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O'Regan, Tarik Martyr

Score for sale (North America): http://www.halleonard.com/product/viewproduct.do?itemid=14041273&lid=41 Score for sale (UK, Europe and other territories): http://www.musicroom.com/se/ID_No/0706548/details.html Information about work and materials for hire: http://www.musicsalesclassical.com/composer/work/37098

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Novello & Co Limited Part of the Music Sales Group


Tarik O’Regan

MARTYR (2008) for chorus and orchestra

Full score

NOVELLO


MARTYR Duration c. 17’ Instrumentation SATB chorus SATB solo 3 Trumpets in Bb (3rd off-stage) Timpani Organ (optional) String Orchestra: (minimum desks – 2.2.2.2.1) Text Quia tu et arca sanctifecacionis tuae. Sacerdotes tuae induant iusticiam et sancti tui laetentur in bonis. For you are the ark of your holiness. Your priests shall clothe themselves in justice and your saints shall rejoice in good things. Albane sacrifeca diis nostris “Alban, sacrifice to our Gods.” taken from an anonymous 8th century manuscript of "The Martyrdom of St Alban" (originally 6th century) translation published in "Alban's Buried Towns" by Rosalind Niblett and Isobel Thompson (Oxford, Oxbow ISBN 1-84217-149-6) © Robert Niblett. All rights reserved. International Copyright Secured. Reprinted by Permission. LAMENT! for Diocletian's fiery sword Works busy as the lightning; but instinct With malice ne'er to deadliest weapon linked Which God's ethereal store-houses afford: Against the Followers of the incarnate Lord It rages; some are smitten in the field-Some pierced to the heart through the ineffectual shield Of sacred home;--with pomp are others gored And dreadful respite. Thus was Alban tried, England's first Martyr, whom no threats could shake; Self-offered victim, for his friend he died, And for the faith; nor shall his name forsake That Hill, whose flowery platform seems to rise By Nature decked for holiest sacrifice. [William Wordsworth (1770-1850), Ecclesiastical Sonnets (VI)]

Martyr Dei, qui unicum patris sequendo filium victis triumphans hostibus, victor fruens caelestibus,

Martyr of God, you who triumph, your enemies overcome, by following the only son of the Father and as a victor partake of the heavenly,

tui precatus munere nostrum reatum delue arcens mali contagium, vitae removens tedium.

wash away our iniquity by the gift of your prayer, warding off the infection of evil and taking away the weariness of life.

Soluta sunt iam vincula tui sacrati corporis, nos solve vinclis saeculi. amore filii dei.

Now the bonds of your holy body are loosened, Loosen us from the bonds of this world through the love of the Son of God

[MS 391, (c. 1065): Cambridge, Corpus Christi Coll., The Portiforium of St Wulfstan]


Notes Martyr was commissioned by St Albans Chamber Choir in celebration of the fiftieth anniversary of their founding. It was premiered by the St Albans Chamber Choir and the Royal Philharmonic Orchestra in St Albans Abbey on 24 January, 2009 under the direction of John Gibbons. Martyr was written as a counterpart to Haydn’s Missa in Angustiis (‘Nelson’ Mass), using the same orchestration as Haydn’s original version. In venues where an organ is present, the optional organ part should always be used. The four SATB solo parts should be performed by a group of singers placed to the side or to the front of the orchestra, away from the main chorus. Although written with individual ‘professional’ solo voices in mind, the solo parts may also be performed by a semi-chorus with, for example, two or three voices to a part. The central a cappella section can be performed as a stand-alone piece entitled Martyr Dei. This is available for purchase separately from Novello (Order number; NOV958331-02). Tarik O’Regan Cambridge, December 2008


Commissioned by St Albans Chamber Choir to celebrate the 50th anniversary of the choir’s foundation

MARTYR Tarik O’Regan

  

Slow q = 58

Trumpet I in Bb

(Trumpets actual sounds in score)

 ppp

       

  

 

3

pp

    

3

    

 

3

Trumpet II in Bb

 

Trumpet III in Bb (off-stage)

  

Timpani

     ppp

Soprano SOLO

  

Alto SOLO

 

Tenor SOLO

  

  

Alto

 

Tenor

  

 

 

 

 

  

 

Bass SOLO

CHORUS

Soprano

Bass

Organ (optional)

Pedals

 

Slow q = 58

Violin I

Violin II

  

Viola

Violoncello

Contrabass

pp

ppp

 

 

© 2009 Novello & Company Limited

ppp

pp

 JGM rev 1


2

3 3                             mp p

12

Tpt.I

  

mf

Tpt.II

Vln. I



        mp

    

  

  p





 

p

 

       



  

 

 

pp



pp

 

 

pp



 

p

 

   

pp

Vc.

p

mf

Vla.

 

            pp

p

3

 

Vln. II

Cb.

 

      

pp

 

     

   

A

20

Tpt.I

Tpt.II

Timp.

S. SOLO

  

   

  

 











 

 

 

 

 

 

 

      

 

 

 

   

pp

   

f                  For

 

A. SOLO

you are the

      f

B. SOLO

  

 A

Vla.

  

Vc.

 

Vln. I

 

Vln. II

Cb.

 

pp

you are the

ark

you are the

ark

      f

For

  

    of your

f

For

 

of your

           For

T. SOLO

ark

you are the

   

ark

of your

of your

       

ho - li ness.

    

 







  





  







priests shall

clothe them- selves in

 

   

 

             

 

ho - li ness.



              Your

ho - li ness.





 

ho - li ness.

  

  

p

     

Your

priests shall

Your

priests shall

    Your

clothe them- selves in

     

priests shall

   

clothe them- selves in

   

clothe them- selves in

 

  

  

 

 

 

 

 

     



        

  

 

  

 

  

 


3

     30

Timp.

S. SOLO

   

jus - tice

  

A. SOLO

jus - tice

T. SOLO

   

S.

  

jus - tice

   

 





and

your

and

your



jus - tice

B. SOLO





and

your

and

your

   saints

   saints

   saints

   saints

 





shall

re

shall

re



shall

re

shall

re

-

-

-





joice

in

joice

in





joice

in

 -

joice

in

  

  

good

  



 

 

 

 

things.



things.

pp

“Al

  

A.







   

B.

   

Vln. I

     

Vln. II

Vla.

Vc.

Cb.

