3

3

mp

 

mp

sim.

mp

mp







f

Hn. 1&2

mp

     

f Bsn. 1&2

a2

 

Cl. 1&2

 mp

Ob. 1&2

mp

mp

mp

mp

(a 2)

 

f

Hn. 3&4

 

 

Tbn. 1&2

f



Tpt. 1&2

B. Tbn.







Suspended Cymbal

Susp.  Cym.  

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

       

  

3

3

3

3

Hp.

mf

      

f

C# G§

 

p

3

S.

from

  

A.

T.

B.

Cel.

a

-

a

    from

  



a

a

3

3

3

3

3 3

3

ff



-

ff



3

3

3

3

3

3

3

3

3

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

3

3

3

3

3

3

3

3

3

3

f

 -



ff

f





ff

-

far:

 

Vc.

 

           



3

p

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

3

3

mp

3

3

3

3

3

3

3

3

3

3

                                                3

3

3

3

3

3

3

3 3

3

3 3 3 3                               mp 3                                3

3

mp

mp

  

3

far:

Vla.

3

far:

       

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

      

 

Db.

3

mp 3

3



far:

       Vln. I   

Vln. II

3

3



f



from

from

f

3 3





3

                        3

   

3

3

3

3

3

3

3

3

3

3

3

3 3               3                  3

3

 mp

3

3

3


71

CC 38

  Fl. 1&2 

           

mp

mp

mf

3

3

3

         

Cl. 1&2

Hn. 1&2

        

Ob. 1&2

Bsn. 1&2

3

3

3

   mp

 

3

mf

 

           

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

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

   

 mf a2

3

3

3

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

3

3

3

          



3 3

mf

mp

           

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

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



f







 









 





mf a2

Hn. 3&4



mf

Tpt. 1&2

 

Tbn. 1&2

 

3

Timp.

Susp. Cym.

 

 

 

3

3 3

3

a2

3











f 3





 

f

mp

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

p

3

3

3

3

3

3

mf

3

3

3

3

3

3

mf

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

3

3

3

3

 

3



3

                     3

3

3

3

3

3

3

  

mf

 

A.

ile

and

-

-

Ag

-

-

ile

and



ile

and

-

-

ile

and

CC

                               Vln. I  3

 

Vln. II

3

3

3

vig

-

  

vig

-

  

vig

-

f

 Ag

  

f

mf

f

f

mf

 

-

 Ag

T.

-



mf

  

D# G#

3

Ag

  

vig

-

  



or - ous,

ven

  

 

or - ous,

ven

  

 

or - ous,

ven

  



or - ous,

ven

           

   -

er - ab

-

   -

-

   er - ab

-

   -

 

le

Sun,

er - ab

-



er - ab

-

 

le

Sun,



 

le

Sun,

le

Sun,

           

3

3

3

3

3

Vla.

Vc.

3

  

3

mf

3

3

3

3

3

3

3

3

3

3

3

3

3

3

 

 



                          3

                                                          3 3 3 3 3 3 3 3 3 3 3 3 mf                                                                      3

3

 

mf

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

3

Db.

 

3

          

Eb                   3 3 3 3 3 3 3 3                                                    3 3 3 3 3 3 3 3 3 3 3 3 3 3

Hp.

B.

          

            

mf

 

S.

                  mf

B. Tbn.

3

mf

 mf

3

3

3

3

3

3

3

3

3

3

  

3

3

3

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

3

3

3

3

3

3

3

3

                                3

3

3

  

  

  

3

3

     

3

3

3

  

  

  







3

 f


72 (a 2)

                Fl. 1&2  44

            

            

 

 

 

 

 

 

 

 

f (a 2)

 

Ob. 1&2

   3

                                                                                 3 3 3 3 3 3 3 3

3 3 3              

(a 2)

Cl. 1&2

            3

Bsn. 1&2

 

(a 2)



 

(a 2)

 Hn. 1&2 



3

3







3



3

3



3





3

f

3



3

 

3



 

f

 

Hn. 3&4



 

Tpt. 1&2

  

 B. Tbn.   







 Timp. 







Susp. Cym.



 





3

3

3

Bb Gb

 





 

    

3

3

-

-

    -

    Ag

T.

-

-

-

   Ag

-

-

3

 

ile

and

vig



  

ile

and

vig

 

ile

and

vig



 

ile

and

vig

3

3

3

3

3

Db.

