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PANUFNIK Tallinn Mass

for double choir (SSA), percussion, kannel (or harp) & strings

No. 72291


ROXANNA PANUFNIK

Tallinn Mass for double choir (SSA), percussion, kannel (or harp) & strings

Score

EIGENTUM DES VERLEGERS

ALLE RECHTE VORBEHALTEN

ALL RIGHTS RESERVED

PETERS EDITION LTD A member of the Edition Peters Group FRANKFURT/M. 路 LEIPZIG 路 LONDON 路 NEW YORK


Instrumentation: Double choir SSA Percussion, Kannel (or harp) and Strings 1. Kyrie 2. Gloria 3. Credo 4. Sanctus & Benedictus 5. Agnus Dei

Commissioned by the Tallinn Philharmonic Orchestra to celebrate Tallinn’s reign as European Capital of Culture, in 2011 (Dance of Life Mass principally in Latin but also phrases and Estonian and English)

All musical ideas are inspired by Estonian culture and folklore – original folk songs from as early as the 1930s appear, as does the constant presence of the Estonian psaltery, the “kannell”, giving the orchestration a local feel. The brief was for upper voices only so I have used two choirs to create a sense of space and also stereo – sometimes quadraphonic effect. 1. Kyrie – different church bells of Tallinn, calling us all to Mass; dominated by the unique dotted, threepitch St Oliviste peal. Voices also take a bell-like quality. 2. Gloria uses origial herding shouts *) Helletused – herding shout, Kolga Jaani (1937) and **) Huiked – herding hoots, Suure-Jaani (1961). The St Oleviste bells also make a brief reappearance 3. Credo – based on the ancient plainsong Credo from my favourite Missa de Angelis. Reduced text, emphasizing the main beliefs with “We believe”. 4. Sanctus & Benedictus uses a jaunty folk song called ‘Imed’ (or Wonders) from 1937 Joëlähtme. The original text sings about finding a wonderous farm, like nowhere else in the world. I take this a step further by transforming the message into a wonderous God “Holy, holy, holy Lord” – the feeling is of overwhelming happiness, sometimes profound and sometimes jokey.

This score reflects the state of editorial work and correction as at September 2011


Tallinn Mass Roxanna Panufnik

I. Kyrie

   

q = 60

Soprano 1A

Chiming, bell-like attack om “K” and “R” mp

*)

 3 

 3   



Ky - ri - e,

Ky - ri

e

 

  

  Soprano 1B  

Soprano 2A

Alto A

-

Chiming, bell-like



mp

3    Ky - ri

 -



e,



ppp

(Hum quietly, to get your next note) mp

Chiming, bell-like

Ky

3

-

ri

-

cresc.

e,

   

mf

3

Ky - ri

-

e

mp Chiming, bell-like Soprano 2B

Alto B

Tenor B

Bass B

 

 ppp

mp

  

  

   3   3    mp

Chiming, bell-like

 



(Hum quietly, to get your next note)

Ky

-

-

 -

-

-

 ri

3

3

3

3

3

  

  

Violin II

 

Viola

 

Violoncello

 

Double Bass (with C string extension)

  

q = 60

-

3

Violin I

-

-

                                                  

  

Kannel (amplified) (or Harp)

3   

Ky - ri

ST CHARLES CHURCH

 

OLEVISTE CHURCH

Tubular Bells

*) Choir A processing in - either just down aisle of audience/congregation or different voice groups (i.e S1A or S2A) from sides and back of auditorium. Choir B already on stage/behind orchestra/in situ. Both choirs should be together on stage by bar 15.

Edition Peters No. 72291 Copyright © 2010 Hinrichsen Edition, Peters Edition Limited, London


2

 S.1A  5

S.2A

mp

3

Ky - ri



   3        

Ky- ri.. Ky- ri, Ky- ri, Ky - ri

 -

-

   



3

e,

Ky ri

-

e

-

-

-



port.

-

-

e,

HOLY GHOST CHURCH

  mp

A.A

Ky

-

-

-

-

  S.1B 

S.2B

B.B



-

ri

-

-

-

-

   3        

-

Ky - ri

-

 -



 e,



e,

 -

-

3

e,

 



Ky

      

 -

-

-

-

-

ri

Ky- ri,

-

-

Chiming, bell-like attack on “K” and “R” mp



Ky

-

Chiming, bell-like attack on “K” and “R” mp



Ky

-

                                                                                                 3

3

3

3

3

3



 





Vla

3

                  mf

Kann.

Vc.

-

Ky- ri.. Ky- ri,

 

Vln II

-

- e,

3

Tub. B.

-

Ky- ri.. Ky- ri, Ky- ri,

 

T.B





 

A.B

-

 p

p

p

3

3

  


   9

S.1A

- le

S.2A

A.A

S.1B

i

-

Ky- ri.. Ky- ri, Ky- ri,



Ky

A.B



Ky - ri

-

-

-

-

-



-

-

          3

e,

Ky - ri.. Ky- ri, Ky- ri, Ky - ri.. Ky- ri, Ky- ri,

e,

Ky- ri.. Ky- ri, Ky- ri...

Ky - ri.. Ky- ri, Ky - ri - e,

3  3   3                          

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

mf

mf

   

3

3

Ky - ri.. Ky- ri, Ky- ri, Ky - ri.. Ky- ri, Ky- ri,

port.

   mf

-

  



-



ri

-

-



mf

Ky - ri - e,

Ky - ri.. Ky- ri, Ky- ri, e,



Ky

  

Ky - ri.. Ky- ri, Ky- ri, e,

3

Ky - ri - e,

3



Ky - ri.. Ky- ri, Ky - ri - e,

-

         

mf

e,



ri -

mf

Ky- ri.. Ky- ri, Ky- ri...

3  3   3   3                             

ri -

3

Ky - ri.. Ky- ri, Ky- ri, Ky - ri.. Ky- ri, Ky- ri,

-

 3        



     

Ky- ri.. Ky- ri, Ky- ri...

Ky - ri.. Ky- ri, Ky - ri - e,

e,



   -

port.

mf

Ky - ri - e,

Ky

-

-

ri

-

-

e,

 

e,

                                                                                                  3

Tub. B.

-

port.

Ky- ri.. Ky- ri, Ky- ri,

  

T.B

-

 

  3      

Ky - ri.. Ky- ri, Ky - ri - e,

           

 

son,

3



3        

3

 

S.2B

B.B

-

mf

3

3

3

3

3

3

3

3 3                                                                         

Kann.

Vln I

 

  

Vln II

Vla

Vc.

Db.

3



3



  port.  

  

3

  

3

p



3



 

 

 



 

 







mp

3

  


4

Faster 13   S.1A 

f



e

-

le

 e

-

le

 

f





e

-

le

  S.1B  f



e

-

le

A.A

S.2B

e

-

le

f





e

-

le

 

A.B

f

   e

T.B

le

   e

           

         

           

i,

           

          

         

e

i

-

-

e

e

-

e

i

-

e

-

i



-

le



-

i

-

-

-

e

-

le - i - son,

le - i - son,

le - i - son.

le - i - son,

p sub. - quiet and repentant

-

-

-e

-

e

-

-

                         (DAMP)

  

        (DAMP)          

3

  

 

  

p sub. - quiet and repentant

 -

le - i - son.

p sub. - quiet and repentant

 -

-

 

p sub. - quiet and repentant

 i

le - i - son.

p sub. - quiet and repentant

i,

-

-

p sub. - quiet and repentant



3

Tub. B.

-

le - i - son,

p sub. - quiet and repentant

f

B.B

-

 -

          

(G.P.)

 

f



i

 

f

S.2A

-

q = 72 p sub. - quiet and repentant

         

le - i - son,

mf

Vib.



f

Kann.

3

    

 Vln I  

3

  

  

   p

      

 

p

   

   

    

     



   

(would have to be G# in harp part)

 

   

  

   

     

   

Faster (G.P.)

  

  



  



  



  

q = 72

mf

Vln II

 

mf

Vla

mf

Vc.

mf

Db.

f



mp





mp

mp

 

  


5

  

p cresc.

19

S.1A

 Chri

 Chri

-

  

 Chri

-

-

-

-

-

ste

mp

-

 

ste

mp

-

 

ste

-

-

i

-

i

 

 -

son

 -

son



tus

-

tus

mp



Kris

-

tus

mp



Kris

 

-

mp

        

  

  



tus

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

-

   

  

 

   

 

  

   

   

Vla



 

Vln II

mp

Kris

    

son

*) Kris

 

Kann.

 -



e - le

i



e - le

   



e - le

   

  -

 

 

Vln I

 

-

mp

T.B

Vib.

  

-

   

A.B

Tub. B.

-

 

 

S.2B

B.B

-

p cresc.

A.A   

S.1B

-

p cresc.

 

S.2A

-

  



 



 p



p

p

Vc.

Db.

*) note for non-Estonian performers! Kristus Halastus = Christ have Mercy, in Estonian



p


6

  S.1A  

  

  

  

Kris

  



23

S.2A

A.A

 

 S.1B 

    ha - las

    ha -las

T.B

B.B

Tub. B.

Vib.

-

-

ha las

  



  



tus,

-

  

tus,





Kris

Kris

Kris

tus

-

tus

-

-

poco cresc.

 -

tus

 -





poco cresc.

tus

-

-

tus





tus

tus



tus

      





tus

tus

tus

mp

-

mer

 

mf



have

mer

 

mf

   

  -

 

-

have

mer

 

mf

have

mer

-

-

mer

  

 

  

 

 

cy,

-

  -

 

-

poco cresc.



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

poco cresc.























mp

mp

mp



   

mp

cy,

poco cresc.

 

cy,

 

Chri - ste



-

Chri - ste

-

e -

cy,

mf

have

cy,



   

 

cy,

mf



e - le

3

cy,

mf

mer

3

       

cy,



mer





have

have

mer

 

 mf   

have

 -

mf

have

 -

   

poco cresc.

-

   ha - las

poco cresc.

Db.

-

  ha - las



 

 

ha - las

tus

  

 

 

ha - las



 

tus

 

 

-

  ha - las

tus



  ha - las

poco cresc.

-



Vc.

-



  ha - las

poco cresc.





Vla

tus

poco cresc.

  

Vln II

-

ha - las

poco cresc.

  

poco cresc.

Kris

     

 

Vln I

tus

  

  

tus,

-

 

Kann.

Kris

  

tus,

-



Kris

ha - las

A.B

Kris

poco cresc.



   

S.2B





 mf



  


7

     

3

        

27

S.1A

- i -

son,

3

-

T.B

Tub. B.

