EP11005R, Erkki Sven Tüür, Igavik, for orchestra

Page 1

Contemporary

t端端r Igavik for Orchestra Full score

EP 11005R


ERKKI-SVEN TÜÜR

Igavik

Score .

Unter der Nr. 12005 R in die Edition Peters aufgenommen

EIGENTUM DES VERLEGERS ALLE RECHTE VORBEHALTEN ALL RIGHTS RESERVED

HENRY LITOLFF’S VERLAG / C. F. PETERS FRANKFURT/M. LEIPZIG LONDON NEW YORK


in memorian Lennart Meri

Igavik

The score sounds as written Text: Doris Kareva 1 q = 63    Flauto I  

Flauto II

Clarinetto in Bb

Clarinetto basso in Bb

Fagotto

Timpani

 

 

 

Erkki-Sven Tüür (*1959)

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

  

 

 

 

 

 

 

 

   

mp

  





pp

 

 

 

 

  

 

 

 

 

Tenore I

   

 

 

 

 

Tenore II

  

 

 

 

 

 



   



   

Perc.

Vibrafono

Bassi I

 

f



ff

Siis

 Bassi II  

Violini II

Viole

Violoncelli



saab

 

e - lu

i - ga - vi - kuks

     

i - ga - vi - kuks

kui

kui

on

on

ä - ra

ä - ra

min - dud p

min - dud

  

 

 

  

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 ord.   

 

 ord.   

 

 

 ord.   

 

 

ff

Contrabbassi

   ff

Nr. 12005 R

e - lu

p

  

  div. 

Litolff / Peters

saab

 

ff

Siis

Violini I



     

2/07

 

s.p.

s.p.

 

 

 32720

   

 

 

f

f

f

© 2007 by Henry Liolff 's Verlag


2

A 9   Fl.I   Fl.II

Cl.

Cl. b.

Fag.

Timp.

 

 

 

 

 

 

 

 

 

 

 

  

 

 

 

    mf

 p

  

f

 

 

 

  

 

 

T.I

   

 

 

T.II

  

 

 

Perc.

Vib.

B.I

    f

 

        

Siis

saab

e - lu

 

        

 B.II    f

Siis

A   V-ni I   V-ni II

Vle

saab

e - lu

kui

on



kui

on

  ä - ra

  ä - ra

  min - dud p

  

  

min - dud

 

 

 

 

 

 

 

 div.  

 

mf

 

  s.p.   Cb.

i - ga - vi - kuks

  s.p.  Vc.

i - ga - vi - kuks

p

mf

  s.p.   mf

Litolff / Peters

 

 

 

     

  

  

  

 

 

div.

ord.

  

  

ord.

ord.

  32720

 

f

 

ord.

  

 

f

  

   

f

 

f

 

f

f

f

f

 f

 f

p


3

B  Fl.I  16

Fl.II

Cl.

 

Cl. b.

 



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

p

Fag.

3





p

5 3

      

6

5

7

6

7

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

 

Perc.

Vib.



T.I

  

T.II

 

Timp.

p

 

B.I

B.II



B  V-ni I   

bi

puu



s.p.

-

bi

puu

 -

-

de,

lä - bi

tuu

de,

lä - bi

-

tuu

-



le

kuu



le

kuu

 

 Te

-

-

-

len

-

-

-

len



Te

p

Vle

  Vc.

p

V-ni II

-

 

s.p.

p

s.p.

p

s.p.

 p

 s.p.  Cb.

p

 s.p.   p

Litolff / Peters

32720

 -

ma

-

ma


4 19

C  

 

 

 

 

 Fl.I 

 

Fl.II

Cl.

   

Cl. b.

f

Fag.

5

5

5

5



 

 

  

T.I

    

 

B.I

kut f

kut

-

7

3 5 6 7                                          

p

 

 

 

 

 

 

         

set.





   

set.