 

 



 

 

  



 





 

  

-

-

-

-

-

ban,

ban,

ban,

B Steady q = 116

 



ppp



   

  



  

 

   

  



  

 

  

  



  

 

-

ban,

pp

 

“Al

-

pp

“Al

 -

pp

“Al

T.

 

good

 



things.

  

good

things.

good

  

B Steady q = 116

ppp

ppp

ppp

ppp


4

    35

Tpt.I

S.

A.

T.

B.

Vla.

Vc.

Cb.

     

sac - ri - fice

to

our



pp

to

our

 to

our



sac - ri - fice

to

   

sac - ri - fice

our

Gods,

Gods,

Gods,

Al

Al

Al

 -

-

-

-

ban,

ban,

ban,

  

  

  

pp

ban,

  

Al

Gods,

  

sac - ri - fice

   

con sord.

 

   

  

44

Tpt.I

Tpt.II

S.

      sac - ri - fice

A.

 

  

sac - ri - fice

T.

      

sac - ri - fice

B.

Vla.

Vc.

Cb.

   to our

Gods,

   to our

con sord.

Gods,

 

 

  

  

Gods,

p

 

p

p

p

p

   

Al - ban,

  

pp



Al - ban,

   to our

Al - ban,

     

sac - ri - fice

  

Gods,

   

to our



pp

  

Al - ban,

 

fice

to

 

   

 

  

 

  

sac - ri -

sac - ri -

sac - ri -

fice

 

 

 

our

to

our

Gods,

Gods,

Gods,

p

p

 

p

Gods,

 

our

to

fice

our

to

fice



p

   

sac - ri -

 

p


5

    57

Tpt.I

Tpt.II

Timp.



   

 



mp



p

    

Al

A.

 -

-

Al

-

-

    

-

-

-

-

  

Al



 sac

ban,



ban,





sac

sac

 -

-

-

-

 -

 -

-

-

-

B.

Al

Vln. I

Vln. II

Vla.

  

 

 

ban,

sac

-

 -

ri -

ri -



ri -

 -

-

fice

-

-

fice

-

-

fice

-

-

fice

 -

ri -



mp

    

mp

T.

ban,

mp

 

 to



 



 Gods,

 

to

to

to

our

our

our

mp



our

                                      



mp

mp

S.

Gods,

Gods,

Gods,

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

    

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

                                                              mp

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

mp

Vc.

  

Cb.

   

mp


6

    62

Tpt.I

Tpt.II

Timp.

S.

   

   

 

   



  

Al

A.

T.

B.

 

   



-

ban,

sac

-

ban,



sac

-

ban,



sac



mf

Al



-

-

mf

Al

-

ban,

sac

 ri

 ri

 ri

 -

-

-

-

-

-

-

-

-

 -

ri

-

-

-

fice

fice

fice

fice

    

   

mf

     

-

  



  





mf

Al

   

mf

   

   

  

mf

      mp

to

our

Gods,

 

our

to

to

our



to

our



Gods,

Gods,

Gods,

                                             

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

Vln. II

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

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

Vla.

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

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

Vc.

  

Vln. I

Cb.

   

mp

mf


7

        67

Tpt.I

Tpt.II

Timp.

S.

   

 

B.



 

 

    

    

        



   

   

f

          



f

 

 

   

f

  

-

-

-

ban,

sac

 -

ri

-

fice

to

f

   

f

   

f

Al

Al

-

-

-

-

-

-

-

-

-

ban,

sac

ban,

sac

ban,

sac

-

-

 ri

 ri

-

-

 -

ri

-



 

our

to

our







fice

to

to



fice

fice

Gods.”

Vln. II

 

our

Gods.”

 

our

Gods.”

 

 

 

 

 

Sw.

ppp

                                                                                 mf Vln. I

 

Gods.”

Org.

Ped.

 

mf

Al

T.

     

   

Al

A.

  

SOLO *

ppp

 



                                                                                          f mf                                                                                         mf        f                                                                                                                                   f div.

Vla.

mf

Vc.

 

            

  

  

         

  

 

div.

mf

Cb.

   

* Solo string parts in this passage are only to be performed if the Organ is NOT being used in performance.

           

f

         

f


8

C Tempo I° q = 58                   71

Tpt.I

Tpt.II

Timp.

S.

A.

T.

B.

     

   

 

     

 

     

 

    

 

    

 

 

          

     

  

 

    

Ped.

   

    Vln. I

Vln. II

Vla.

Vc.

Cb.

 

 

Sw.

C Tempo I° q = 58 

             

   

 

 



   



 

     

 

 

 



3

                 

 

                  

 

 

3

SOLO (if no Org.)

 

      

p

pp

3

             

 

              

 

                   

 

               

  

SOLO (if no Org.)







 

 

ppp

 



        





3

3

3

  

 

3

p

 

3

Org.

   

 



3

p




9



78

 

  

3

Vln. I

Vla.





3

 

3

 



 







mp



3

3

  



 



      

 



mp

3

  

 

mf

 



3

3

 



mf

3

       

mp

 

       

    



  

3

          

 

Vln. II

   mp

3

Ped.

p

           

Org.

 

 





  





 

mf

       

82

 

3

 

 



        

    



Ped.

             



Vln. I

Vln. II

        



3

 

 

  

f

   p





 





  



 



 

  

pp

 



 

 

pp

molto









f

Vla.

   

Sw. to Ped. 16’

p

 

 

pp

 

3

 

 

p

mf

Org.

       3

f

p

  



 

pp



 



  

pp

molto

Vc.

SOLO (if no Org.)

 pp




10

 sim. senza sord.                          sim.                                  D Tempo II° q = 116

87

Tpt.I

mf dry (breathe ad lib.)

Tpt.II

   

 

      

         

          

       

mf dry (breathe ad lib.)

Timp.

Org.

Ped.

sim.

 

      

   

 

sim.

mf

D Tempo II° q = 116

        Vln. I

          

  

senza sord.            

(solo)

 

 

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

(unis.)

mf

                                                                                                                                                    ALTRI

mf

     Vln. II

(solo)

 

 

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

(unis.)

mf

ALTRI                                                                                                                   mf

   Vla.

(solo)

 

 

pizz. l.v.

f

   

 

(solo)

 

Vc.

(unis.) ALTRI pizz.

        

      

f

pizz.

Cb.

f

    f

   

l.v.

   

   

(unis.)

ALTRI pizz.