Vib.

i -

son,

3

e - le

 





e - le

-

-

-

-

e

i -

e

 

3

-

-



-

-

-

son,

-

-

-



ste

-

-

 e

e

 -

Chris

ste

le

-





-



   

i - -



Chris

 e

le

Chris

i

-

son,

3

-

-

     

Chri

  

te

-





 -

i

-

3

   

3

 

e

           

 



i -

        

Chris

A.B

-

   

3

  S.1B 

B.B

-



S.2B

-

3

le

A.A

e - le

          

S.2A

3



te

-

 le

 le





-

son.

 -

i

-

 -

i

-

le

-

le

-

le

 i

-

 -

i

-



 -

son.

son.



te,











 e

-

son.

-

i

-



son.



   



   

son.

son.

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

 

        

mf

Kann.

 Vln I

  *) div. (like bells)       

*)

Vln II

 

*)

Vla

 

Vc.

Db.

 

*)



(like bells)

   

div. (like bells)

 





(like bells)     

sim.

 

 

 

sim.







 





 



 



   

   

   





sim.

sim.

  *) one player to play pizz on each note (the rest arco), to create a bell-like attck to the note







   


8

  S.1A 

poco rall.

 

 

31

S.2A

A.A

S.1B

     3   

Ky-ri - e,

Ky-ri

-

e

Chiming, bell-like



mp

    

 

-

e,

Chiming, bell-like



3

Ky- ri

  

S.2B

tempo primo mp q = 60 3

Chiming, bell-like mp

3

Ky - ri - e,

 ST CHARLES CHURCH

A.B

T.B

B.B

Tub. B.

Vib.

  

 

             

 



                    3

3

3

3

 

     

mp

 

tempo primo poco rall.

 

 



q = 60

Vln II

 

Vla

 

 



 

 

   

Vc.

Db.



-

3

mp

to BELLS

Ky

                              

OLEVISTE CHURCH 3 3



Kann.

  

(hum)

       

Vln I

mp Chiming, bell-like

 

 

p


9

   37

S.1A

S.2A

mp

   

 

3

Ky - ri - e,



   3        

Ky- ri.. Ky- ri, Ky- ri, Ky - ri

 -



3

Ky-ri

-

e

-

-



port.

-

e,

HOLY GHOST CHURCH

A.A



mp

Ky

  3     S.1B  cresc.

mf

Ky- ri

-

Vib.

-

 ri

-

-

-

-

ri

-

-



-

3            

Ky- ri.. Ky- ri, Ky- ri, Ky - ri

-

 -



e,

3

      

e,

-

Ky- ri.. Ky- ri, Ky- ri,

 -

e,





Ky

-

-

-

ri

-

-

Chiming, bell-like attack on “K” and “R” mp



-

Chiming, bell-like attack on “K” and “R” mp



Ky -

                                                                                                   3

3

3

3

3

3

3

3

3



 

                mf

 

Vln II

Vla

Vc.

Db.

e,



Kann.

Vln I



-

Ky

3

Tub. B.

 

 

T.B

-

e

Ky- ri

-

-



3      

 

A.B

-

Chiming, bell-like mp

 

S.2B

B.B

-

-

3

3

 

 unis., arco

 p

unis., arco

 p

unis., arco

 p


10

  S.1A  42

- le

S.2A

A.A

-

i

 -

Ky- ri.. Ky- ri,



Ky

A.B

B.B

-

Vib.

Ky - ri - e,

 -

-



Ky - ri

-

-

-

-

-

-

Ky- ri.. Ky- ri,

          3

ri - e,

Ky- ri, Ky - ri.. Ky- ri, Ky- ri, Ky - ri.. Ky- ri,

ri - e,

Ky- ri,

Ky - ri.. Ky- ri, Ky - ri - e,

3  3   3                           



                            Ky - ri.. Ky- ri, Ky- ri, e,

   

mf

3

Ky- ri,

3

3

Ky - ri.. Ky- ri, Ky- ri, Ky - ri.. Ky- ri,

port.

mf

mf



Ky - ri - e,

Ky- ri,

 





Ky

   

Ky - ri.. Ky- ri, Ky- ri, e,

-

  

-

ri

-

-

Ky

-

-

ri

-

3

3

3

3

3

  

3

e,

 

                                                                    



Ky- ri... (same note)

mf

Ky - ri - e,



Ky- ri.. Ky- ri,

mf

e,

3

3  3   3   3                              

Ky- ri...

         



Ky - ri.. Ky- ri, Ky- ri, Ky - ri.. Ky- ri,

-



mf

Ky- ri...

 3        



mf

3      

Ky - ri.. Ky- ri, Ky - ri - e,

e,



   -

port.

Ky- ri.. Ky- ri,

Ky - ri.. Ky- ri, Ky - ri - e,

3

Tub. B.

-

port.

Ky- ri.. Ky- ri,

  

T.B

Ky- ri,

 

   3      

Ky - ri.. Ky- ri, Ky - ri - e,

           

 S.1B 

3

 

S.2B

mf

son,



3        

e,

            3

                                                                         Kann.

 Vln I

 

 

3



3

 



Vc.

Db.

port.



3



3





 



mp

 



 

 







Vla

3

  

unis., arco

mp

Vln II

3

mp

mp

mp

3

3

  


46   

11



f

S.1A

e

-

f

S.2A

e

-

-

f

 A.A   e

  S.1B 

-

A.B

e

le

-

f

 

le

 -

   e

le

-

-

le

B.B

e

-

 

-

le

 -

e



i

-

i

-

i,

e

i

-

i

-



 -

le

-

i

 -

-

-

e

  e

e,

p

son.

  p

(Hum quietly, to get your next note)

   3     mp

Ky- ri, Ky- ri, Ky-ri -

 -

le

-

 - -

- -

-

-

-le

  le

p



 -



 



son.



-

Ky- ri, Ky- ri, Ky- ri -



 -

mp

son.

 -

   3        

son.

i,

-

q = 60

son.



-



i

-



a.2.

i

--

a.2.

i

-

--

-

son.

3

3

 

p

p



(Hum quietly, to get your next note)

son.

p



son.

                                                                        3

Tub. B.

-



f

   

i

 -

f

T.B

-

a tempo





 -

i

 -

 e

le

 -

-

 -

f

S.2B

le



f

e

le







 -

rall.

3

3

3

 mp

mf

Vib.



                                                               f

Kann.

3



3

3



3

3



 Vln I  





 



















mf

Vla

mf

Vc.

mf

Db.

f

  

a tempo

rall.



mf

Vln II

mf

3

   

q = 60



mp

   

 mp


12

          S.1A   mp

50

Ky - ri,

3

Ky - ri, Ky - ri

-

molto rall.

  e,

Ky - ri,

   3    

 

Ky - ri,

   

Ky - ri, Ky - ri

-

 

-

 S.1B      -

 

A.B

Ky

B.B

Tub. B.

Vib.

-

-

-

DOME CHURCH



Ky

 

-



-

Ky - ri,

ri

-

-

-

-

-

ri

-

-

-

mp



DOME CHURCH

-

-

-

Ky - ri, Ky - ri -

Ky



Ky - ri,

-

-

ri

-

  

-

-

-

-

-

 

 

-

-

-

  

-

-

ri

ri

-

-

Ky - ri,

pp

morendo

e.

 

 morendo 

 

morendo

e.

-

 

pp



Ky - ri, Ky - ri

-

-

-

morendo

    -

morendo

e,

 

-

-

morendo

 

pp



morendo

e.

pp

 

ri

e,

e.

 -

-

3    

pp

e,

-

 

 Ky



p

  

-

e,

p

-

-

 

-

-

-



-

 

pp

-

-

   3    

 -

ri



Ky

-



-

Ky - ri,

p

-

p

e,

mp



Ky - ri, Ky - ri,

pp

-

  Ky

-

mp

  

T.B

3

e,

Ky - ri,

         



p

Ky

S.2B

Ky - ri, Ky - ri,

pp

mp

A.A

pp

p

S.2A

   3     

-

-

-

-

-

-

morendo

e,

Kann.

 

Vln II

Vla

 Vln I

Vc.

Db.

molto rall.


13

II Gloria

  

Soprano 1A

Soprano 2A

 

  

Soprano 2B

 

Alto B

 

Tenor B

Bass B

     3                          



                               

A.A

S.1B

 

A.B



-

B.B

  

in

ex - cel

-

sis De

Glo - ri - a,

Glo - ri - a,

in

-

Glo - ri - a,

Glo - ri - a,

in

 

**) mf

Glo

  

mp



mp

  

mp



Glo

mp

   

ri - a,

    Glo -ri - a,

*) Helletused - herding shout, Kolga Jaani (1937) **) Huiked - herding hoots, Suure-Jaani (1961)



Glo - ri - a,

mp **)

   

Glo -ri - a,

**) mf

 



      -





mf

ri - a,

Glo - ri - a,

    

 

 

3

et

in ter - ra

pax

ho - mi - ni - bus

        

mf

ri - a,

           mf

   

in ter - ra

in ter - ra

    Glo - ri - a!

 

pax

   bo - nae

vo - lun - ta

  

ter - ra

et

3

mp

in

ter - ra

3

in

ter - ra

et

in

ter - ra

                3

3

in

ter - ra

et

in

vo - lun - ta

vo - lun - ta

vo - lun - ta

               

    

               

    

3

3

in

ter - ra

et

3

et

in

3

in

ter - ra

et

in

ter - ra

ter - ra

vo - lun - ta

vo - lun - ta

tis.

  

  

vo - lun - ta

      

ter - ra

-

port.

-

    

in

  

port.

               

mp

3

port.

vo - lun - ta

    

et

bo - nae

    

3

et

 

  

               

mp

et

    

ho - mi - ni - bus

et

bo - nae

ho - mi - ni - bus

3

Glo - ri - a!

mf

pax

         et

mf

 

3

et

mf

Glo - ri - a!

 

ri - a,

mf

mp

mf

mp

Glo - ri - a!

   

Glo -ri - a,

mp

ri - a,

mf

Glo

mp

   

 

Glo - ri - a!



Glo p

Glo -ri - a,

   

sis De - o.

        

     -

ex - cel -

mf

   

-

in

Glo

    -

Glo - ri - a,

fp

Glo

Glo - ri - a,



Glo

ri - a,



fp

3

-

3

 

   

      -

mp



  

Glo p

Glo -ri - a,



sis De - o.

p

 

 

sis De - o.

ex - cel -

o.

ex - cel -

3

Glo -ri - a,

De - o.