  



 

 

  

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

p

3

3

3

mf

3

3

3

3

3

-

-

ven

  

  

or - ous,

ven

or - ous,

3

3

or - ous,

3

3

3

3

3

3 3

3 3

3 3

3

3

3

3

er - ab

-

   -

er - ab

-

  

  -

er - ab

-

   

  -

er - ab

-



le

Sun,



 

le

Sun,





le

Sun,



 

le

Sun,

3

3

3

3

3

3

3

            

  

 





3

3 D§ ff







-

 

  

er - ab

-

-

le,

  

er - ab

-

le,

 -

-

 

 

-

 

ven

-



3

  

ven

3

3

3

3

3

f

3

3

3

3

3 3 3                         3 3 3 3 3

-

-

-

er - ab

 

 

-

’ra -

  -

le

 



  ff

           3

3

3

3

           3

f

3 3 3                                  3 3 3 f 3



-

ven

3

3

3

  

  

 

3

   ven

 

3

          

3

 

3

          

f

3

3

3 3                       

-

ven

f

3

  

ven

   -



  

or - ous,

    -

3

    

   

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

Vc.



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

Vla.

  

                                              Vln. I 

Vln. II

 

mf

C§ E§ G§ Ab

Ag

B.D.

3 3 3 3                              

A.

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

Db F§

Ag

B.



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

3

S.

 

mf

B. D.

Hp.



 

                                            f

 

 



  

f

 

 





 (a 2)

Tbn. 1&2

 



 

f



 

3

3

3

3             3

3

3


73

     Fl. 1&2  49

  

  

  

 

  

  

  

q = 96 

              



 



 



 



 



 



 



 



 

ff

                                            

Ob. 1&2

    

Cl. 1&2

  

  

  

 

  

  

a2 

              

ff



1

  





ff Bsn. 1&2

Hn. 1&2

 

  

Hn. 3&4

 

  



 

 

  

 

 

  



 



  

ff





ff

 



ff

                                                    

Tpt. 1&2



 

 

a2

ff

   

Tbn. 1&2

B. Tbn.

 

 

 



 

 

 



ff

 ff

Cl. Cym.



B. D.

Susp. Cym.

 

a2



Clashed Cymbals

f

f

   p

3

 

3

3

3

3

3           

    S.  -

-

  

er - ab

-

  

      ven

-

-

er - ab

-

ven

   B.  

  

ven

-

    Vln. I 

-

  

le,

  

-

  

-

3

-

-

-

-



 

-

 

-

er - ab

-

  

ff

le

 

Vla.

ff

le

Sun,

  

Vc.

3

 

3

3

3

3

3

3

3

3

3

3

3

3 3                       3

Db.

3

                       3

 

3

3

3

3

3

Sun,

                          3

Sun,

3

q = 96



ff

Vln. II

 

Sun,

er ab - le

  

le

  -

  -

-



ven

 



er - ab

ff

 ff



er - ab

3

  

ven

  

3

3

  

’ra - ble,

le

3

3           

ven

-

3

  

  

  

er - ab

ven

  -

3

le,



     ble,

T.

3

  

ven

A.

3

p

                          Hp.

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

f

3

3

3

3

div.

            

ff

3

3

3

3

3

 



3

 

 

 



ff

 

 

 



 

 



 

 

 





 

3

 

 

3

3

3

 

 3

3

3

 3

3

3

3

3

div.

 3

3

ff

 3

3

 ff 3

 3

 


74

53

  Fl. 1&2 

               3

3

    

3

a2

(a 2)

3



 

3

Cl. 1&2

Bsn. 1&2

(a 2)   

Hn. 1&2

 



 



(a 2)





 







3

(1)

    

 





3

        

Ob. 1&2



  

3

   

 



 



3







 

a2

f

Hn. 3&4

a2







f (a 2)

Tbn. 1&2

B. Tbn.

Susp. Cym.



 



 

  



 



 



 

 

mf

 

  



ven

  

A.

   

T.

-



 ven

-

 



ven

B.

  Hp.

S.

  

-

-

er - ab

 

-

er - ab

-

-

le

Sun,

-



le

Sun,

-

-

-

-

 

Vln. II

      3

3

3



-

Vla.

-

-

-

er - ab

 -

le

ven



 -

-

-

-

er - ab

-



le

Sun,

-

 ven

-

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

3

unis.

3

3

3

3

3

3

3

3

3

3

    



          

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

3

Db.