       

div. in 3

 

p



Lä - bi p

puu - de, lä- bi tuu - le

kuu

-

Lä - bi p

puu - de, lä- bi tuu - le

kuu

-



          

pp

          Lä - bi

              pp             pp             pp             pp             pp           pp          pp ord.       

div. in 3

puu - de, lä- bi tuu - le



kuu

-

 

len

Te

-

ma

len

Te

-

ma



 

len

Te

C   

  

  

  

  

  

  

 

 

ord.

  

  

 

 

ord.

  

 

  

 

  

 

 

unis.

 

unis.

6

 

Cb.

5

 

Vc.

3

 

Vle

                                          

  

V-ni II

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

 

div. in 4

V-ni I

7

    -

6

            p     

  f  

T.II

B.II

p

5

mf

Perc.

Vib.



   

p

f

Timp.

3

pp

  pp

ord.



pp Litolff / Peters

pp

ord.

32720

-

 

ma


26

 Fl.I 

Fl.II

Cl.

5

         

f

           

Cl. b.

f

Fag.

Timp.

5 5

5 5

 f

  

 

Perc.

f

 Vib.   

T.I

  

B.I

B.II

   kut f  

T.II

 -

kut f

-

kut

-

-

-

-

 

p

 

 

 

  

 

  

 

 

 

 

 

 

 

 

 



 



 







mp

mp

mp

 

 

    

   



   

 



nen

tu - le

   

kuu



-

-

nen

tu - le

kuu

-

-

 

nen

   

 

tu - le

kuu

-

f

  

 

 

 

 

f

f

 32720

f

ma

 

ma

p

 

 unis.  



 

  

 p

f

f

 

f

 unis. 

-

ma

 

 

Litolff / Peters

  

 

p

f

f

 

p

f

 

 

 



  

 

5

p

  

 

p

        

f

f

p

mp

   

        

 





-

5

  

 

mp



-

  

 

 

Tun

 

 



mp

 

-

Tun

D

 

 

 

 

 

 

 

ff

f



div.

    

ff

 

 

mp

 

 

         

ff



 

Tun

mp

 

 

mp

 

Cb.

  

 

set.

 

Vc.

set.

 

Vle

 

5

div. in 3

V-ni II

set.

   V-ni I

 

 

  

 

 

 

 

mp

f

5

 

D

  p


6 32

 Fl.I 

                                                  

                                                  

Fl.II

6

Cl.

5

7

5

f

Cl. b.

f

Fag.

Timp.

T.I

 

 

5

         



  

hin

p

  -

-

 

B.I





p

   hin

T.II

B.II

5

7

 

Perc.

Vib.

6

-

-

hin

-

-

 



gust,

tum

 



gust,

tum

 

 

gust,

-

-

-

-

 tum

 

 

-

-



   

ma

ve - re- tuk - set.



   

ma

ve - re- tuk - set.



   

ma

ve - re- tuk - set.

div. in 4

 

  

 

 

p



p

V-ni I

V-ni II

Vle

Cb.

Litolff / Peters

p

p pizz. f

  

             

unis.

p

pizz.



pizz. f pizz.







           





    



p

p

p

f 32720



           

f

Vc.

        


E

       Fl.I  36

 

p

  

Cl. b.

Fag.

p

     

Cl.

          

             

p

Fl.II

     

5

3

7

6

3

  

3

 

3

6 5                            5

p

  p

B.II

-

Tun

-

  

E    V-ni I

-

-

-

-

Vc.

Cb.

nen

tu - le



nen



mf

 

tu - le

nen

tu - le

 

nen

tu - le



  

-

kuu



-

kuu

-

  kuu





-



   3      3 mf 3  mf      

 

kuu

 

 



ma

 

hin - gust, mf

ma

hin - gust, mf

 

ma

 

ma

      

hin - gust, mf

   

  

mf

3

 

mf arco 3

3

3       mf arco 3

     div. in 3

mf arco

      mf

3

    mf

   div.