3

Glo -ri - a,

T.B

Glo - ri - a,

ri - a,

ri - a,

sis

                               

ri - a,

Glo - ri - a,

ri - a,

mf 3

ri - a,

       

S.2B

-

3

                   

      

-

3

          

ex - cel

3

3

Glo

       

 

in

  

-

ri - a,

Glo

-

Glo - ri - a,



f

S.2A

Glo - ri - a,

  

-

-

Glo

12

S.1A

ri - a,

3

mf      3                          

f

Violoncello

-

3

mf

q = 96

Violin I

Glo

mf



3

3

3

Glo

 Alto A    Soprano 1B

mf                                 *)

q = 96

tis.

   -

tis.

port.

  

port.

tis.

-

tis.

  

port.

   -

tis.

port.

  

port.

tis.

   -

tis.


14

   



  



19

S.1A

S.2A

A.A

S.1B



   



  



T.B

B.B

Vib.

Kann.

Vln II



  



da -mus

te.



-



da - mus

te.

mp



 

    

-

mp

 Lau

-

mp



Lau

mp



   

-

mp

      

mf



da - mus

da - mus

-

te.

Be - ne - di

 

    

te.

Be - ne - di



    

da - mus

-

-

ci

-

ci

-

te.



 p

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

p

p

mf

mus







    

mus





 

-

3

3

   

mus

3

       

  

-



  

mf

mus



ci

 

p

-

   



ci

                                                     

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

mp

p





Lau

 

p

te.

div.

-

da -mus



mp

Vc.

Lau



   



mf



Vla

Be - ne - di

mp

Db.

-

 

Be - ne - di

  



Lau



A.B

Lau

  

S.2B

mf

 mp






   26

S.1A

 

S.2A

A.A

S.1B

T.B

B.B

Vib.

 

A - do - ra

-

mus

te.

Glo -

  







A - do - ra

-

mus

tte.



mus

 

-

  



 

te.

A - do - ra

-

mus

te.

 

  

 

te.

A - do - ra

-

mus

te.

 

  



 

te.

te.

A - do - ra

-

mus

   te.

  



 

mus

te.

A - do - ra

  

   



   



 

te.



  

   



 



   

ri - fi - ca

ri - fi - ca

-

  

   



  



mus

ri - fi - ca

ri - fi - ca

te.

p

mus

-

  

te.



   

   



   

-

mus

mus

te.

-

mus







Gra - ti - as

p

Gra - ti - as



p

te.

Gra - ti - as



   

ri - fi - ca

Gra - ti - as

-

    -

mus

te.

   

ri - fi - ca



Glo

 

te.

                              mp   

-

Glo -

mp

p

   



Gra - ti - as

   



te.



Glo -

mus

mus

Glo -

-



-

Glo -

te.

ri - fi - ca

   



ri - fi - ca

Glo -

   

  

Glo -





  

  

A.B



A - do - ra



S.2B

  

mp

15 p

           

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

Kann.

Vln I

Vln II

Vla

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

3

3

mp

p

  

mf

3

3

mp

  3

 

mp









 







 

  









 









 

3

mp



unis.



3

3 ss.   gli  

3

 3 s.   lis  g 

3

p

mp

Db.

3

3

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

p

Vc.

3

3


16

   33

S.1A



a

-

a

A.A

S.1B

gi

-



 

S.2A



-



mus



gi

-

mus

  ti

  ti

   

-

-

   

mp

bi

   

-



-

prop ter



mp

   

bi

prop ter



  a

-

 

A.B

B.B

Vib.

-

-

  

-

mus

ti

  -

-



mag

gi

-

gi

-









mus

ti

mus

ti

-

-

-

prop ter

mag

 



   

 



 

-

prop ter

mag

mp



bi

mag

-

 -

mp

bi

bi

-

      

mp



   a 

gi

a

T.B

mag

mp



mp

prop ter

S.2B

mag

-

       

prop ter

 

mag



-



nam

glo



nam

glo





nam

glo



nam

glo





nam

glo





-

nam

glo





-

nam

glo

 -

ri

-

 -

ri

-

 -

ri

-

ri

-

 -

ri

-

 -

ri

-

 -





am

tu

-

am.





am

tu



 -

ri

-

am

tu



am

tu



am

 



 



am

am

-

tu

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

3

  

mf

-

3

   

am.









Glo

mf

-

3

   Glo

-

mp

Glo -

port.

tu

-

3

mf

am.

glo - ri - am

-

  

      

  

Glo

am.

-

3

Glo



mf

am.

-

tu

mf



-

-

Glo

am.



tu

am.

-



mf







3

    Glo

 -

mf



mp

    

-

am.

Glo -

            mf

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

Kann.

Vla

3

3

3

3

3

3

3

3

3

3

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

3

3

3

3

3

3

3

3

  p

Vc.

Db.

  

 

  

 



  

 





  

 







div.

 

p

       mf

gliss .

      p (waver pitch)


  3     

  

    

  

40

S.1A

ri - a,

glo - ri - a,

3

S.2A

  

  3     

  

glo - ri - a,

glo - ri - a,

     

  

  

    

ri - a,

3

S.2B

ri - a,

   -

T.B

B.B

Vib.



ri - a,

ri - a,

Vc.

-

ri

Glo

-

ri

-



sis

-

-

Do mi-ne De-us,

          

mp

o.

Glo - ri - a.

mf 3                





    



         

ex - cel

ex - cel

-

sis

sis

-

mp

mp

in

ex - cel

mf

-

De

o.

-

De

-

-

sis

 

ex - cel



-

mp



-



De



o.

mf



-

o.

 

De

-

 

a.2.

o.



      



    



    

mp

mp

         

  

mp

 

mf

  

   

  

 

 

 mf





 

   

    



  

  

  

pp

3           

p







  

 







mp

mf

 

p

  



  



3

p

p

mf

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



mf



Go - ri - a.

3            

mp

Glo - ri - a.

o.

mf

mp

     

mp

 

sis

Glo - ri - a.

mf

 

mp

o.

mf





mf



De

a,

     



   

in

a.2.



  

       

in

 

De



o.

3                

a,

mf

-

mf



De



17

mp

e = e (e = 192)

 



mf

  

 

Vla



-

 

-

glo - ri - a,

       

sis

in

   

 

  

Vln II

Glo

-

De

glo - ri - a,

 

 Vln I 

Db.

 



Kann.

  

ex - cel

  

glo - ri - a,

ri - a,



ex - cel

glo - ri - a,

glo - ri - a,

3

A.B

3                

in

   

glo - ri - a,

ri - a,



mf

glo - ri - a,

mf 3                   in

  

        3

S.1B

glo - ri - a,

glo - ri - a,

ri - a,

A.A

  

e = e (e = 192)

mf

 

  

 

  



 



 

mf

f

p

unis.

p



  mp



pp

pp


18

   

  

50

S.1A

S.2A

A.A

Do

Vib.

Vln I

rall.

  mf

mp

 

("Do-mi-ne")

Do...

 

mi - ne

De

-

  -

-

-



De - us,

bell-like

  

 

-

 

...ne

-

  

("De-us")

 

 



 

 

De - us,

  

...us,

mi - ne

...mi

-

-

us,

 

   

 

  

  

 

  

  

 

    



 



 



 



 



 



 



 



 



 

 

 











 











Vln II

Vla

Vc.

Db.

mi - ne



 

S.2B

A.B

-

 

Do

 

   

  

Do

mf

S.1B

 

 

mf

Do



bell-like

-

mp ("Do-mi-ne")



...mi

-

  

mi - ne

De

pp

us,



("De-us")



De...

div.

-

 

-



Do...

rall.

p

-

 -

-



...ne


 

55

S.1A

S.2A

A.A

T.B

B.B

Vib.

Kann.

  p

coe

 

p

 

        mp

coe





 

Rex

coe

  p

Rex

coe



 





coe

Rex

p

les

-

 

-

 

p

us,

-

 

les

les

les

-

-

les

-

-



tis,





  



 tis,

  

 

  

  



tis,

...ne



 

....mi

-



(glissando)

De

De

us

-



De

  

Pa - ter

Pa - ter

  



-

us

  

-



  

  

  

  

us

-

us

 -

us

 



us

 

De

                 p

  

-

 -

us

Pa - ter

Pa - ter

Pa - ter

Pa - ter

Pa - ter



  

Gently - like a lullaby

  



   p



 



  

 



  

 



e = 144 p

p

p

  



 





-

-

  

De

Do...



  

 

De





Db.

us,

 

Vc.

-

 





Vla

 

 Vln I    

Vln II



De

tis,

  -

us,

mp

De

 

tis,

  -

-

    

 -

 

De

Rex

mp

Rex

 

    

  

 

A.B

Do - mi - ne

   

S.2B

e = 144

Do - mi - ne

De....

S.1B

19

Gently - like a lullaby

  *)

p



*) if needed, to support Alto B


20

           

    

-

us

         

mp

62

S.1A

om - ni - po -

De

mp

S.2A

om - ni - po

A.A

S.1B

 

         



  

  

    

  

  

     

Fi - li

Je - su

     

Fi - li

u - ni - ge

-

 

ni

-

     te,

Je-su

      





         



 

      





          

 

      



         



  

  

  

      



 

  

 

      

A.B

mp

T.B

po -

 

tens.

mp

po -

tens.

mp

om - ni -



tens.

mp

om - ni -

tens.

mp

om - ni -

Vla

mp

  

Pa...

om - ni - po -

Kann.



Do - mi - ne

S.2B

Vib.



tens.

po -

   

De...

-

      ...ter

         

 

  

     

       



    

 

Pa...

...us

-

Do - mi - ne

Do - mi - ne

...ter

Do - mi - ne

p

 

     

Fi - li

u - ni - ge

-

 

ni

-

Fi - li

Je-su

...su

 

Fi - li

     

Chris - te.

    ...te.

Chris -

 

....su

          

Chris - te.

    

Je -



     

Chris -

     te,

Chris - te.

Chris -

Je -

Fi - li

   ...us

  

Do - mi - ne

Je -

Fi - li

 

      

Do - mi - ne

Fi - li

  

 

Do - mi - ne

tens.

-

   

        

Do - mi - ne





Pa - ter





      



om - ni - po -

B.B

-



     ...te.

        

mp

mp


 p sub. 72              



 p sub.            





Ag - nus

De

-

p sub.



f

S.1A

Do - mi-ne De - us,

Do - mi-ne De - us, f

A.A

  

   

  

          psub.   Do - mi-ne De - us,

Ag- nus De - i,

Do - mi-ne De - us,

f

 

A.B

   

T.B

B.B

Kann.

  



  



p sub.

  

mp





Ag

-

-

mp





Ag

-

-



i,



     

De - i,

Ag - nus De



     









     

Ag- nus De - i, p sub.

-

Ag - nus De



Ag- nus De - i,

Ag- nus De - i,

Do - mi - ne



  



 p sub.       