Sun,

3

 



3

Vc.

le

3

 

ven

ven

  Vln. I 

er - ab

 

  

3

3



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

3

    

3

3

3

    

3

 

3





3

 3



3

3



  





3



 

3

        

3

3

3

3

3

3


75

      56

Fl. 1&2

DD



  

  

Ob. 1&2

  

a2

 



f

   

Cl. 1&2

 



  

3

3

3

3

3

3

3

3

3

3

3

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

f Bsn. 1&2

Hn. 1&2

 

 

3





 

3

3

3

3

3

3

 

3

3

              

f



3

                                       a2

mf

Hn. 3&4

 

Tbn. 1&2

B. Tbn.

Hp.



 





 

 

 

3

3

3

3

3

3

3

3

            

  mf

f



 

            

f

 3

3

3

3

3

3

3

3

     

  

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

f

   S. 

ff

 

Fie

  

A.

T.

B.

 

 

  -

er - ab



-

  -

er - ab

-

 



le

Sun,



le

Sun,

 

Vln. I

 

  

 

Vla.

3

3 3







 

3

and

 

 -

-

-

ry

and

  -

-

-

 

ry

and

3 3

3 3

3 3

3 3

3 3

3 3

3 3

3 3

3 3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

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

f

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

                                 f

3

3

f

3

3

3

ry

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

3

        

3

 

DD



3

3



3 3

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

  

Vc.

Db.



3

3

-



3

3

-

ff

                          

Vln. II

and

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

         3

ry

                                                f

 

Fie

-

ff

 

Org.

 

-

Fie

-



Fie

-

Ped.

-

ff

Sun,

    -

 



3

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

f

                                    f 3

3

3

3

3

3

3

3

3

3

3

3


76

60

Picc.

  

 

f (a 2)

 

Fl. 1&2

 

 





 

 

 

 





f (a 2)

Ob. 1&2

 

Cl. 1&2

 

Bsn. 1&2

 

Hn. 1&2

 

Hn. 3&4

Tbn. 1&2

 

B. Tbn.

 

  Hp.

S.

    

 

 3





3



3

 

3

3

3

  

B.

 

 

Vln. I

  

3

3

3

3

3

3



3





 

Vla.

 

Vc.

Db.

3

       

3

3

3

3





 

 

 

 

 





            



3



 

(a 2)

3

3

3

3

3

3

 

   

round

the

heavens

you

run.

round

the

heavens

you

run.

round

the

heavens

you

run.

round

the

heavens

you

run.

-

 a

 

-

 a

 

 

3

3 3

-

3 3

3 3

3

3

3

3

3

3

3

3

3

 3

 

 

 

 

3

3

3

3

3

3

3

3

3

3

3

       

  

 





3

3

            3

3

3

              

3

3 3

3

3

3

3

3

3

With

var

With

var

With

var

With

var

-

-

-

-

-

-

-

-

- ious

 -

-

-

-

- ious

 -

-

-

ious

3 3

-

- ious

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

3 3

 

3 3

3 3

3 3

3

            

 3

3

        3

3

3

3

 

       

 

           3

3

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

3

            3

3

3

3

3

3

3

3

3

       

3

3

           

3

3

3

       

3

3

3

3

3

3

3

3

3

3

3

3

           

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

 

 

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







            

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

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

       

           

3

3

3

3

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

3

3

3

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

3

       

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

 

3

3

       

   

 -

  

bright





 

   

3

a

 

3

a

 

3

        

       

 

3

        

3

Vln. II

3



 

3

Ped.

3

(a 2)

Org.

 

3

                

 

bright

 

3

                

bright

T.

3

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



bright

A.

3

3

3

3

3

3

3

3

3

3

3

3

3

3

 3

3

3

3

3

3

3

3

3


77

                                         

64

Picc.

  

ff

 

Fl. 1&2

   

 

 

mf

 

Ob. 1&2

3

3

3

    

ff

   

 

 







mf

    

Cl. 1&2

3

EE



mf

     ff       ff

Bsn. 1&2

Hn. 1&2

 

  

mf

 

 

ff

a2

  

mf





mf

Hn. 3&4

a2





ff

a2





ff

Tpt. 1&2

 



Tbn. 1&2

 



 



 

  

B. Tbn.

Xyl.

Xylophone

 

 

Hp.

ff

Gb F§

    

A.

  

T.

B.