    

pizz. l.v.

l.v.

   l.v.


11

       



92

Tpt.I

Tpt.II

Timp.

Vln. I

Vln. II

         

       

    

 

 

 

 

  



  

   

  

    

  

 



Vla.

  

l.v.

Vc.

     

  

  

    

l.v.

l.v.

l.v.

  

l.v.



l.v.

sim.

   

    sim.    

sim.

                                

S.

A.

              



    

   

    

 

      

  



  

B.

   

    



       

  f



La -

ment!

f

 

 



 

La -

ment!





f

    

    



 

La - ment!

T.

  

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



E

96

Timp.

    



Tpt.II

                                                                                        

Tpt.I

 

 

 

                                                                         

  

Cb.

 



f

La - ment!

   

La

  -

ment!

  La

 

  -

ment!

                                                                                            E

Vln. I

Vln. II

Vla.

Vc.

Cb.

                                                                                                                                                

   

   

   

   

  

    

  

   

   

                                          

arco

arco

mf

                                        mf

  


12

       



     

101

Tpt.I

Tpt.II

Timp.

S.

      

    

B.

Vln. I

     

    

 



 

ment!

-



-

 La

-

  

   

      

  

    

mp

La



La

  -

 

 La

ment!



   

 -

  

La

T.

 

 

La

A.

 

ment!

ment!



ment!

La

-

 

ment!

-

-

mp

-

-

-

-

-

-

-

-

-

-

-

-

-

 -

-

-

   -

-

-

-

 -

 -

-

-

-

ment!

 -

-

mp

La

-

La



-

mp

La



-



ment!

   -

-

-

ment!

ment!

                                                                        mp

Vln. II

                                                                                         mp

Vla.

                                                                                                     mp

Vc.

                                                                                  mp

Cb.

   

   

       


  105

Timp.

S.

     

    

T.

B.

Vln. I

    

mp

La - ment

      

            

La - ment

A.

13

La - ment

La - ment

           

for

Di - o - cle -tian’s

              

fie -ry

Di - o - cle -tian’s

fie - ry

         

for

Di - o - cle -tian’s

           

for

Di - o - cle -tian’s

fie - ry

fie - ry



La -

ment!

f

sword,

for



sword,

f

 

 



 

La -

ment!





La - ment!

f

sword,

sword,

f

La - ment!

 

La

  -



ment!

La

 

La -

ment!

 





 

La -

ment!





La - ment!

 

  -



ment!

La - ment!



La

-

 La

-

                                                                                             mf

Vln. II

                                                                                                        mf

Vla.

                                                                                                                                         mf

Vc.

                                                                                           mf

Cb.

   

               mp


14

     

F

110

Tpt.I

con sord.   

  

  

  

 

      sim.  



 

 

 

mp dry (breathe ad lib.)

Tpt.II

Timp.

S.

A.

    

  

con sord.   

mp dry (breathe ad lib.)

 

                 

 

 

       

sim.

 

mf

     

       - ment!

T.

      

B.

     -

Vln. I



ment!

F                                                                            p subito

Vln. II

                                                                              p subito

Vla.

Vc.

Cb.

                     

  

                                     

               mf





  

pizz.

 



       



 

 

mp subito

pizz.

 

mp subito

 



    

 


         114

Tpt.I

Tpt.II

S.

      





  

15

G

sim.

 



mf

    

                                

 sim.   

  

     

      mf

   

Di

B.

Vln. I

     

     

-

mf

     

La - ment! for

T.

  



  

      

mf

La - ment! for

A.

       

 

Di

     mf

-

La - ment! for

Di

mf      

-

La - ment! for

Di

-

o

   -

o

   -

o

 -

-

-

-

-

   -

-

o

cle - tian’s

fie



-

cle - tian’s

 -

cle - tian’s

 -

cle - tian’s

fie

 -

-

-

ry

sword

ry

sword

 -

sword



 fie

ry



 fie

ry

sword

               G                                                                                                mf

Vln. II

            ���                                                                                                      mf

Vla.

Vc.

Cb.

 

 

      

    

                                                                                                                                

arco

mf

                                                                                      

arco

   

mf

arco                           mf


16

                                      119

Tpt.I

Tpt.II

Timp.

S.

     

 

 

      



     

bu



            

-

bu



-

 bu



-

Works

bu

   sy

  

Works

B.

 

Works

T.

 

      

 

H

        

 

 



mf

Works

A.

    

  

-

sy

   sy

   sy

as

the

as

the

as

the

as

the



 light

-

-

-

-

-

-

-

-

-

 but

ning;

 but

ning;

-

ning;



 light

-



 light

-



 light

 but

ning;

 but



ins - tinct



ma -



With



ins - tinct

With

ins - tinct



ma -



With



ins - tinct

ma -



With

ma -

                                                                              

                         

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

                

Vla.

                                                                                                                           

                  

Vc.

                                                                                            

                  

H

Vln. I

Vln. II

Cb.

   

          

pizz.

mf


17

       



124

Tpt.I

Tpt.II

Timp.

S.

      

         

    

lice

  

Vln. II

Vla.

Vc.

Cb.

lice

         lice

       -

Vln. I

 

 



 



 

 

 





  

    

 



 

p



 



p

 

mp

-

B.

-

T.

    

 

-

A.

   

lice

ne’er

to

dead

 ne’er

to

dead

ne’er

to

dead

ne’er

to

dead

   -

-

li - est

wea

  

li - est

wea

   -

-

 -

wea

  

li - est

wea

-

 -

li - est

-

-

 -

 -

-

-

pon

 -

 -

pon

pon

 -

pon

linked

linked

linked

linked

                        

                                              

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

                                 

                                 

                                                      

                    

                                                      

    

     

   



  

Which

God’s

e - the



  

Which

God’s

e - the



  

Which

God’s

e - the



  

Which

God’s

e - the

-

-

-

-

                         

mp

                 mp

                

mp

                

mp

mp


18

      128

Tpt.I

Tpt.II

Timp.

S.

    

 

      

     

     

real

B.

  

  

    

real

 store

store

-

-

-

hou

-

hou

-

hou

-

-

-

-

-

 -

-

-

-

 -

-

 store

hou

 store

 

-

-

-

-







ses

af





ses

af





ses

af





ses

af

 -

-

  

  

  

  

  

  

   

   

f

f



A

-

-

f

-

-

-

-

ford:

-

-



A

-

-

f



ford:



f

ford:









I

f

senza sord.

mf

real

T.