   

  

Ag - nus De - i,

Ag- nus De - i,

  

Do - mi - ne

f

     

 p sub. f             

S.2B

-

Ag- nus De - i,

Do - mi - ne

f

S.1B



Ag- nus De - i,

f

S.2A

21



     



p

De

De

-

nus

De

-

Ag - nus De

Ag - nus De

      

De

-

 

i,

-

i,

 

 

De - i,

i,





 

-

De - i,

      De

i

    

i, Ag- nus





-

   i,

-

           

Ag - nus De - i,

i

 

Ag - nus De - i,

-

     

  



              

i,

-

nus

 i,

-

     

  



       

81

S.1A



mp

S.2A

A.A

S.1B

    



nus

Ag

-

  

Vib.

Kann.

nus

De

  -

-

i,





Qui

tol - lis



  

pec -ca - ta mun

-

  



tol



            



     

   

        

 

 



    

 

  

    

 



De





-

-

Ag - nus De - i,

i,

 

Ag - nus De

Ag - nus De

De - i,

i,

De



De - i,

De

      

mp

-

i, Ag- nus De - i,

-

De - i,

i,

-

-

-

lis

 

    

   

 

-

Ag

-

 

 

     

nus

i,

  

  

      

i,

De-

i,

       

De

De

De

i,

-

-

-

i, Ag- nus

i,

i,

     De

-



        mp

mi - se - re -

  

-

di:

 

nus

  De-

   



   

-

mp

  

  

De

Ag - nus De - i,



-

Ag

De

mun

    mi - se - re -

Ag - nus De - i,

i,



Ag - nus De - i,



mi - se - re -

   

Ag - nus De - i,

   

di:

    

i,



  

            pec - ca - ta

   

Ag - nus De - i,

   

  

Qui



i,

       

De

T.B

De

-

Ag - nus De - i,

A.B

Ag mp

Ag - nus De - i,

S.2B

  



i,

  

     


22

  

  

 

  

 

  

90

S.1A

re

S.2A

re

A.A

re

S.1B

no

no

no

2

-







2

-

 

bis.

    

    

 

S.2B

A.B

Ag - nus De - i,

Ag - nus De - i,



  



 

    

    

















Ag

Ag

-

-

-

-

    

   

    

   

nus De - i,

nus De - i,

Ag - nus De

i,

  

 

 

   

 

De

-

-

De - i,

i,

De

De - i,

         

Kann.



             

Ag - nus De

  De





 

Vib.

Vln II

q = 96

 



bis.

2

De - i,

rall.

bis.

 

-

        De - i,

T.B

 

 



De

       

-

i, Ag - nus

  

-

De

-

-

i.

-

i.

        

De

  

     

     

-

-

i,

De

i,

 

  

   

  

i,

 

rall.

De



De

-

-

 

i,

De

i,

-

i.

-

i.



  

  

  

  

   

q = 96



  

     

mp

p

Vla

        p

Vc.

div.



mp

 

 

 

 

   

 





p

Db.



mp

mp

 mp




23

 



 

98

S.1A

S.2A

A.A

S.1B

S.2B

A.B

T.B

B.B

Vib.

Vln II

   

Quo

-

tu

mp

ni - am

 

 

-

-

tus.

Tu

so

 

 



tus.

Tu

so







mp

  

sanc

-

-

mp

  

sanc



-

-

mp







 

mp







Quo

mp

 

Quo

-

ni - um

tu

  -

ni - um

-

mp

-

mp

-



Tu

tu



p



 

lus

Do - mi -

 

lus

Do - mi -

 

-

lus

Do - mi -

-

lus

 

 

lus

Do - mi -



 

lus

Do - mi -

-

so

so

so

-



mp

Do - mi -



 Tu

lus



 



Tu



-

so

mp

Do - mi -





tu

 

 

lus

-

so

 

-

   

tus.





Tu

Quo - ni - am

-

     

so

-

Do - mi -

      

mp

                                                                                                                                 

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

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

 

3     

 

 

sanc



Tu

p









p

unis.

 p

Db.

so - lus

Vc.

mp

  

so - lus



Vla

so - lus

 

Kann.

  (stay mp)















 







 









  



 


24

   

 

   

   

  

  

105

S.1A

    

nus.

S.2A

Tu

Tu

Tu

Tu

Tu

B.B

Vib.

al

-

so-lus

so-lus

   

ti - si - mus,

mf

   

al

-

ti - si - mus,

mf

   

al

-

so-lus

al

-

    

  nus.

so-lus

Tu

 

so-lus

-

nus.

al

-



 

-

mp



Cum



-

      ste.

 



Cum

mp



Cum

mp



ti - si - mus,

Cum



San



-



to

  -

-

  Spi



to



  Spi

-

   

-

  

ri -

ri

tu

-

tu

ste.



ti - si - mus,

San

mp

Jes - su Chri





 

-

     



Cum

Jes - su Chri

mp

     

ste.

   

   mf



Jes - su Chri

ti - si - mus,

mf

al

ti - si - mus,

mf

      Tu

 

-

mf

nus.

T.B

al

      

ti - si - mus,

mf

    

nus.

A.B

so-lus

mf



   

    

nus.

S.2B

-

     

nus.

S.1B

al

    

nus.

A.A

so-lus

 

 San

   -









San

San

-

-

-









to

to



Spi

-





-

   



  -

  

to

Spi

Spi

   

ri

ri

ri

-

tu

-

tu

-

tu

ti - si - mus,

3 3 3                                                   3

mf

3

mp

3

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

Kann.

Vln II

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

mp

                                                               

  

Vla

 

Vc.

Db.

3

 

mf

3

3

3

3

   

  

3

3

3

 

 

3



3



mp





mp





mp



3

mf

3

3

3

3

3

3

3

3

3

3



 

p

3

3

div.

unis.







 



 

 







 



 



p

p

  

mp

 

3



3


25

   113

S.1A

S.1B

S.2B

A.B

T.B

B.B

Vib.

Vln I

-

glo

-

ri

-

mf

in

glo

-

in

ri

-

mf

  

mp

glo

-

ri

  

     

  

   

   

 

-

mf

in

glo

-

a

De



      

-



mf

in

ri

a

-

-



De

-

a

De

-







a

De

a



i

Pa













i

Pa

i







ri



-

Pa

i

-



Pa

 i



Pa

-





-

-

in

glo

-

ri

-



De

a

-

i

Pa







  





   









tris.

Glo

-

ri -

a,

Glo

-

ri

-

Pa

-

tris.

Glo

-

mp

mf

-

 ri



  

a,

-

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

mp

3

3

3

3

3

3

3

3

3

a,

3

 

3

3

div.

 

mp

     

Vla

Vc.

  



 



 



mp

 



mp

3

Glo

  mf

 

 





          mp

-

ri

-

 3           

  

 

mf







mf

 

 

 

 

  













div.

p





-





3

p

mp

  

ri

  

mp



-

        

                                                 mf



Glo

                                              3

Glo - ri - a,

tris.

i

   

3 3        

            -

Glo - ri - a,

mp

Glo - ri - a,

Glo - ri - a,

tris.

-

De

a,

tris.

 Pa

ri -



mf

-

tris.

-

Glo

tris.

-



De

tris.

-

   

3 3        



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

Vln II

Db.

glo



Kann.

  

   

     



mf

in

  

S.2A

A.A

mp

mf

f


26

rall.

    

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

  

3                  

120

S.1A

glo - ri - a,

S.2A

in

glo - ri - a,

A.A

S.1B

in

-

-

ri

-

a

De-i

a

De-i

Pa

-

Pa

-



tris.

3                  



   

3                 

in

in

ri

-

glo

-

-

ri

-

ri

-

a.2.

Glo

 



-

 ri

-

a

De-i

a

De-i

Pa

-

Pa

-

Pa

-

tris.

a

De-i

a,

Pa

-

 

De - i



a,

Pa

 

 

De - i



Pa

 -

-

-

-

ff

-

-

-

 

3     

A

f

-

-

   

      3

tris.

 

-

3

A

-

ff

 

-

3

 

           

rall.

mp

div.

mf

  

mf

 

  







 



 

    

 

 

-

-

men.

 

ff

ff

-

ff

-

   

ff

-

-

 

men.

     

 

 

     

 

 

 

   

 

3

 

 



f

men.

 



         

 

-

 

f

unis.

 



men.

      mf

    

ff

men

-

   

a.2. f

 

men.

-

-

A

 



-

 

   f

-



3

A

 

f

3      

 



men.

3

  

tris.

 

f



tris.

 

ff



men.

3

f

A

tris.



-

A

tris.

              

 Vln I 

Glo

a,



Vln II

in

  

glo -

-

De-i

3

glo - ri - a,

   a,

ri

a

                   

  

T.B

glo -

-

  A

   

ri

glo - ri - a,

-

-

f

glo

3

A

3

in

tris.



A.B

Kann.

glo

ri

                   

S.2B

Vib.

glo -

        f

  

glo - ri - a,

B.B



3

 

f unis.

   

  

   

 

 



 

div.



f

           

 

 

   

3

Vla

p

 

Vc.

p

Db.

  mp

 

 



mf

  



mf





mf

  f



  

unis.

 



 

 

   



 

   

  

 

f

f

ff


27

III Credo

Sopranos 1A

 

Sopranos 1B

q = 72

 

ff

    ff

    ff

Me - ie Meh - yeh

    ff

Me - ie Meh - yeh

    ff

Me - ie Meh - yeh

Altos B

   

Me - ie Meh - yeh



Sopranos 2B

Me - ie Meh - yeh

Sopranos 2A

Altos A

Passionately!

    ff

Me - ie Meh - yeh

Tenor B

Bass B

Tubular Bells

 

    ff

Me - ie Meh - yeh

ff

  

 



     f

 q = 72    p

Violoncello

 

 

unis.

  

p

Contrabass

p

         

Cre - do

in

u - num De

-

u - su - me! oo - soo - me!

      3

Gently swinging, mp legato

   

- su - me! oo - soo - me!

Cre - do

 3  mf               

with bell-like clarity and attack

u - su - me! oo - soo - me!

Cre - do in u -num De

-



 3  mf with bell-like clarity and attack              

u - su - me! oo - soo - me!

Cre - do in u -num De

-

su - me! soo - me!

Cre - do in u -num De

-

um.

(mm)

p

um.

(mm)

 3  mf with bell-like  clarity and attack             

u - su - me! oo - soo - me!

Cre - do in u -num De

-

p

um.

(mm)

with bell-like clarity and attack mf              

p

3

su - me! - soo - me!

Cre - do in u -num De

-

um.