 

-

-

 found

ing,

ing,

 -

 found

 

    found

ing,

 -

ing,

gold - en

 

Vln. I

  

lyre, ’tis

 

gold - en

lyre, ’tis

gold - en

 

lyre, ’tis

 

gold - en

 

 

lyre, ’tis

 

 

F#



 

 mine

 

mine

 

 mine

 

To

fill

the

world,



fill

the

world,

 world,

 

To

fill

the

To

fill

the

3

3 3                               3



                                 3

3

3

3

3



  to

 

fill

  



 

the

world

with



 

to

fill

the

world

with

 



 



 

to

fill

the

world

with

  

to

fill

the

world,



 

world

with

EE 

   mf

3

                                3



To

ff

Vla.

3

mine

ff

Vln. II

Ab

 

 

Bb

f

3

 

Cel.

 

3

found

3

Eb

 

S.

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

div.

   mf

3

  

  

ff

 

Vc.

mf

  

unis.

ff

Db.

 

   ff


78

1 72

  Fl. 1&2 

 

 

  

a2

f

 

Ob. 1&2

 

mf

1

   

 

mf

  

Cl. 1&2

a2

 

Bsn. 1&2

Hn. 1&2

    



  

  

a2    

mf

a2

 

   

mf

 

Tpt. 1&2

   

  

 

  

 

    

mf





mf

 

Hn. 3&4

   

a2

f

mf

(a 2)

  

a2

 

  

  

  

  

a2







mf



mp

 mp

mf



 

 

   

 

mf Tbn. 1&2

B. Tbn.

Timp.

S.

 

 

 

          har - mon - y, with

B.

       har - mon - y, 

    



    

har - mon - y,

 

har - mon - y,

      Vln. I  

to

      

har - mon - y,

    fill

the world with

    

to

fill

the world with

 

   

to

fill

 

   

to

fill

 

    

the world with

the world with

    har - mon - y,

to

     har - mon - y,

to

    har - mon - y,

to

    har - mon - y,

to

div.

  

     fill

the world with

    fill

the world with

    fill

the world with

    fill

the world with

      

   

                

Vla.

 

Vc.

     

 pizz.



 

    

     

    

     

unis.

 

    

  

  

mf



 

to

fill

har - mon - y,

mf



har - mon - y,

to

fill

  



 

to

fill

  

mf

har - mon - y,

unis.

 

 

  

  

 

 

mf

  

    

   mf

   

har - mon - y,

mf

Vln. II

3

mp

har - mon - y, with

T.

mp

        

A.

Db.

pizz.

 

mf

  

 

   

 

the world with

 

the world with

 

  

      3

arco

 

mf

 

 

  

 

the world with

arco

  

mf

   


79

  

81

Fl. 1&2

   

      3

3

       

Cl. 1&2

f Bsn. 1&2

 



 

Tbn. 1&2

 

B. Tbn.

 





 Timp. 

 

  



 3

   



     

   f

 3

 

f

 3        

 

f

        

    

   

 

 

B.D.



 

  

   a2                

     har

mf

cresc.

to

fill

 



       

  

- mon - y, to

    to

  



fill





  

  f

the world with har

   

   

to

  

fill cresc.

to

the world,

fill

fill

    

  

    

fill

   

the world,

to

fill

  -

-

f

the world with har

-

-

f

-

-

f

    the world with har

mon -

 

    the world with har

mon -

 

mon -

  -

-

mon -

 

ff

y,

 

 

 Glock.

   y,

with

with

 

ff

  

f

3

      

with

- mon y

  

  

 

   

 

 

 

   

  

 

  

    

 

 

3

  3

3

 3

3

3

         

di - vine.

di - vine.

 

di - vine.

   

har - mon - y

di - vine.

 

  

  div.                     

  

ff

   3            

       

   

div.     3                f           

ff

       

   

div.

 

 

   

 

 

 

har - mon - y

y,

 

y,

3 3

har

ff

f

D major

  



har - mon - y

ff

  

 

with

  

Vc.



f     

 

 

 



fill

the world,

    

  Vln. I  

Vla.

f

Vln. II

   



the world,

cresc.

 

 

 

    mf p

   

cresc.

   

har - mon - y, to

Ped.

ff

p

Susp. Cym.

   

Org.

 

mp

har - mon - y, to

Db.

f

3

 

   S. 

B.

 

ff

mf

 

T.

a2



a2

A.

 

f



f



ff



mf



Hp.