  

mf

real

A.

  

senza sord.

A

-

-



f

ford:

A

-

-

  

gainst

the Fol

  

gainst

the Fol

  

gainst

the Fol

  

gainst

the Fol

-

-

-

-

                        

                                                         

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

                                                                                 

Vla.

 

                

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

Vc.

                   

                                                                                                  

Vln. I

Vln. II

I

f

f

f

Cb.

    

   

  

   

     f


Tpt.I

Tpt.II

Timp.

S.

A.

T.

B.

132       

      

 

        

 











- lo - wers

of

the

in

      

- lo - wers

of

the



        

- lo - wers

of

the

in

     



of

the

in

- lo - wers



in



 

 -

-

car

   -

-

car

-

 -

-

car

-

car

nate

-

nate

-

nate



 







A



Lord,

A

A

-

-

-

-

-

-



Lord,

A





Lord,

  

 

 



Lord,

  

 -

nate

  

 -



19

-

-

  

gainst

the Fol

  

gainst

the Fol

  

gainst

the Fol

  

gainst

the Fol

-

-

-

-

                        

                                             

                         

Vln. II

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

                                    

                

Vla.

                                 

                                     

               ��� 

Vc.

                                     

                                 

                                                 

                                 

Vln. I

Cb.

    

          


20

Tpt.I

Tpt.II

Timp.

S.

A.

T.

B.

136       

        

 





 



        

  

- lo - wers

of

the

      

- lo - wers

of

the

        

- lo - wers

of

the

in

     



of

the

in

                         

Vln. II

Vla.

                                 

Vc.

                                      

    











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

Cb.

- lo - wers

Vln. I

 

in



in



-

-

car

-

 -

-

car

-

 -

-

car

-

 -

-

car

nate



Lord

   



  



nate

nate

  -

 

    







It

ra





It

ra





It

ra

It

ra

   



J

nate

Lord

Lord

Lord

-

 

ges;

 -

ges;

 -

ges;

 -

ges;

J                                                                 pp subito

                                                                    pp subito

                                                                       pp subito                                                                                                                          

                                                                                       140

Vln. I

Vln. II

Vla.

Vc.

Cb.

                                                                                                                

    

                                                                                                                           

                                                              

pp

arco

                         pp


21

      145

S.

K Tempo I° q = 58

 

 f      

Mar - tyr De

A.

   

 

-

 f     

Mar - tyr De

T.

B.

Vln. I

     

   

 

-

f      

Mar - tyr De

 

  

-



i,

qui

i,

qui

i,

qui

     

 

 

 

u - ni cum

      u - ni cum

     

u - ni cum

     

 

qui

                        

K Tempo I° q = 58

  

 

f

u - ni cum,





Vln. II

                                     

 

 

 

Vla.

                                   

 

 

 

                      

  

 

 

                        

  

 

 

Vc.

Cb.

     152

S.

mf

pat -

    

mf

A.

pat -

mf

T.

     

pat -

       mf

B.



ris

se

ris

se



ris

se

 -

quen

-

-

quen

-

quen

do

fi

-

do

fi

-

-

  

 se

-

-

-

-

   

 -

-

  

 -

 -

fi

do

 -

  



-

-

-

 

   



li -

quen

vic

   li -

um

  

 

  

li -

um

-

-

p

vic

-

 

do

    fi

-

    

p

li - um,

p

tri - um - phans

 -

tri - um - phans

tis

tri - um - phans

  

cae

tis

  

tis

  



vic

f

-

p

um

 -

  



-

-

-

-

-

-

-

-

-

-


22

     

mp

S.

hos - ti - bus,

 

A.

vic - tor

  

vic - tor

les -

-

-

- ti

-

-

-

tus

tu - i



bus,

tu

-

   -

-

-

-

-

-

-

  

nos - trum re -

mf

 

  

  

tus



mf

  

  

mu - ne - re

pre - ca

-

 

tus

  

mu - ne - re

pre - ca

mp subito

 -

-

    

mp



pre - ca

tu - i

fru- ens cae - les - ti - bus,

  

mp subito

fru- ens cae - les - ti - bus,

vic - tor

   

mp

 -

tu - i

        

hos - ti - bus,

B.

fru- ens cae - les - ti - bus,

        

          

    

mp

hos - ti - bus,

T.

mp subito

       

157

nos - trum re -

  

mf

  

  

mu - ne - re

-

    

mf

  

-

nos - trum re -

-

-

-

i,



  

mu - ne re,

    165

S.

-a

-

tum

  

A.

-a

     -

T.

a

B.



 -

  

    

  

  

  

  

de - lu - e,

  

tum

 -

   

de - lu - e,

   

tum

re

-

-

-

e,

-

p

lu - e

-

-

a

-

     

     

 

 de

  

 

ar - cens ma - li

  

con - ta - gi -

vi tae

  

  

um,

vi - tae

   

tum

    

p

re- mo - vens

  

te

-

  

di - um,

re - mo - vens te - di -

   um,

ah

  

de - lu - e,

     

p

ah

 

     

con - ta - gi - um

  

de - lu - e

   

    

de - lu

L

p





ah

ah

S.

mp

ar - cens

 mp  

A.

ma

ar - cens

-

  

ma - li

 mp   

T.

 li

B.

  

  

con - ta - gi - um

   con - ta

ah

mp

Slower q = 50

poco rall.

      172

 -

gi -

   um,

mf

  

vi - tae

re

mf

 vi

mf



ah,

  

ah

ah

mf

-

tae

 -

  

mo

-

  

  

vens

te - di

  

re - mo - vens

te

 ah



ah

ah

 -

di -

 -

um.

    f

So - lu - ta

f

 

  

um.

So - lu - ta

    f

So - lu - ta

f

 

So - lu - ta





sunt

iam



sunt

iam



sunt

iam

sunt

 iam

       


S.

23

M

178       

  

Tempo I° q = 58

vin - cu - la

     

A.

  



pp

 

vin - cu - la

      

T.

tu -

molto

   

vin - cu - la

B.

       

     

  

vin - cu - la, iam

pp

 

 tu

-

-

-

  

 

i

sac - ra

pp subito

vin - cu - la

tu

 

i

ra

-

sac

-

-

     ti

cor - po



ti

cor

-

-

-

ris,



po -

ris,

-

  

 

cor - po

-



cor

-

 

-

- ris,

  

-

po

-

ris,

-

-

-

-

-

-

186

S.

pp





sac

  

A.