  

p

3  mf with bell-like clarity and attack                

-

(mm)

                      mp

 

 

solo

 

 

in

um.

mf

p

Viola

 3    

mp Gently swinging, legato

u - su - me! oo - soo - me!

     

Passionately!

Violin 2



Me - ie Meh - yeh

p

Kannell

 3     

mp


28

  

      

8

S.1A

um.

S.2A

A.A

 

Pa

-

Tub. B.

trem o - mni - po - ten - tem,

mp Gently swinging, legato

     

Cre - do

in

  

-

um.

    

mp

Kann.

Vc.

  

      





Pa



-

-

      

um.

  

      

   

        



trem o - mni - po - ten - tem,



et

ter - rae,

fac - to - rem cæ - li

         

fac - to - rem cæ - li



vi - si - bi - li - um

      

Pa - trem o - mni - po - ten -tem,

       

    



        

fac - to - rem cæ - li

  

u - num De

        u - num De

        

 

   

et



om

et

-

ni - um,

ter - rae,

         et in - vi - si - bi - li - um,         

vi - si - bi - li - um om

            

ter - rae,

vi - si - bi - li - um

    

om

-

ni - um,

-

   

et

in - vi -

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











 p   13

S.1A

S.2A

  

um,

A.A

         

et

Kann.

Vc.

in - vi - si - bi - li

      si - bi - li -

Tub. B.

um,

       



-

-

-

um.

         in - vi - si - bi - li um. p



um.

p

 

 

   

 (solo)  

     

in - vi - si - bi - li

  p

ni -



p

    

         

                                                 p



   


f        





       





       





        



   

       



18

S.1A

We

be - lieve!

f

S.2A

We

be - lieve!

f

A.A

We

be - lieve!

f

S.1B

29

We

We

f

Vln I

Vla

num



om ni -

Je - sum

  



om - ni - a



           We be - lieve!



be - lieve!

mf



         

be - lieve!



in

u -num Do- mi -num

 

    

Je -sum Chris - tum,

                             - cu sæ

Fi - li - um De - i

u - ni - ge - ni - tum. Et ex

Pa tre na

 

mf

 

div.

 

div.









   

-

tum an - te om ni - a

   



  



mf

  

-

Christum,

     





Vln II

     

   

We

Kann.

f       

Tub. B.

mf

in u

f

B.B

mf



We

T.B

    Do- mi - num

be - lieve!

      

A.B

be - lieve!

f

S.2B

 















 

 

 

 

 

 

 



  



mp

mp

mp (*no “et” i.e. We believe! in...)


30

  

 

 A.A   

25

S.1A

S.2A

S.1B

    

A.B

 







T.B

B.B

lu - men de lu - mi - ne,

-

 

      mf

Ge - ne-tum non fa

       

mi -ne,

De - um de De - o,

 

sub - stan

-

ti - a - lem

   

fac- tum

Pa - tri:

                 -

 

ctum, con - sub-stan-ti - a - lem Pa - tri:

 

 

Ge -ne - tum

De - o ve - ro.

              con

-

sub - stan

-

ti - a - lem

   

fac- tum

Pa - tri:

 

Ge - ne-tum non fa

               

mp      

              

 

                     

             

 

De - um

ve -rum de De - o ve - ro.

lu - men de lu - mi - ne,

-

mf

 

Ge - ne-tum non fa

la.

con

     

        

                  

                    

Ge -ne - tum

                lu



mf

De - o ve - ro.

mf                     

  

 

De - um

De - um de De - o,

     



De - o

       

 

   

a

S.2B



De - um

ve -rum de De - o ve - ro.

Ge - ne-tum non fa

-

-

-

ctum, con - sub-stan-ti - a - lem Pa - tri:

ctum, con - sub-stan-ti - a - lem Pa - tri:

ctum, con - sub-stan-ti - a - lem Pa - tri:

Tub. B.

     

 

  

 

    

 

 

Kann.

      

 

 

 

    

 

 

  



 

 

  

    



Vln II

   



  

 

  



  

 

  

Vla

  

 

  

 

 

 

 

 

 

Vln I

Vc.

  



tutti

mp


31 ff    S.1A   

 3    

   

  3  

3     

32

Me - ie

u - su - me!

ff

S.2A

Me - ie

A.A

S.1B



  

u - su - me!

    ff

Me - ie

su - me!

f

   

Me - ie

 3  

mf

    

In

Spi - ri - tum San - ctum,

mf

    

In

Spi - ri - tum San - ctum,

mf

    

In

Spi - ri - tum San - ctum,



 3    

u - su - me!

mp

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

Do - mi- num, et

  

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

Do - mi- num, et

  

vi - vi - fi - can - tum: qui ex pa - tre Fi - li - o - que pro - ce - dit.

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

Do - mi- num, et

vi - vi - fi - can - tum: qui ex pa - tre Fi - li - o - que pro - ce - dit.

vi - vi - fi - can - tum: qui ex pa - tre Fi - li - o - que pro - ce - dit.

 

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

 

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

et

vi - vi - fi - can - tum: qui ex pa - tre Fi - li - o - que pro - ce - dit.

mp

S.2B

A.B

T.B

B.B

Vln I

   

 

   

  

   

Me - ie

f



 

Me - ie

f

f

  

mp

   



 

mp



 

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

et

3

vi - vi - fi - can - tum: qui ex pa - tre Fi - li - o - que pro - ce - dit.

 

 

Me - ie

mp

 3   u - su - me...

 

 

 

 

vi - vi - fi - can - tum: qui ex pa - tre Fi - li - o - que pro - ce - dit.

u - su - me...

 

Vc.

3

   

Vla

et

u - su - me...

Me - ie

 

u - su - me!

 

Vln II

Db.

 

f



 

  

 

 

 

  

 

 

 

  

 

 

 

  

 

mf

mf

div. mf

div. mf

mf


32

 S.1A  38

mf

  a

 3   -do - ra - tur,

                   f

S.2A

Qui cum Pa - tre et Fi - li - o

A.A

S.1B



 

B.B

 

  

 

con - glo -ri

mf

3

do - ra - tur,

-

       



do - ra - tur,

       

fi - ca - tur:

et con - glo - ri - fi - ca - tur:

     

  

      

  

     

  

  

  

si - mul a - do - ra - tur,

We

 

 

 

  



 

 

 

  



 

 

  

 

  

 

 

 

be - lieve!

We

 

be - lieve!

We



mp

mp



be - lieve!

We

f

-

be - lieve!

We

            con - glo -ri

3     

mf

fi - ca - tur:

et con - glo - ri - fi - ca - tur:

    -

-

 

    

We

mp

be - lieve!

       

f

fi - ca - tur:



Vc.

 

-

   

Vla

Db.

We

   In

 

mf  3      

f                     

Vln II

  

 

a

Qui cum Pa - tre et Fi - li - o

Vln I

     

  

con - glo -ri



be - lieve!

      

a

T.B



f

3

si - mul a - do - ra - tur,

We

 

           

mf

f

A.B

fi - ca - tur:

  

     

a - do - ra - tur,

Qui cum Pa - tre et Fi - li - o

     

et con - glo - ri - fi - ca - tur:

                  

S.2B

-

       

a - do - ra - tur,

       

con - glo -ri

si - mul a - do - ra - tur,

f

 

 

mp

In

mp

mp

 

be - lieve!

 

  

mp

  

Be -



  

mp

Be -

be - lieve!

    

  

 

 

    

  

 

 



    

  

 

 

 

 

    

   

 



    

  


33

        45

S.1A

u - num sanc -tum

 

S.2A

A.A

S.1B



ca - tho - li - cam

et a - po - sto - li - cam Ec - cle - si - am.

  

  

    

     Et u - num

u - num sanc -tum

A.B

              

ca - tho - li - cam

      

S.2B

   

 

  

  

 

   

B.B

be

 

be



  Vln I 

Kann.

-

-

Vla

Db.





sanc -tum

et

lieve,

 be -

lieve,

 be -



lieve,

be -





lieve,

be -

  

 lieve,

be



-

 

lieve,

be









 



    

lieve.

  -



rum.

a - po - sto - li - cam Ec - cle - si - am.

et a - po - sto - li - cam Ec - cle - si - am.

ca - tho - li - cam

in re -mis - si - o - nem pec - ca - to -

                



rum.

a - po - sto - li - cam Ec - cle - si - am.

Con fi - te - or u-num bap - tis - ma

ca - tho - li - cam

  

lieve.

mp



rall.

 

 

 



   p

 

 

 

 

 



  

 

 

 

 

 



   p

 

 

 

 

 



p

Vc.

et

                   

  

p

Vln II

  

Et u - num sanc - tum

 

lieve,

    

mp

 

ca - tho - li - cam

et a - po - sto - li - cam Ec - cle - si - am.

ca - tho - li - cam

   lieve,

                 

et a - po - sto - li - cam Ec - cle - si - am.

ca - tho - li - cam

in re -mis - si - o - nem pec - ca - to -

                                      

ca - tho - li - cam

 

Con fi - te - or u-num bap - tis - ma

                    

sanc -tum

Et u - num

T.B

Et u - num sanc - tum

  

   

  

rall.                         

p




34

S.1A

S.2A

A.A

S.1B

S.2B

rall.

    

   



51

q = 66

       mp

Et



        

   



es - spe - cto

re - sur - re - cti - o - nem





     

mor - tu - o - rum.

   

mp

es - spe - cto

-

       

tam ven - tu - ri

       re - sur - re - cti - o - nem



Et - vi

       Et

      

sæ - cu - li

-



     

mor - tu - o - rum.





       











   

Et - vi

-

tam ven - tu - ri

sæ - cu - li

-

A.B

  

T.B

   







    







B.B

Tub. B.

Kann.

 

  

    

mp



    



   



 

                                                                 

   Vln I    

 

Vln II

    

  

 

 



Vla

      

  

 

 



q = 66

rall.




  S.1A  

S.2A

                   

 

55

A

    -

S.2B

A

    -

A.B

T.B

B.B

Tub. B.

     

 

  

 

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

-

    

-

    

-

    

-

    

-

-

-

-

-

-

-

-

-

 

-

-

-

-

 



-

-

-

-

-

-

-

-

-

-



-

-

men.

-

men.

-

-

    

-

men.

mp

-

-

men.

mp

    

-

-

-

men.

mp

mf

A

-

    

             

a.2.

men.

mp

             -

-

mp

mf

A

 

mp

-

men.

mp

mp

-

-

mp

                   

 

-

                  

A

-

mp

A

 

mp

mp

A

 

-

                   

 

 

-

mp                    

 

  S.1B  

-

mp                     A

 A.A   

35

rall.

q = 60 mp

-

    

-

-

men.



 

 



 

(bells of ST CHARLES Church)

Kann.