3

mf arco

    mf

 arco   mf arco

   mf

32720

3

       

mf

div. in 3 arco 3

  

                



ve- re- tuk- set.

tum - ma

ve- re- tuk- set.

tum - ma

ve- re- tuk- set.

tum - ma

ve- re- tuk- set.

           

       

           

3

 

 

hin - gust,

 

mf

           3 mf 3 3            3



 

  

         

3



tum - ma

div. in 3

Litolff / Peters

mf

 

           

   

Vle

 

 

 

V-ni II

 

 

 



Tun p

 p  T.I   Tun

B.I

 

-

 

-

 

           



-

   

Vib.

   Tun p  

 

 

T.II

 

-

 

-

Perc.

-

 

p

 

 

Timp.

 

   

 

   

  

     

  

 

 

 

  

 

  

 

  

 

 

 

 

 

 

            pizz.

            pizz.

pizz.            

 


8

 

41

 Fl.I 

Fl.II

Cl.

 

Cl. b.

Fag.

Timp.

  

  

  T.I    T.II     B.II

 

  

  

 



        f   

 

f

       

 

     

 

f

f

  

  

         

f



 

      

 



f

e

 

-

lu

Siis f

saab

e

 

-

lu

Siis

saab

e

-

lu

F  

 

  

 

      

  

 

  

 

  

     

f

   

f

  

unis.

f



 

  

      



 

f

32720



 



 

     f



unis. arco

  

f



 



lu

     

 

saab



  

-

Siis f

 

 

e

 

  

saab

 



   

  

Siis f

 



6

 



6

     



 

6

 

f

 

          

 

 

 

6

 



 

 

Litolff / Peters

 

 

 

f



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

ff

 

 

   

 

Cb.

 

 

 

 

 

Vc.

 

 

     



        

   

ff

F  

  Vle



  

    

V-ni II

       V-ni I

  

ff

 

B.I

 

    Vib.  

 

  

Perc.

 

 

 



f

f




45

 Fl.I 

         f

     

 

Fl.II

   

 

  

Cl. b.

6        

5

  

5

Fag.

Timp.

  

     

3

 

9

 

f

             

Cl.

    

 

  

3

 

3

 

Mark Tree



Perc.

Vib.

T.I

    i    i

T.II

i

-

-

ga

-

ga

-

ga

-

-

vi

-

vi

 -

-

vi

kuks,

 -

-

 -

-

kuks,

 

 



   

kui

on

eest

need

 





   

kui

on

eest

need



kui

on

eest





kui

on

eest



kuks,

 -

kuks,

 -

vi

  i

ga



 

B.I

B.II

-

 





f

    need

   

need

 

V-ni I

V-ni II

 

Vle





 

 

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

3

Vc.

Cb.

  



 

Litolff / Peters

6

6

6

6







   







   

32720


10 48

 Fl.I 

Fl.II

 

  

  



      

   Fag.     

         

Cl. b.

f

f

Timp.

Vib.

 

 



Cymbal

 

    p

       

         uk - sed        uk - sed

T.II

     

B.I

 

 

 

    

 

 

 

 

ff

    

        Siis saab e - lu

 

       

 

  

  

 

  

  

Siis saab e - lu

      

f



 

      

        

 unis.  

      

       

 

     

       

 unis. 

     

        

 

   

div. in 2

f

f

div.

Vle

     

      

 



   i - ga - vi

-

   i - ga - vi

-

 

kuks,

kui on



-

 

kui on

-

  

kuks,

kui on



i - ga - vi

   

kuks,



i - ga - vi

   

 

kuks,

kui on

3 5 6 6  unis.                                            

       

f

G

     

Litolff / Peters

Siis saab e - lu

V-ni I

   Cb.    

 

Siis saab e - lu

in 2  div.      

Vc.

uk - sed

V-ni II

 

uk - sed

B.II

 

 

f

T.I

ff

 

ff

 

Perc.

ff

 

               

Cl.