-

i

    

T.

cor - po

B.





    cor

sac

-

-

-

 -

-

-

-

ra

 -

-

-

-

-

-

cor - po

-





 

po -

ris,

po

ris,

cor

-

-

-

-

-

-

-

-

 

  ti

 -

po

 p

cor

 -

-

-

nos

sol

ris

nos

sol



po - ris

nos



sol

 

ris

cor

nos

 

cor - po

p

 

ris,

p

- ris,

-

 

cor - po

  

 

- ris,

ti

ra

 

  

-

-

-

p

  ve

  

-

-

ve

 -

ve



sol - ve

  mp    194

S.

vinc

 

-

-

-

  

mp

A.

-

vinc

B.

 -

 -

   

mp

vinc

sae - cu

-

 -

-

-



sae

-

mf

lis

mp

  

lis

 

vinc

T.

  

   mf



mf

lis

sae

-

-

-

lis

sae

cu



mf

-

 -

-

nos



cu - li,

 -

li,





-

cu -

  

   sol

-



-

sol



li,

nos

sol



li,

nos

ve

 -

 -



vinc - lis





nos

-

-

-

-

ve

-

 vinc

f

ve

vinc

-

 -

ve

-

-

  -

-

-

-

sae

-

-

 

lis

sae

-

    

-

-

 

cu - li,

-

cu - li,

     

-

 

cu - li,

   

 sae

 

  

   

lis

f

vinc

lis

sae

f



 sol

 

  f

cu - li,

   


24

Slower q = 50

       

 

a - mo - re

fi

       ff

a - mo - re

fi

        ff

a - mo - re

fi

ff

203

S.

A.

T.

ff

B.

        a - mo - re

Vln. I

   

Vln. II

Vla.

 fi

 

 -

li

-

-

li

-

li

-

-

li

i

-

  



  

    

de - i,

i

de - i,



  

N Tempo I° q = 58

 

    

 

 

fi - li - i

     

de - i.

   

    

  

fi - li - i

de - i.

de - i.

 

 -

i

 



 

  

  

i

de - i,

de - i.

N Tempo I° q = 58

 

SOLO

Slower q = 50

     

  

  

 

 

  

 

 

ppp

 

    

p

3



SOLO

 

 

   

ppp

  p

  212

Vln. I

 

Vla.

 



      

3

 

SOLO

Vln. II

 

    

3

   

pp

p

 

3

3

   

 

  

mp

     



3

 mp



  

 3

mf

      3

3

    



3

mp

3

    

   

 

mf

 

       mf

    

 

  


  

       

218

Vln. I

3



 

Vln. II

 

f

3

 

  



  



   



pp



f

 

p

  

f

Vc.

     

molto

    

Vla.

 

25

   

pp



p

pp

molto



 



SOLO

pp

 



 

O (senza sord.)

224

Tpt.I

Tpt.III (off-st.)

S.





pp

(senza sord.)



A - men,

a

-

ppp

   

 

-

men,

a

 -

-

-

men,

    

 

A - men,

A - men,

B.

a

pp sempre

A - men,

a

-

pp





pp

 ppp

a - men,

   





 



pp

(senza sord.)

  

-

-

-

-

men,

a

-

-

-

  

-

-

-

men,

a

-

  

 

men,

a - men,

a

-

-

 men,

 

 

 

    

 

 

  

men,

men,

a

 

 

a - men,

pp sempre

   

T.



    

pp sempre

 

  

p

 pp sempre       

  

ppp



A.



ppp

Tpt.II

a - men,

a - men,

a

-

a

-

-

men,

-

a

-

a - men,

a - men,

men,

a - men,

a

-

-

-

-

  

 

Vln. II

Vla.

Vc.

 

mp



men,



O

Vln. I



men,


26

Tpt.II

Tpt.III (off-st.)

S.

235          



a

-

a

B.

Vla.



-

a

-

 

 

   



    

 

a - men.

men,

 

 

 

 

a - men,

men,

a - men,

a - men,

a







a - men,

 

 

men,



Vc.

Cb.

   

men,

-

  

 a

T.

 

  

A.

-

men,

a

 



 

a - men,

a - men,



a - men,

a

-

-

a

men,

-

-

a

-







 



 



 



 

 

-

 

 

-

-

a

men.

-

men.

ppp

 



 



 



TUTTI

TUTTI

men.

-

-

men.

ppp

pp

 P

  

  

246 Tempo II° q = 116

Tpt.I

Tpt.II

S. SOLO

“Al -

A. SOLO

p  

T. SOLO

p   

“Al -

“Al -

B. SOLO

(senza sord.)



pp

 p  

 

p

“Al -

  

ban,

ban,

ban,

ban,

sac - ri - fice

   

sac - ri - fice

  

sac - ri - fice

   to our

Gods,

   to our

 

Gods,

p

p

p

p

pp

 p

 

 

Al - ban,

Gods,

   to our

(senza sord.)

Al - ban,

  

sac - ri - fice

  

Gods,

   

to our

 

Al - ban,

  

Al - ban,

   

Vc.

  

Cb.

   

   

sac - ri -

 

sac - ri -

 

sac - ri -

fice

to

   

fice

to

  

fice

to

  

fice



 

p

   

sac - ri -

 

to

our

Gods,

 

 

 

our

our

our

Gods,

Gods,

Gods,

  

P

Tempo II° q = 116

Vla.

p

p

 

p


27

    260

Tpt.I

Tpt.II

Timp.

S. SOLO

   



 

p

 

  

mp





p

 

mp

Al

T. SOLO

B. SOLO

S.

  

 

A.

B.

Vln. I

Vln. II

  

  

  

 

-

-

-

mp

-

-

mp

-

-

-

“Al

-

-

 sac





sac

ban,

sac



 -

-

sac



sac

ban,



ban,





sac

sac

-

-

-

-

-

-

“Al

-

-

ban,

sac

-

ri

-

-

-

-

ri

-

-

ri

-

-

-

-

ri

 ri

 ri

-

-

-

-

-

 -

ri

fice

fice

-

-

fice

fice

fice

fice



 Gods.

to

our

to

our



Gods.

Gods.