Vln I

Vln II

Vla

Vc.

Db.

                

    

   

       

 

  

 

 

 rall.

q = 60







    div.

    unis.

("We mp

lieve!”)

  

div.

be mp



lieve!”)

    div.

unis.

lieve!”)



unis.

be mp

-

    ("We mp



   

unis.

-

-

   

div.

      

mp


36

IV Sanctus & Benedictus

Warm, gentle but with intense wonder

  Bass B  

  

q = 52

Vibraphone

Sanc

   



mp

    q = 52

 -

tus,

sanc

    

mf



 -

tus,

sanc





Warm, gentle but intense

                 

   p

Violoncello

   p

Double Bass

   

tus

 

Do -

mi

 -

nus

 De

-

   

  

   

   

   

      

    

   

div. unis.

p

Viola

-

  

p

 



  unis. Violin I                       Violin II



                         p                        p



Kannell

solo or tutti mp













p

   10

B.B



us

Vib.

Kann.

Vln I

-



 

    

               

   

Vc.



div.

unis.







 





 

 

  

 

div.

sunt cæ - li

et

mp

         

   

   

mf

 ter

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

    

    ple-ni

   

Vla

ba - oth.

                

Vln II

Db.

Sa

  

-



3   

ra

glo - ri - a

     mp

tu - a.



                 p

            

     

              



  



       





      

mp



 

      

         div.

 

  

unis.

unis.



       


37

   19

S.1A

      

      

glo - ri - a,

mp

A.A

glo - ri - a,

S.1B

S.2B

A.B

  

 

  

  

mp

glo - ri - a

 



 

Dom -ni - nus

*)

        

glo - ri - a

                 

Ho- san- na, ho san -na in ex cel - sis, Ho- san- na, ho san -na in ex cel - sis. Ho - san- na, ho - san -na

   

glo-ri - a,

 



 

Do - mi - nus

  

     mp

glo -ri - a,

T.B

   

mp

accel.

glo-ri - a,

mp

S.2A

tutti

   

   



   

*)

         

glo - ri - a

     mp

glo -ri - a,

                 

Ho- san- na, ho san -na in ex cel - sis, Ho- san- na, ho san -na in ex cel - sis. Ho - san- na, ho - san -na

glo - ri - a

Ho - san- na, ho - san -na

B.B

  

Vib.

                      

     

   

mp

Kann.

   

  Vln I      

Vln II

Vla

Vc.

Db.

 

   

         

  mp

  mp

accel.

 

 

 

    

 

  

   



      

 

     

 

 



     

 

     

 

 





mp

     

   



mp

 

mp *) Imed (Wonders), Joëlähtme 1937





 



 

  



 




 S.1A 

28

S.2A

A.A

 

mf

Ho - san- na, ho - san-na in

p sub.

 

ex - cel - sis. Ho - san- na, ho - san-na in

Ho - san - na,

ex - cel - sis,

 

p sub.

ex - cel - sis,

 

ho - san - na,

ex - cel - sis,

mf

 

ex - cel - sis. Ho - san- na, ho - san-na in

 

  mf     

p sub.  

Ho - san- na, ho - san-na in

ex - cel - sis.

ex - cel - sis.

ho - san - na,

Vla

Vc.

Db.

 

ex - cel - sis.

 

 

   

mf

    

   

q = 72

       

 

    

    

 

 

    

 

 

ex - cel - sis.

 



p sub.



pizz.

 

mp

pizz.

  

mp

 

Ho - san- na,

mf sub

      

ho - san - na,

 

mf sub

Ho - san- na,

   



  



     

    

  

ho - san- na,

  

Ho -

    

   

   

 

     

ho - san- na,

ho - san- na,

Ho -

Ho -

   



   



   



 

   

 



   



   



mf



mf



mf

 mf

arco

  



Grandly

  

 

   



mf



 

Ho-san- na, ho-san-na in ex-cel- sis,

q = 96

p sub.

Ho-san- na, ho-san-na in ex-cel- sis,

mf sub

accel.

Ho -

               

ho - san - na,

 

ho - san- na,

  

         

Ho - san- na,

                

  

 

mf sub

mf sub

      

 

 

Ho-san- na, ho-san-na in ex-cel- sis,

     

Ho - san- na, ho - san-na in

Ho - san - na,

Delicately

Vln II

ex - cel - sis.

       

 

Ho - san - na,

    

Ho - san- na,

mf

  Kann.     Vln I 

   

ho - san - na,

     

ho - san - na,

                

 

p sub.

        

ex - cel - sis,

Ho-san- na, ho-san-na in ex-cel- sis,

mf sub

Ho - san- na, ho - san-na in

Ho - san - na,

         

               

 

q = 96 mf sub

mf sub

 

Ho - san- na, ho - san-na in

p sub.

mf

in

 

ex - cel - sis.

ho - san - na,

   

               

Ho - san- na, ho - san-na in

p sub.

 

   

             

Ho - san- na, ho - san-na in

Ho - san- na, ho - san-na in

p sub.

         in ex - cel - sis, Ho - san- na, ho - san-na 

 

               

    

T.B

Vib.

ex - cel - sis,

in

B.B

ex - cel - sis,

ho - san - na,

 

A.B

                      

    

S.2B

q = 72 p sub.

Ho - san- na, ho - san-na in

in

S.1B

Grandly

accel.

Delicately

38

mf arco



mf


               37

S.1A

Ho- san- na, ho -san -na in ex- cel - sis.

  

S.2A

san - na,

A.A

  

   

ho - san- na,

             

  

S.2B

san - na,

A.B

  

   

ho - san- na,

 

T.B

Kann.

 

 

ho - san- na,

Ho - san - na,

san - na,

    san - na,

    

 Vln I 

  

   

                    

Ho-san- na, ho- san -na in ex- cel- sis,

 

 

Ho- san- na, ho -san -na in ex- cel - sis.

Ho - san - na,

Ho-san- na, ho- san -na in ex- cel- sis,

mp

ne

-

-

ne

-

-

dic

tus

mf





dic

-

tus

Ho- san- na, ho -san -na in ex- cel - sis.

      

ho - san- na,

-

mf





Be

mp

Be

ho - san-na,

39

(a little faster than the first time)

        

                  

 

q = 56

Ho- san- na, ho -san -na in ex- cel - sis.

      

Ho-san- na, ho- san -na in ex- cel- sis,

Ho - san- na,

Ho- san- na, ho -san -na in ex- cel - sis.

Vib.

Ho-san- na, ho- san -na in ex- cel- sis,

                    

Ho- san- na, ho -san -na in ex- cel - sis.

B.B

                      

Ho - san- na,

Ho- san- na, ho -san -na in ex- cel - sis.

S.1B

molto rall.

  

   

        



Be

ho - san-na,

mp

-

mp

-



Be

ne

-

ne

mf

 dic

-

mf

 -

dic

tus

-

tus

Ho- san- na, ho -san -na in ex- cel - sis.

  

       

  

      

    

 

      

 

       

 

   

 

   

ho - san- na,

ho - san- na,

 



Ho - san- na,

Ho - san- na,

   

ho - san- na,

ho - san- na,

   

 

  

   

  

 

  

   

  

Ho - san - na,

Ho - san - na,

   

ho - san-na.

ho - san-na.

 

   

  

   

  

molto rall.

  

mp

       

    

q = 56 (a little faster than the first time) Warm, gentle but intense

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

Vln II

Vla

Db.

   

   

  

 

  

  



 

 

 

   

 

  



 

 

 

  

 

 

 

 

  

 

Vc.



 

   



   

 

Warm, gentle but intense

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



  

 p





p

p


40

     S.1A  

     

     

     

47

qui

S.2A

qui

A.A



ven

ven

-

-

nit

in

nit

in

no

no

     

      

qui





Kann.



Vln I

ven

ven

mi -

in

nit

in

no

no

mp

     

ne

Be - ne - dic



 -

-

 

mi -



-

 



     

ne

tus

Do

 

3  

Do

mp



mp

  



-

mi - ni.

-

-

  

mp

        3

Be-ne

mi - ni.

  

  



 

   

mi - ni.

         

              

   



tus



mi - ni.



 -

-

  

mi - ni.

mp

Do

Be - ne - dic

-

mp

mp

ne

Be-ne

mi -

mp

ne

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



     

    

     

      

   

  

    

      

    

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

  

   

       

div.









   mp



mp

Db.

-

Do

mp

Vc.

-

nit

mp

Vla

-

mp

Vln II

 

Do

qui

Vib.

mi -

      

A.B

-

     S.1B  

S.2B

 



 



 

  









unis.



div.


  

41

56

S.1A

dic

S.2A

A.A

S.1B

-

dic

tus

qui

-

tus

qui

   



ve

nit

in

   



ve

nit

in

-

-

-

-

3  

no - mi - ne

3 

no - mi - ne

   Do

   Do

-

 

  

 

mi - ni.

-



  

mi - ni.

dic

-



tus

 qui

   

ve

nit

-

-

   

ve

nit

-

-

in





 

no - mi - ne

in

3

 

3

no - mi - ne

  

    

Do

   Do

-

  

 

mi - ni.

-



 

mi - ni.

  

B.B

Vib.

Kann.

Vln I

 



           

 







    

  

 



 

3

   

3

   

no - mi - ne

 

mp    

3

    Do - mi - ni

Do- mi - ni,

3    

Do - mi - ni

                 

 

 

    

 

 

Do- mi - ni,

 



  

Do - mi - ni

                 

unis.

mp

mp

  

  

no - mi - ne

    

 

3

   

 

 

Do- mi - ni,

             

unis.

Do - mi - ni

    

   



3

   

Do- mi

                  



div.

  

Vc.

    

          

Vla

              

Vln II

Db.

no - mi - ne,

T.B

Do- mi - ni,

mp

  

   Do- mi

    

mp

no - mi - ne,

  

A.B





S.2B

 

 



      



      




42

  S.1A  64

accel.

ni

 

S.2A

A.A

S.1B

 



Be-ne - dic

-



 

-

tus.

                              

Ho- san - na, ho san-na in ex-cel - sis, Ho- san- na, ho san -na in ex-cel - sis. Ho - san - na, ho - san -na in

  

ex - cel - sis,

mf

        

Ho - san - na, ho - san-na in

ex - cel - sis.

ni

 

S.2B

 



Be-ne - dic

-

-

tus.

                              

A.B

 

Ho- san - na, ho san-na in ex-cel - sis, Ho- san- na, ho san -na in ex-cel - sis. Ho - san - na, ho - san -na in

T.B

B.B

 



Kann.



Vln II

Vla

         Ho - san - na, ho - san -na in

    

 Vln I   

Db.