 



mf

Glock.

ff



Susp. Cym.

  

3

Tpt. 1&2

B. D.

         

   



  

mf

f

 Hn. 1&2  Hn. 3&4

 

ff

f

    



ff

f

        

   

Ob. 1&2

 

f

f

 

  

     f

 

ff









unis.

   

div.

 

   unis.

p

ff

  

ff

    


80

        

89

Picc.

    

Fl. 1&2

   

mp

(a 2)

    

Cl. 1&2

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

 a2

mp

mf

Ob. 1&2

 1



mf

a2

f

mf

 

mf Bsn. 1&2

 

a2

mf Hn. 1&2

 

(a 2)



Hn. 3&4

Tpt. 1&2

  

(a 2)

Small Trgl.

Glock.

 

mp



 

 

3



 

3

3

3

3

mf

 

  3

 

3

  3

 

   

3

3

3

3

3

3

3

            

S.

p

 

3

   3

3

 

3

3

   

3

3

3

mp

3

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

3

       

3

3

    3

3

f



A.

p



har

T.

B.

  

 

  Cel.

Org.

Ped.

 

 

          mp

 

 

 

p

p

 

Vla.

Vc.

har

-



mon

-

  -

mon

-

y

di



y

di

  -

-

 

 -

-

vine,

div.



 

 mf

3



mon - y

di

  

mon - y

di

  

 di

-

har

-

mon - y

di

-



  

 div.

 

 

f

 f div.

 

 

f

unis.

 

f sonore

 f

-

mon - y

 

-

-

 

har

 

mf Db.

3

unis.

3

  

 

unis. mf

-

 

vine,

mf

-

 

mf

p

 

-

mf

 

 

har f

 



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

 

  Vln. I  Vln. II

f

-

f

3

       3

3



3

f

har

 

mf

l.v.

  

a2



p

 

3

Hp.

a2



 p

    3

 

mp

mp

  


81

FF 94

  Picc.   

Fl. 1&2

 

Vivace q = 140

            

f

3

3

3

    

Cl. 1&2

 

f

3

3

 

       

    3

        3

3

3

1   

3

        3

3

 

 

  

 



Hn. 3&4



Tpt. 1&2

 

Tbn. 1&2

  Hp.

    

f

                    3 ord. 3 3         3

- vine.

       

 3 3 3 3           

Do - mi - nus

il - lu - mi - na - ti - o

  

me

 -

 -

   

- vine.

 

A.

 

a,

 3   

3

Do - mi - nus

3 3 3  3           

Do - mi - nus

-

il - lu - mi - na - ti - o

  

T.

 

me legato

    3

Do - mi - nus

- vine.

3 3        

il - lu - mi - na - ti - o

-

 3

me

 -

a,

Do - mi - nus

 3    

3

il - lu - mi - na - ti - o

 -

3   

a,

3      

il - lu - mi - na - ti - o me legato

3 3       

3

-

a

3 3       

3

Do - mi - nus



  

 3   

- vine.

 

3

legato

 

legato

S.

f

f

Hn. 1&2

B.

f

1

     

3

f

Glock.

3

Bsn. 1&2

B. Tbn.

1            

3

f

Ob. 1&2

il - lu - mi - na - ti - o

- vine.

  Cel.

 

   

  

   

f

FF   Vln. I  Vln. II

 

Vla.

   

Vc.

Db.

 

Vivace q = 140

 

div.

 

 unis.

   mp



    

  



    

unis.

  

mp


82

99

Picc.

  

    3

         3

3

(1)

     

Fl. 1&2

3

  

Ob. 1&2

(1)

 

Cl. 1&2

Bsn. 1&2

      

3

       

 

   

f

       

   

 



  

 

3

  

   

3

(a 2)

       

 

   

3

3

    

 

    

   

3

3

   

 

    3

3 3 3         

f

 

3

       3

3

 

Hn. 3&4

Tpt. 1&2

  

Tbn. 1&2

   

        

f

3

3

3

3

a2

3 3 3         

f

 

  Tub. B. 

B. Tbn.

Glock.



 

   me

-

3      

    me 

-

me

-

 -

3

-

me

-

   

-

  

 

 

   

3

   

        

  

il - lu - mi - na - ti - o

   

me

3

me

 



    

  





    

  





   



  



   



 -

 -

Vla.

Vc.

 

Db.