 Gods.

our

 Gods.

to

  

our

to

to

our

our

our

                                       



  

TUTTI



our

mp

 

to

to

fice

 to

 -

fice

 -

 -

-

ri





ban,

-

mp

ban,

 -



ban,

mp

 

mp

ban,

 

“Al

T.

-

 

“Al

 

-

mp

Al

-

 

Al

  

mp

 



mp

 

Al

A. SOLO

TUTTI

Gods.

Gods.

Gods.

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

    

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

                                                              mp

                

mp

Vla.

  

Vc.

 

Cb.

   



 

 

 

mp


28

    266

Tpt.I

Tpt.II

Timp.

S. SOLO

   

   

 

   



  

 

   

   

S.

A.

T.

B.

 

ban,

sac



ban,

sac



ban,

sac



-

ban,

sac

-

ban,



sac

-

ban,



sac



-

-

mf

-

mf

mf

Al

   



Al

sac

mf

Al

 

ban,

-

Al

mf

Al

 

mf

Al

   

T. SOLO

B. SOLO



 

Al

-

ban,

sac

ri

 -

-

-

 -

ri

-

-

-

-

ri

-

-

 -

ri

-

-

 -

-

-

ri

 ri

 ri

-

ri

-

-

-

fice

-

-

-

fice

-

-

-

fice

-

-

-

fice



fice

 -

fice

 -

fice



mf

fice

    

  

mf

     

-

  



  





Al

A. SOLO

 mf

   

   

   

mf

      mp

to

our

Gods.



to

our

Gods.

to

our

Gods.



to

our

Gods.

to

our

Gods.

 

our

to

to

our



to

our

 

Gods.

Gods.

Gods.

                                             

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

Vln. II

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

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

Vla.

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

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

Vc.

  

Vln. I

Cb.

   

mp

mf


29

        271

Tpt.I

Tpt.II

Timp.

S. SOLO

  



   



  

f

S.

f

  

f

  

Al

B.

Vln. I

Vln. II

-

-

-

-

-

-

 Al

-

-

-

f

 





    f

        

   

          



f

-

-

-

ban,

sac

ban,

sac

ban,

sac

ban,

sac

ban,

sac

 -

ri

-

 -

ri

-

 -

ri

-

 -

ri

-

 -

ri

-

   

f

  

f

Al

Al

-

-

-

-

-

-

-

-

-

ban,

sac

ban,

sac

ban,

sac

-

-

 ri

 ri

-

-

 -

ri

-



fice

to

our

fice

to

our



fice

to

our





fice

to

our

fice

to

f

Al

T.

-

Al

A.

-

   

   

-

f

Al

B. SOLO



    

   

 



 







fice

to



Gods.”

 

Gods.”

 

Gods.”

 

Gods.”



 our

to

our

to

fice

Gods.”



fice



 

mf

Al

T. SOLO

     

   

A. SOLO

  

 

Gods.”

our

 

Gods.”

our

 

Gods.”

                                                                                                    f mf                                                                         ���                          f mf

                                                                                                                                  f div.

Vla.

mf

Vc.

  

            

  

  

         

  

 

div.

mf

Cb.

   

            f

         

f


30

   sim.                                   sim.                        Q

275

Tpt.I

Tpt.II

Timp.

     

mf dry (breathe ad lib.)

          

   

 

mf dry (breathe ad lib.)

     

     

mf

          

sim.

 

        

S. SOLO

    

 

A. SOLO

    

 

T. SOLO

     

 

B. SOLO

     

 

     

 

    

 

T.

     

 

B.

     

 

S.

A.

Org.

Ped.

Vln. I

   

 

   

  

   

  

  

  

Gt. to Ped. 16’

f

   Q                                                                                     mf subito

Vln. II

                                                                                                        mf subito

Vla.

                                ff

Vc.

pizz.

f

                                

pizz.

                        

pizz.

ff

Cb.

ff

l.v.

   

    f l.v.

l.v.    f


                                  280

Tpt.I

Tpt.II

Timp.

S. SOLO

 sim.         

 

       

 

 

   

    

   

f

some

A. SOLO

T. SOLO

B. SOLO

Org.

Ped.

Vln. I

Vln. II

    

f

   

 

 

some

are

f

 

               

           

  

    

are

 

31

smit - ten

   

   

smit - ten

 



    



   

in

the



   



   

in

the

    

   

    

    

    

    some

   f

some

   

are



smit - ten

are



  

smit - ten

  

in

the



   

in

the



    

                                                                                                                                                                                                                                           

   

l.v.

Vla.

 

l.v.

   

l.v.

Vc.

    

Cb.

   

   

l.v.

l.v.

  



l.v.

sim.

   

    

sim.

     sim.



   



    



    


32

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

       

             

       

285

Tpt.I

Tpt.II

Timp.

S. SOLO

 

     

 

     

 

B. SOLO

S.

A.

T.

B.

Org.

Ped.

Vln. I

Vln. II

Vla.

Vc.

Cb.

                   



   

   

   

to

   

 

Some

pierced

    

   

Some

pierced

Some

field,

   

    pierced

Some

   



field,



  

   

field,

T. SOLO

field,

A. SOLO

   

pierced

 

 



      

  

  

 

the heart

the heart

the heart

   the heart

      

    

to

 

  

to



  

 

to

 

R



f

  

through

the

in - ef - fec



  

through

the

in - ef - fec



f

  

through

the

in - ef - fec



f

through

the

f

-

-

tual

shield

tual

shield



     

   

    

    

     



   

   



  

 

-

in - ef - fec

-

tual

shield

tual

shield

R

                                                                                                                                                                                                            

 

     



    



  

   

   

   

           

  

arco

                                                           mf

                                     

arco

mf



    


       



      

290

Tpt.I

Tpt.II

Timp.

S.

A.

T.

B.

Org.

Ped.

Vln. I

33

       

     

          

 

 

 

  





Of

sac



Of

sac

Of

sac



Of

sac

-

red

home;

 -

-

home;

 -

red

   

        



pomp

are

o



with

pomp

are

o

mp

with

pomp

mp

with

pomp

mp

with

red

red

    

    

  

  



home;

 home;

mp

 are

 o



are

o

   -

-

thers gored,

   -

-

thers gored,

   -

-

thers gored,

   -

-

thers gored,

   

  

    

                                                                          mp

Vln. II

                                                                                         mp

Vla.

                                                                                                mp

Vc.

                                                                                 mp    

Cb.