Ho - san - na, ho - san-na in

   

mf

ex - cel - sis,

Ho - san - na, ho - san-na in

   

 

      

 

     

 

 

 

     

 

     

 



 



 

  

ex - cel - sis.

     mf    ex - cel - sis.

                

 

     

   

  

     

ex - cel - sis.

         

Ho - san - na, ho - san-na in

Vib.

Vc.

ex - cel - sis,

mf

         

accel.

          

 





 





   

 

   

 

   




      73

S.1A

q = 72 p sub.

accel.

   

Ho - san - na, ho - san -na

p sub.

A.A

  p sub.

 

S.2A

 

ho

  

-

 p sub.     

 

p sub.

 

S.2B

ho

p sub.

 

A.B

  

-

B.B

Vib.

Kann.

 

p sub.  

ho

ho

 

 Vln I 

q = 72

in

-

-





  

-





 

  ho

  

-



  ho



Ho - san - na,

san - na,

in

 

ho

-

ex - cel - sis.

  



-

 

san - na,

 

 

 

 

 

in ex - cel - sis,

mf sub

         

Ho - san - na, ho - san -na

in ex - cel - sis,

mf sub

    

 

  ho

-

san - na,



Ho - san - na, ho - san -na

mf sub

 

Ho - san - na,

 mf sub   Ho - san - na,

   

 mf grandly



  

ho

 

ho

in ex - cel - sis,

    -

san - na,

-

san - na,

       

-

Ho - san - na, ho - san -na

san - na,

 

Ho -

in ex - cel - sis.

            Ho - san - na, ho - san -na

 

   ho

-

in ex - cel - sis.

     san - na,

Ho -

        

Ho - san - na, ho - san -na

 

Ho - san - na,

     

ho

 

        

Ho - san - na,



san - na,

  

in ex - cel - sis.

 

Ho - san - na,

  

ho

 

ho

-

in ex - cel - sis.

     san - na,

   -

san - na,

Ho -

  Ho -





   

  



   

  



   

 





   

 

mf grandly



   

mf grandly

p sub.

Db.

 

Ho - san - na,

 

 p sub.

 mf grandly

p sub.

Vc.

san - na,

  

p sub.

Vla

-

Ho - san - na, ho - san -na

q = 96

ho

 

Ho - san - na, ho - san -na

mf sub

ex - cel - sis.

accel.

 

             

                  

    

 

Ho - san - na,

san - na,

mf sub

in ex - cel - sis,

           

mf sub



Ho - san - na, ho - san -na

            

ex - cel - sis.

in

         

mf sub

Ho - san - na,

in

  

Ho - san - na, ho - san -na



 

   

Ho - san - na, ho - san -na

Ho - san - na,

san - na,



   

 

ho

Ho - san - na,

ex - cel - sis.

 

  

   



in

 

san - na,



Ho - san - na, ho - san -na

Ho - san - na, ho - san -na

ex - cel - sis,

     

ex - cel - sis,

   

     

Vln II

 

 

p sub.

  

san - na,



Ho - san - na,

 

  

Ho - san - na, ho - san -na

T.B

in

 

ex - cel - sis,

  

Ho - san - na, ho - san -na

san - na,

in

ex - cel - sis,

 

  

Ho - san - na, ho - san -na

S.1B

in

43

q = 96

 

   

   

  





   





  





   

  

   



mf grandly

mf grandly

   

f grandly


44

molto rall.

           S.1A 

           

81

Ho - san- na, ho - san-na

    

S.2A

san - na,

A.A

  ho

-

in

ex - cel - sis,

    

san - na,

Ho

Ho - san - na, ho - san -na

-

           Ho - san- na, ho - san-na

in

    

S.2B

san - na,

  ho

-

ex - cel - sis,

Ho - san- na, ho - san-na

T.B

Vib.

Kann.

     san - na,

  

  

 

san - na,

 

 Vln I  

Vln II

san - na,

Ho

Ho - san - na, ho - san -na

-

ho

-

-

san - na,

Ho

 

   

san - na,

Ho

san - na,

in

ho

-

in

Ho - san - na, ho - san -na

  -

san - na,

  -

san - na,

  ho

  ho

-

-

san - na.

 

   

   

  

 

   

molto rall.

   

 

   

 

 

 

 

 



 

  

 

 

  

 

 

  

       

ex - cel - sis.

         

 

Ho - san - na, ho - san - na,

ex - cel - sis.

f

cresc.

Ho - san - na in

        

ex - cel - sis.

       f

cresc.

Ho - san - na, ho - san - na

in

 

ex - cel - sis.

cresc.   f             

 

cresc.   f             

 

cresc.   f                   

 

        

   

        

  

div.            

  

unis.          

 

      

 

       

  

         

 

Ho - san - na, ho - san - na, Ho - san - na in

ex - cel - sis.

Ho - san - na, ho - san- na, ho - san- na,

cel - sis.

a.2.

Ho - san - na, ho - san - na, Ho - san - na, ho - san- na, ho - san- na,

cel - sis.

cresc. f

cresc. f

cresc.

mf

div.

 

 

rall.

f

      

Ho - san - na, ho - san - na, Ho - san - na in

ex - cel - sis.

cresc.

in

 

cresc.   f             

      

  

Ho - san - na in

Ho - san - na, ho - san - na



     

 

   

ex - cel - sis.

san - na.

   

f

          cresc.

  

Ho - san - na, ho - san - na,



   

   

   

ex - cel - sis.

san - na,

 

 

ex - cel - sis.

   

in

   



         

ex - cel - sis,

   

san - na,

 

 

Vc.

ho

in

 

 

Vla

Db.

 

 

-

   

          

ex - cel - sis,

ho

Ho - san - na, ho - san -na

          

A.B

B.B

in

san - na,

 

ex - cel - sis

         

        S.1B     Ho - san- na, ho - san-na

 

in

rall.

mf

cresc.

cresc.

               cresc.

           

cresc.

mf

mf

f


45

V Agnus Dei With a heavy heart...

  Soprano 1A  

 

  

  

 

 

e = 132

Soprano 2A

Alto A

Soprano 1B

Soprano 2B

Alto B

mp



Ag

-

-

  

 nus

De

       -

i



mp



Ag -



mp



Ag -



                  

**) p

Ag -nus De - i,

De - i,



**)

Ag - nus De - i,



   



Ag - nus De - i,

**) p

   

 





i,

i, Ag- nus De - i,

-



-

Ag - nus De - i,

    Ag - nus De - i,



i,

-

  De -

      De

De - i,

i,

       De

    

-

       

Ag - nus De

i,

**) p

De -

                  

Ag - nus De

p

Ag - nus De - i,

Ag - nus De - i,

         

De -

Tenor B

 



i,

  De -

damp immediately

                   *)

Tubular Bells

sim.

p

Kannell

  



  

   



  



 



  

    p

  

   



      

  

   



  

  

 

With a heavy heart...

  pizz.     e = 132

Violin 1

  

              p



p

Violoncello

  

  

  

 

   

 



 



  

 

   

*) Bells of St John Church **) Käsikivi (The Grinding Stone), Setu (1936) - this was sung by women grinding flour. They woud do a dance which had them walking round in a circle with their right hands in the centre holding an imaginary stick. If there is room for any of the choir to do this in performance, it could be quite mezmerising...

 

 

 



 


46

    12

S.1A

-

nus

De

      -

 S.1B  

nus

De

-

-

B.B

Ag - nus De

-



Ag - nus De



i,

Qui

-

i, Ag - nus

De - i,

De - i,

    

De

-

tol

-

i,

-

-

mp

   

di:

mi - se - re

           

   

mun

-

mun



mp

di:

-

mi - se - re

mi - se - re



  

    

   

  

  

p

        



  

   

      

-

Ag - nus De - i,

i,

De -

Ag - nus De

Ag - nus De

-

i, Ag - nus

De

i, Ag - nus

-

  





  

  



      

   

-

mi - se - re

  

  





  



 



  



  

 

 

  



-

mp

  







De - i,

  

De - i,



 

De - i,

p

mp

i,

 

De - i,

    



De - i,

    

 

-

    

Ag - nus De - i,



no



Ag - nus De - i,

 

re

  

-

        





no

       Ag - nus

re

  

-

    

       



  

no

    

De



-

re

p

mi - se - re

  

-

mp

di:

 -

    

Ag - nus De - i,



   

lis

i,

  

           

     

        De



mun

pec - ca - ta

De - i,

  



i,

   

Db.

i,





pec - ca - ta

 

  

Vc.





Kann.

Vla

lis

i,

De - i,

 

Vln II

pec - ca - ta

-

   

Tub. B.

Vln I





tol

 

  

   

 

i,

T.B

 

   

                 

Ag - nus De - i,

A.B

            

Ag - nus De - i,

S.2B



Qui

   

S.2A

A.A

re

 -

De - i,

   no

-

re

  



  

no

  





  

  

 

  

  

  

p

p

p

 p

-


47



-

-

*) O - le mei - le

bis.

    -

bis.

       

ar - mu - li

           *) O - le mei - le

ar - mu - li

    2

-

-

i,

   De - i,

Vln I

    

  











  

   

  

-

i, Ag- nus

-







  

De-i,

 

(p )

       

        

    

       

i, Ag- nus De- i, Ag - nus De - i, Ag - nus De

       -

 

i,

De-

 



-

nus

-

 

nus

 

  

      

    

  

  



  

 



  



  

(p )

    

i,

-

Ag

-

-

 

 



De - i,



nus

  

 

 

  

     

  

 

De - i,

  



  

nus





(p )

 De -

   

  

De - i, Ag- nus De- i,

   



Ag- nus De- i,

mp

  

De - i,



mp

 

De - i,

i,

     De

i,

-

Ag

  

           

    

De - i, Ag- nus De- i, Ag - nus De - i, Ag - nus De

De -

 

   

-

mp



Ag

 

Ag - nus De-i,

i,

     

  

mp

i,

  



ne...

i



 

    

mp



 

 

  





   





 





  



   





   





 





  



  











 





  



  





2

-

 2

Db.



  

 

Vc.

De

     

Ag

De

  

Vla

    

Vln II



De

  

ne...

     

bis.

 

Kann.

nus

2

Tub. B.

-

           - bis. 

-



                      

Ag - nus De

B.B

-



     

*) "have mercy on us" in Estonian T.B

-

  

            

Ag - nus De - i, Ag - nus De - i, Ag- nus De

A.B

-

Ag - nus De - i, Ag - nus De - i, Ag- nus De

S.2B

 

mp

            

2

S.1B



Ag

2

A.A



bis.