3

 -

a,

-

   

  

me

  

-

-

me 3

 

 

3

 

 

3 3        

3

Do - mi - nus

3   

a,

-

il - lu - mi - na - ti - o 3 3        

3

Do - mi - nus

il - lu - mi - na - ti - o

a,

3 3     

 3  

il - lu - mi - na - ti - o

3 3     

Do - mi - nus

3   

a,

  

3

 -

Do - mi - nus

a,

3

   

 

me

-

-

me

  

 -

-

a,

   

a,

3      

il - lu - mi - na - ti - o

    

 

   

 

 

   

 

        

    

        

 

 

   

 

 

 

    

 

    

  

     

  

 3 3 3         

mp

 

me

il - lu - mi - na - ti - o

3     

il - lu - mi - na - ti - o 3

il - lu - mi - na - ti - o

Do - mi - nus

3    

3  3         

a,

3

3    

il - lu - mi - na - ti - o

3 3    

3

Do - mi - nus 3

   

  



    

p

        

Vln. II

3  

 3     

3

 unis.

Do - mi - nus

3

 

  Vln. I 

3 3    

 

   

3  

a,

3     

a,

Do - mi - nus

legato

    

il - lu - mi - na - ti - o

 

 

a,

 -

 3    

3

Do - mi - nus

Cel.

il - lu - mi - na - ti - o

Do - mi - nus

B.

3 3        

3

Do - mi - nus

T.

   3    

A.

   

 

S.

Tub. Bells

f

     Hp.

   

3

3

Hn. 1&2

a2

3

3

mp

 

3

(1)

    



3

        

3

f

 3 3 3          f

3

3

            

 

      

 


83

104

  Picc. 

         

  

Fl. 1&2

f

a2





 



 



 



 

   

3



f

 

mf

3 3 3  3         



mf

mp

a2

3

3

f

Cl. 1&2

mp

a2

  3            

f

f Ob. 1&2

GG

3 3            3     3        3 3 3 3



mf

fp

Bsn. 1&2

   3   

 3       

3



3





mp

mf

Hn. 1&2

 



Hn. 3&4



Tpt. 1&2

  



      3

Tbn. 1&2

B. Tbn.

Tub. B.

Glock.

 



 

S.

   

Do

-

-

  

a,

-

mi

-

















 

-

      



    

Vla.

   



   

 



     

  

Vc.

Db.

3

   3   

3

men,

A -



GG

3

3

3

3

3



3



div.

               3

 

 









 

div.

 

3

3

mp

 

 

mf

 

mp





unis.

     3

mf unis.

  

mf



mf

 

mf

mp

3

div.

mp

3

3

-

 3         3       

-

f

   3  

-

mp



A -



f

men,

3



-

f Vln. II

-

                  3

-



A

   

-

mf

       Vln. I 

-

 

nus.



A

mi

mf

nus.

 -

Dom - ni - nus.

 Do

Cel.

     

 

T.

3       



me

B.



3

 

A.

 

Hp.

3

 

   

f

        

3

1

con sord.

mf

3


84

     

112

Picc.

  

f (a 2)

 

Fl. 1&2

   

3

3

mf

3

3

3

     

3

f

3

(a 2)

 

Ob. 1&2

     

 

3

     

3

3

     

3

3



   



3

   

3

3

     

 

3

     

  3



3

3



3



f

   

(a 2)

Cl. 1&2



     

f (a 2) Bsn. 1&2

Hn. 1&2

 

f













  











 



 

f

S.D.

 

Snare Drum

3  3     

mp

S.



3  3     

 



3  3     

B.

 

  











3  3     



3  3     



3  3     

     

3

 

 -

 -

-

-

-

-

-

 -

-

mf

-

-

-

-

-

-

-

-

-

men,

A

  

 

3

-

      3



 

3  3     

   

3

3



3  3     

-

-

-

-

-

-

         

          

3

-

-

3

-

-

-

-

men,

-

-

A

3

men,

     

 

-

-

-

     

     

     

-

-

-

-

men,

men,

div.

 

3

f

3

3

unis.

   

3

3

  3

3

3



      3



unis.

     

3



3



   

3

3



 

     

3



3

3



f

ff

3

3



f

         

ff

3

3

3

          

3

   

3

3

  3

      

3

     

3

3

  

3

          

3

3

3

























ff



div.















f

Db.

     

men,

-

3

  

Vc.



f

f

Vla.

3  3     

3

div.