   

   

       


34

  294

Timp.

S.

      ���      

      

     

B.

     

      

            pomp

with

T.

mp

with

A.

with

with

are

are

o - thers

f

 And

f

o - thers gored

            pomp

And

o - thers gored

            pomp

are

o - thers gored

               

pomp

are

f



 And

gored

f

 And

dread - ful

dread - ful

res -

 res -

dread - ful

dread - ful

res -

 res -



pite.



pite.

 

pite.



pite.



Thus

was



Thus

was

Thus

was



Thus

was

   

  

  

Org.

Ped.

Vln. I

                                                              mf

Vln. II

                                                                                                           mf

                                                                                                             mf

Vla.

 

Vc.

                                                                                                                                        mf

Cb.

   

               mp


35

     

S

299

Tpt.I

                                                 

con sord.

p

Tpt.II

Timp.

S.

       

p

      

Org.

Ped.

-

           

Al

B.

    

mf

Al

T.

                                                      

                 

Al

A.

   

con sord.

Al

-

-

ban

tried,

ban

tried,

ban

tried,

 -

ban

 tried,

    

    

    

  



   

p

Sw.

  

  



       

    

 

   

  

                                                                               S

Vln. I

p subito

Vln. II

                                                                               p subito

Vla.

Vc.

Cb.

                                                                     

            

mf





  

pizz.

 



       



 

 

mp subito

pizz.

 

mp subito

 



    

 


36

                      303

Tpt.I

Tpt.II

S.

T

 



                                

mf dry (breathe ad lib.)

 

 

                    

mf dry (breathe ad lib.)

    

 

mf

  

    

Mar

B.

     

     

Ped.

Vln. I

Mar

  

  

mf

Mar

  

     



 

 

 



mf

    

  

Mar

tyr,

-

tyr,

  

tyr,

tyr,

  





whom

no

threats

could





no

threats

could





whom

no

threats

could





whom

no

threats

could

     

shake;

whom

   -

shake;

shake;

shake;

                                  

Gt. to Sw. 8’

  

-

Eng -land’s first

     

  

Eng -land’s first

     

Org.

mf

  

   

-

mf

Eng- land’s first

T.



Eng -land’s first

A.

 



     

  

     

  

T                                                                                                 mf

Vln. II

                                                                                                    mf

Vla.

Vc.

Cb.

 

 

     

    

                                                                                                                         arco

mf

                                                                                                                           arco



mf

arco                          mf


37

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

                

308

Tpt.I

Tpt.II

Timp.

S. SOLO

A. SOLO

T. SOLO

B. SOLO

S.

A.

T.

       

     

   



Ped.

  

      

        

      

 

Self

of

    

Self

of

     

- fered vic

  

- fered vic

- fered vic

Self

-

  

of

       

-

-

  

of

- fered vic

-



his

friend

he

died,



tim,

for

his



he

  

tim,

for

his

  



for

his

friend

tim,

for

  

tim,

     

  

   

     

friend





died,

friend

he



died,

he

died,

 

 

  



  

mf





And

for

the



the

mf

And

for

mf



And

for

faith;



faith;



the



And

for

the





faith;

And

for

the

faith;



the

And

for







And

for

faith;





faith;



the



And

for

the

  

      

mf

                



  

   

      

                 

Org.

     

    

 

mf

Self

B.

  

  

U

 faith;



 faith;

       

  

  

                                                                                                       

                         

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

                

Vla.

                                                            ���                                                               

                            

Vc.

                                                                                           

                            

U

Vln. I

Vln. II

Cb.

   

     

pizz.

mf

    


38

       



313

Tpt.I

Tpt.II

Timp.

S. SOLO

       

    

                            

        nor

S.

          nor

A.

                

       

nor

      

Org.

Ped.

Vln. I

Vln. II

Vla.

Vc.

Cb.

     

 

 



  



  

    





shall

his

name

for





shall

his

name



shall

his

name



shall

his

name



for



for

  



for





shall

his

name

for

his





name

for





shall

his

name



for

shall

his

name

for

   

    

     



 

 



   

 -

-

-

-

-

-

-

-

-

-

 

-

 

sake,

  



-

-



  

That

Hill,



That

Hill,

mp



That

Hill,



That

Hill,

mp



That

Hill,



That

Hill,

mp



That

Hill,



That

Hill,

mp

sake

  

    

mp

sake

 -

sake



mp

sake

 for

 

-

sake

 for

-

sake

 for

-

mp

mp

sake

 for

sake,

 -

-

sake

 for

sake,

 -

-

 for

sake,

 -

 for

sake,

 -

sake,

 for

sake,





sake,

 -

  



whose flo

-

   whose flo

-

   whose flo

-

   whose flo

-

   whose flo

-

   whose flo

-

   whose flo

-

 



 

p

                                 

mp

                                 

                                                      

mp

-

  

 

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

                                                                    

whose flo



                                              

                    

  

p

                         

    

 

p

p



shall

nor

B.

 

nor

T.



 

nor

B. SOLO

 

 

mp

nor

T. SOLO

nor

A. SOLO

   

                         

mp

                

                                 

mp

mp


      317

Tpt.I

Tpt.II

Timp.

S. SOLO

mf

    

 

            

-we

T. SOLO

     

-we

B. SOLO

      

-we

S.

A.

Org.

Ped.

-

-

-

-we

-

                 

-we

ry

ry

-

plat

-

plat

-

ry

plat

-

-

-

seems

to





form

seems

to





form

seems

to

form

-

 rise,





seems

to

rise,

  

rise,

  

  

f

  

  

rise,

rise,

rise,

rise,

rise,

form

seems

to





rise

form

seems

to



rise

to

rise

f

La ‘

rise,



  

 

rise,

    

  

 

La



rise,

La

  

rise,

La

By

Na

Gt.

   

f

Na



By

Na



f

   

   

  

 



Na

-

ment!





ment!

La

  -

ture

  -

ture

  -

ture

  -



 

 

Gt. to Ped. 16’

La

 

By

 

ment!

f

   

-



By

   

-





   

-

 

f

f

   

ment!



f

-

f



 f

rise

   

rise,

rise,



f

rise,

rise,



    





rise,

rise,

rise,

  

to

  

  

  





   

rise,

  

  

seems

seems

  

  

form

form

  

  

f





  

  

     



 plat

form



plat

ry

-

ry

 -

plat

plat

ry

-

  

 

ry

-

plat

ry

 

 

     

-we

B.