   

S.2A



 2   21

S.1A

mf

 2

 

*) "Have mercy on us" in Estonian


48

  S.1A   32

S.1B

 Qui

  

 

S.2A

A.A

mp

tol - lis



     

-



mi - se - re



    mi - se - re

          -

di:

mi - se - re

              

      

    

 

    

Ag - nus De

      

A.B

i,

De - i,

    

 

   

 

T.B

  Vln I     

   

Qui tol



 p

Vla

Vc.

  

 



De

-

     

  

   

Vln II

-

Qui tol -

    

Tub. B.

-



  

lis,

   -

lis,



i, Ag - nus

De -i,

 

    

Ag - nus De - i, Ag



De -

   



-

i,

 

 

di:

mi - se - re

    

re

re

div.

 

no

  

-

bis.

2

  

-

bis.

-



-

De

-

   -

-

re

no

-

    re

2

  

no

bis.

2  -



    



        

sim.

O - le mei - le

  



ar -mu - li

    De

 

-

unis., pizz.





ne...

 

i,

-

De - i,

   

molto rall.

 









  

  

  

   

  

 

Ag - nus De - i,

         

Ag -nus De - i,



  



   

     







Ag - nus De - i,

De - i, Ag -nus De - i,

   

  



 

ar mu - li - ne...

  

   

O - le mei - le

   

 

mp

      

 

ar mu - li - ne...

      

  



         

O - le mei - le

 

ar mu - li - ne...

bis.





            

i,

 

          



 



O - le mei - le

i, Ag- nus De - i,

          

i,

(pizz.)

arco





bis. 2

no

   

  

   

De - i,

  



-

nus De - i, Ag- nus De

 

no

molto rall.

                      

  -

re

  

nus De - i, Ag- nus De

mi - se - re

pec - ca - ta mun

  

-

   

           

-

   

2

            

  

i,

    

  

De - i, Ag - nus De - i, Ag

i,

-

mp

   

    

Ag - nus De

-

mp

tol - lis

   

di:

pec - ca - ta mun

Ag- nus De - i,

Db.

pec-ca -ta mun



   

       

S.2B

Kann.

   

  

Qui

Ag- nus De - i,

B.B



2

2

2    

  

  


 



 

 

  

 

 

  

 

  

  

 

43

S.1A

S.2A

A.A

S.1B

S.2B

B.B

Kann.

Vln II







  

 

 

                   De



 



i,

De

 

-



De

i,

-

-

 







De - i,

Vc.

Db.



 



 



 



Ag

-

-

 



Ag

-

-

mf

De - i, Ag- nus De - i,

De - i,

De - i, Ag- nus De - i,

De - i,

   

De - i, Ag- nus De - i,

mp

De

-

     

tutti mp

De

-

 nus

 nus

Ag - nus De - i,

Ag - nus

De

Ag - nus De - i,

Ag - nus

De

Ag - nus De - i,

   De

   De

-

i

  -

-

i

  i

-

i,

Ag- nus De - i,

De - i,

-

i,

Ag- nus De - i,

De - i,

-

 

   



 

  



  

   

  

i,

Ag- nus De

  

  

   

   

   

   

i,

Ag- nus De



i,

p

-

i,

De - i,

De

    -

Ag- nus De - i,

Ag - nus

   

  

i,

Ag nus

De

a.2.

Ag nus

De

-

i,

-

i,

                 mp

Brighter



e = 156







   

   



   

    



 

  

  

 

 

mp

mp

 

mp

Vla

De

mp

Ag- nus

 

nus

                                 

              

mp

-

 

                               

Ag- nus

i.

-

  

mp

Ag- nus

               

 



Ag- nus

Ag



mp

i.



                             

i.



De

 

-

mf

  mf

Ag- nus

   

-

i,

-

                  

Tub. B.

Ag- nus De

T.B



e = 156

                  Ag- nus De

A.B

49

Brighter

mp

   

 

div.    

  

 

  

 


50

    55

S.1A



Ag

A.A

S.1B



 

-



Ag

-

    



T.B

Db.



          

i,

De - i,





    

          



  

-

-

di:

di:

-

nus



Ag



-

-



-

nus

                

         

       



        

     

         

     

 

De

-

Ag - nus De

i,

-

Ag - nus De

i, Ag- nus De - i,

De - i, Ag - nus De - i,

Ag - nus De - i,

  

   



   

        

   



Ag - nus De - i,

Ag - nus De - i,

   



De

mun

pec - ca -ta mun

i,

  

Ag





 

mp

      





di:

i,







-





-

    



                  

De - i, Ag -nus De





   



De - i, Ag -nus De

  

mun

    

 

 

pec -ca -ta

            

De - i,



-

tol - lis

Qui tol - lis

 







Vc.





Ag- nus De

Vla

        Ag-nus De - i,         

Tub. B.

 

   

Ag - nus

-

   

nus



Ag- nus De

Vln I

  

    

A.B

De - i,

Ag - nus

Ag- nus De - i,

Kann.

nus



Ag- nus De - i,

B.B

  

      

S.2B



Qui

   

S.2A

  



i,

   

   

i, Ag- nus De - i,

-

Ag - nus De -

Ag - nus De



   

  

De - i, Ag - nus De - i,

        

i,

Ag - nus De -

    De - i,

-

De -

i,

i, Ag - nus De - i,

       De

De

i,

 

-



i,

-

De-

i,

 

  

  De-

    

- i,

De -

   



         

  

      



  

  

 





p

  

   

  

  

   



   

      



  p





  

    



 





unis.

p

mp


  

  

 

  

66

S.2A

A.A

S.1B

De

De







Ag

-

          i

B.B

Vln I





  

Vln II

nus

De

-





i,



   

i,

  

  

 



 

  



 



   

-

-

De

-

  

  

De - i,

i, Ag- nus De - i,

De - i,

Ag- nus De - i,

mp

i,

Ag

-

mp

  -

  

De - i,

Ag - nus De

 

  

 

 

 

nus

De

  

 

nus

De

  



  

     

   

   

 

Ag - nus De - i,

Ag - nus De - i,

mp

Ag

Ag - nus De - i,

mp



  

Ag - nus De - i,

  

rall.

 

-

-

-

i,

De - i,

 

 



i,

   

   

      mp

  

 

Db.



   

 

  



  







  









  



  







mp

mf

    

 

  

  

         

    

Qui tol

  



mp

  

   



di:

Qui tol

 

-

 

-

i, Ag- nus

 -

De

  

Ag - nus De

i,





         

Ag - nus De

di:

pec - ca - ta mun

mp

Ag- nus De - i,

-

            

i,

                

Ag - nus De

Vc.



  



   

tol - lis

   

-

  

Qui

-

lis,



 

i,

lis,



Ag - nus De - i,

Ag - nus De - i,

De -

  



-

di:

  

 



pec - ca - ta mun

  



    

  

De - i,

i,

-

-

De - i,

 

 

 











 



 

 





 

 





mp

Vla

  

                  

 

 

-



    

i,

-

De

pec-ca - ta mun

    

Ag - nus De

De

     

mf



nus

 

tol - lis

    

i,

-

Kann.



-

   

  

                

 



 

Tub. B.

Ag

 



    

i,

T.B



    

nus De - i,





Qui

mf

-

i

nus De - i,

-



Ag

Ag

A.B

-

 

S.2B

      



S.1A

51

rall.

mf


Slower

52

 S.1A 

76

S.2A

A.A



   

Ag - nus De

   

Ag - nus De

   



Ag - nus De

      S.1B         De

-

De

-

Ag - nus De

-

i,

Ag - nus De

           De - i, De

T.B

  

 

        

Vla

-

p                    

do - na

no

do - na

i.

i:

no

do - na

no

- bis pa

-

- bis pa

- bis pa

-

  -

-

 

-

-

-

 p                      

do - na

no

do - na

i,

no

- bis pa

- bis pa

  



  



 

 mp   

 





 

 mp   

 





 



   





 

  

 

 





 

cem.

cem.

mp

 

-



-

-

-

-

-

mp

-

  

 





 

  

 mp   

 





 

-

   p                  





 

  

  

i,

do - na

no

do - na

i,

        

no

- bis pa

- bis pa



 

    

-



      

-

p

pa

         

-

 

i,

   

-

-

cem.

           p



 p







 

   

 

  unis.            



  

 

 

        



 

 

p

p



 

    

      



p

(like St Oleviste, again)

p

mp

 



*) if possible

(like St Oleviste, again)

  p

*)

                   

rall.

pizz.

cem.

 mp       

e = 104

-

 

-

mp

cem.

        

mp

cem.

cem.

mp

-

 div.



 

   p                 

-

-

-

i,

 

mp

-cem.

 p                   

 -

     

 

Vc.

-

   p                 

i.



   

Slower

 Vln I  

     

 

Vln II

-

De

Tub. B.

Db.

i,

-

      p               



De

Kann.

Ag - nus De

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Tallinn Mass

Roxanna Panufnik studied at the Royal Academy of Music, and has written opera, ballet, music theatre, choral, chamber and film music. Key works include Westminster Mass, written for Westminster Cathedral Choir to mark Cardinal Hume’s 75th birthday, and settings of Vikram Seth’s Beastly Tales, commissioned by the BBC for Patricia Rozario and the City of London Sinfonia; harp concerto Powers & Dominions; violin concerto Abraham – for Daniel Hope – which exists also as an overture for the World Orchestra for Peace, premiered in Jerusalem under Valery Gergiev; Schola Missa de Angelis (choir of London Oratory School and brass octet); and The Generation of Love, a Shakespeare sonnet cycle (Mark Padmore, Richard Watkins, Julius Drake).

PANUFNIK

Roxanna Panufnik

Roxanna Panufnik studierte an der Royal Academy of Music und schuf Kompositionen für Oper, Ballett und Musiktheater sowie Chor-, Kammer- und Filmmusik. Zu ihren wichtigsten Werken gehören: die Westminster Mass für den Westminster Cathedral Choir, entstanden zum 75. Geburtstag des Londoner Erzbischofs Kardinal Hume; Vertonungen nach Vikram Seths Beastly Tales für Patricia Rozario und die City of London Sinfonia, ein Auftragswerk der BBC; das Harfenkonzert Powers & Dominions; das Violinkonzert Abraham für Daniel Hope, das auch als Ouvertüre für das World Orchestra for Peace existiert und in dieser Form unter Valery Gergiev in Jerusalem uraufgeführt wurde; Schola Missa de Angelis (Chor der London Oratory School und Blechbläseroktett) sowie The Generation of Love, ein Zyklus von Shakespeare-Sonetten (Mark Padmore, Richard Watkins, Julius Drake).

Edition Peters No. 72291

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Panufnik - Tallinn Mass  

Panufnik - Tallinn Mass