Vln. II



f

  

-

Vln. I



f

mf

A

T.



3

mf

A

A.



f

f

  

3



Xylophone

 

Xyl.



3

a2

f

B. Tbn.

3

a2

senza sord.

f Tbn. 1&2

3

     

 

a2

   

a2

mf

Tpt. 1&2

3

mf

Hn. 3&4

3

f

 

3

     

 ff

ff


85

HH 122

  Picc. 

 

ff 3 Fl. 1&2

 

Ob. 1&2

 

Bsn. 1&2

 

 3 3 3         

 

ff

     

3

3

3

 

ff

B. Tbn.

Timp.

Cl. Cym. S.D.

ff

 

3



  ff legato

  S. 

ff legato

 

ff legato

  

ff legato

B.

 

Ped.



       

 

3

3

3

3

3

   

            

3

 

3

3

 

      3

3

3 3    

    a 2           3

a2

     

3

3

 3     

3 3            

3

3

3

      

3

               

3

3

3

            3

3

3

3

3

3

3

3

           

 

 

 3   3  

 

-

-

-



gliss.

ff

3



   

3



-

-

-

-

-

-

-

-

-

-

-

-

men,

A

-

-

-

-

-

-

-

-

-

-

-

3     

3

-

-

-

-

 3   3     3     3 A

3

3

   

-

-

-

-

3 3           3

A

A

-

3

-

-

-

3

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

men,

 -

A

men,

 -

men,

3     

3

A

-



 3    

3

A



3     

3

A

men,

-

men,



-



men,

3     

-



3

3     

3

3

-

-

3

 3    

3

3

A

A

A

-

-

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

men,

A

A

A

-

-

 

 

 

  Vln. I 

3 3 3         

  

Vln. II

 

Vla.

 

unis.

Vc.

 

 

  

     

     

3

3          3

ff

 

3

 

3 3 3         

3

unis.

    

-

3

 

3

3

3

3

3

 

E§ F# G§ A§ D§ C# B§

-

A

ff

Db.

f

A

Org.

Clashed Cymbals

 

3

3

 

ff legato

 3             

ff

A

T.

   ff    

3

3

A

  

f



3 3 3         

3

  Hp.

3

ff

    

3

      

   

 

A.

3 3 3         



3

3



Xyl.

3

  

3

 

  



3

 3      ff          

Tbn. 1&2

ff

Tpt. 1&2

ff

 Hn. 1&2  Hn. 3&4

 

ff 3

 

Cl. 1&2

  



 3 3 3          ff

3

3

3

3

 

 

 

3

 

HH

                     3

3

3

3

3

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

3 3 3          3 3 3         

3

3

 

 


86 132

Picc.

  

Fl. 1&2

 

(a 2)

a2

 

Ob. 1&2







 

      ff      

3 3 3             3 3 3       a2   3 3 3     Bsn.        1&2         3 3 3 3   ff (a 2)     Hn.   1&2  3

Cl. 1&2

 

   

Tpt. 1&2

(a 2)

 

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

 

 

 



 

 

 

3     

   



        



 3

  

  

3

  

3

  

fff

3

  



  

B. Tbn.

 

 Timp.  Cl. Cym.



Susp. Cym.



3

3

3

 

Suspended Cymbal

   ff  3 3  3            3 3 3 3 3 3       

    Vln. I 

div.

Vln. II

ff

 

  

  

        3

3

3

     

     

3

   

3

   ff 3

3

f

 

  

 

 

 

  

 -

-

-

-

-

-

A

-

-

-

-

-

-

unis.

 

         

-

             

         

-

  

       

  -

-

  

  



 



 

 

  

         div.

     

 

 

3  3         

 

men.



3

men.

unis.

men.

 

A

-



men,

-

A

men.

 



men,

-



-

A

men,

 



men,

3    3 3       Vla.          3 3 3 3       3    3 3        Vc.        3 3 3 3          Db. 

 

a2

3

ff

p

A

div.

    f      

A

 

Ped.

a2

- men,

Org.

   

f

A

    - men,  

 

     

         

A

  

- men,

B.

a2

3

- men,

T.

 

 

fff

       

   

A.



3

ff

3

    3 3 3            3 3 3 3

Hp.



3

3

ffp

 

S.

3

 

3            3

          3         3

 

ff

3

a2

Tbn. 1&2

 

3

3

 

       



 

 



fff Hn. 3&4

ff

a2

a2

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

3

3

3


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