-

-we

T.

  

  

senza sord.

mf

-we

A. SOLO

  

senza sord.

39

V

ture

-

 decked

decked

 decked

 decked



f

                        

                                                         

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

                                                                                 

Vla.

 

Vc.

                         

                                                                             f                                                                                     f                    

Vln. I

Vln. II

Cb.

                

    

V

f

f

f

    

            


40

Tpt.I

Tpt.II

Timp.

S. SOLO

A. SOLO

321       

       

 

B. SOLO

      

A.

T.

B.

Org.

 

La

 

     

La

Ped.

Vln. I

La

for

ho

      

for

ho

       

for

ho

     

     

for

ho

-

-



liest

sac



liest

 -

-

sac

sac



liest

sac

  

     

 

-

-





-

 ri

-

-

-

-

-

-

ri

 ri

 ri

 

 

ment!





ment!

La

-



ment!

La

-

-



-

-

ment!

   

fice,





 

 







 



 -

ment!

-

 

f

   

by

Na



by

Na



by

Na



by

Na

 

-



  

-

f

La

fice,

 -

 





f

fice,

 -



La

fice,

 -

 



La



-



La

ment!

-

 

f

ment!



   

 

  -





liest

-



        

-



     



La

     

     





ment!

S.



   

ment!

T. SOLO



 

ment!

Le

 

-

ment!





ment!

La

-

   -

-

ture

decked

  

ture

decked

   -

ture

decked

   -



 

 

ture

decked



                                                                                   

Vln. II

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

Vla.

                                                                                                                           

Vc.

Cb.

                                                     

    

                                  

                                                             

                                  


Tpt.I

Tpt.II

Timp.

S. SOLO

A. SOLO

325       

       



41

   



 



 

     

   





La

      

-

B. SOLO

ment!

T.

     



 La

 -

 

La

La

 ho

      

Org.

ho

       

Ped.

Vln. I

ho

for

ho

      

     

liest

 -

liest

 -

         

-

for

    

-



sac

sac



liest

sac

 

-

-

-

  

-



-

  



ment!

La

-

-



ment!

La

  

ri

-



 

ri

fice,

   

  



ment!

-

 



 

-

ff



by

Na

by

Na



by

Na

ff



by

Na

 

 ff

  

 

ment!

Le

 

ment!





ment!

La

-

-

   -

ff

 

-



ff



fice,

 

 

ff

fice,

ri

-

ff

La

 

  





La

fice,

ri

ff



ff

La

ment!

 



ff

 

   

ff



La

ment!





ff

ment!



   

 

  -

ment!

 

 

 -

 -







liest

-

 sac

-



         

-



ment!

       

for

B.



La

for

A.



La

ment!

S.





ment!

T. SOLO



-

ture

decked

  

ture

decked

   -

ture

decked

   -

ture

decked

   



ff

          div.                                                                             ff

Vln. II

div.                                                                                                           ff

Vla.

Vc.

Cb.

div.                                                                                                                               

                                    

    

                                                                                                                     

ff

                                  ff

                

arco

ff


42

Tpt.I

Tpt.II

Timp.

329       

        

  



S. SOLO

      

A. SOLO

      









   

La

ment!

T. SOLO

B. SOLO

    

La

 

 

La

A.

T.

B.

Ped.

Vln. I

Vln. II

Vla.

Vc.

Cb.

for

ho

      

for

ho

       

for

ho

     

     

Org.

La

         

for

ho

-

-



liest

sac



liest

 -

-

liest

sac



liest

sac

 

     







-

-

 ri

-

-

-

-

-

ri

 





 

 



La

 

  -

ment!

 

ment!

La

-

 ri



-

ri

-

-



ment!



 -

f

 

  

-

fice,



 









 







 

 

-

-



by

Na



by

Na



by

Na





ment!

La

-

   -

-

ture

decked

  

ture

decked

   -

 Na

-

ment!

ture

decked

   -



 

 

 

 

 

La

 



by

 

ment!

f



ment!

 



La



fice,

 -

 





f

fice,

 -



La

fice,

 -

 



La



-



f

ment!

-

 

La



ment!



  

ment!

 -



    

-

 sac

-



ment!

S.

-



     

-



ture

decked

 

                                                                                                                                                                                                                                                                                                                                                                       

                                                                                         

                                                  

                                                   

                                                                        


Tpt.I

Tpt.II

Timp.

333       

       



     

A. SOLO

      

B. SOLO

 



 

Ho



 





 



  



 -

-

liest

     





Ho

 -

-

liest

     

A.

T.

B.

Org.

Ped.

Vln. I

Vln. II

Vla.

Vc.

Cb.

      

                   

for

ho



for

ho



for

ho



for

ho

 -

-

 -

-

     



    

 



liest

sac

 -

-

-

-



      

sac

sac



liest

sac



 



       





ri

  

-

-

liest

sac

-

-



-

-

-

ri



-

-

ri

ri

-

-

-

ri

-

-

ri

-

-

-

-

-

-

fice.



-

-

ri

-

-

-

-

-

fice.

-

-

-

-

-

-

fice.

-



liest

sac

-

-

-

-

-

-

 

-

-

-

-

-

  ri

  

-

-

-

-

-

fice.

-

 

fice.

 

-

 

fice.

-

fice.



 

 

 





 

 

 

 

  

 



  -

 



fice.

  -

-



 

 -

-



 -

-

 -

-

sac

 -

-



-

-



liest



-



liest



-

Ho





ment!

S.



sac

Ho

   



 

ment!

T. SOLO







S. SOLO

   

 

 

 

 

  

      

                                                                                                                                                                                                                                                                                                                                                                 

   

   

   

   

               

   

   

   

   

   

   

       

   

   

   

   

   

           

   

   

   

                       

   

                                                                     

                

                            

43


Novello & Co (part of the Music Sales Group) 14/15 Berners Street, London W1T 3LJ tel: +44 (0)20 7612 7400 fax: +44 (0)20 7612 7549 Exclusive distributor: Music Sales Ltd, Newmarket Road, Bury St Edmunds, Suffolk, IP33 3YB tel: +44 (0)1284 702600 fax: +44 (0)1284 702592 web: www.chesternovello.com e-mail: music@musicsales.co.uk

Order No. NOV958331


O'Regan MARTYR