G   

 3

3

6

                             

 

 

 3

3

     

      

 

 





 

arco  

 





 

32720


55

 Fl.I 

 

 

 

 

 

 

 

 

ff

Cymbal



 

 

 

 

 

   

    eest

uk

   

   eest

need

 

   

 

-

need

-

-

-

   uk

-

-

  

sed

sed

V-ni I

 V-ni II

3

 

3

3

   

 

6

7

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



        3

3

 div.                   

 

      

 

6

3

3

ff

3

ff

  

div.

7

6

Vle

 

   

  

  

   

  

 32720

 

ff

6

ff

Litolff / Peters

 

ff

3

3

 

                                                              3 3 3

ff

sed

6 6  div.           3 7 3 3                                                      3 3 ff

p

sed



  uk

-

uk

   

eest

-

 

need

 

  

need

eest

Cb.

ff

 

B.I

Vc.

ff

 

 

T.II

B.II

Perc.

T.I

Cl. b.

Vib.

Cl.

Timp.

Fl.II

Fag.

11

     3

 

 

ff

 


12

H  

 

 

 

 

 

 

  

 

   

  

 

 

  

 

  T.I   

        

  

 

61

  Fl.I   Fl.II

Cl.

Cl. b.

Fag.

Timp.

Perc.

Vib.

T.II

B.I

B.II

  

p

3

6

5

                        p  p

Siis saab e - lu

    p

 

i - ga - vi -

   

 

 



          3

3

kuks,

Siis saab e - lu

    

e - lu

i - ga - vi - kuks,

p

  

Siis

saab

e - lu

i - ga

 Siis

    -

vi

V-ni II

Vle

Vc.

Cb.

saab

i

-

 

 -

   

ga - vi - kuks,

        e - lu i - ga - vi - kuks,

 

 

 

 

 

 

 

 

 

 

 

 

  

 

32720

 i -

Litolff / Peters

    

i

3

ga - vi - kuks,

H  

  

 

   

e - lu i - ga - vi - kuks,

kuks, p



        

 -

6

     

i - ga - vi- kuks,

Siis saab

V-ni I

        

 

Siis saab


13

I

67

 Fl.I 

Fl.II

Cl.

 

Cl. b.

Fag.

Timp.

Perc.

Vib.

T.I



    

 

  

 

ga

i

vi- kuks,

i

B.II

i

V-ni II

Vle

-

ga

-

 -

ga

   -

-

 

 

ga - vi kuks,

vi

-

  

vi

-

e - lu

i

 

Siis

saab

e

unis.

        



I

 

 

Vc.



pp

Cb.

Litolff / Peters

-

kuks,

 -

lu

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

3



  



3

       



pp

ga - vi









6

 

3

pp

-



kuks,

kuks,

unis.

unis.



  

Siis saab

pp

Siis saab e - lu i - ga - vi - kuks,

  



  

 V-ni I 

          

i - ga - vi- kuks,

  

B.I

3

   

T.II

 





pp 32720

3

            3


14 74

 Fl.I 

Fl.II

Cl.

 

Perc.

Vib.



Cl. b.

Fag.

Timp.

T.I

   

Siis

i

saab

e



 

lu

i - ga

-

 

Vle

 -

-

 

ga

-

-

Litolff / Peters

vi

-

-

vi - kuks,

 

saab

e -



lu

i

 

 -

ga

-

vi

-

Siis

saab





e -

lu

i

 



 -

ga

 -

vi

 -

i -

i -

ga - vi- kuks,

   



kuks,

               6

               

  

6

   

kuks,

kuks,

   

ga - vi- kuks,

 



i -

3

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

3

6

                         

6



3



6



 

3

-



 

Vc.

   

Siis

 

V-ni II

Cb.

 

B.I

V-ni I



  

T.II

B.II



       

3

6

3

 32720

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


15 77

 Fl.I 

Fl.II

Cl.

Cl. b.

Fag.

 

p

Timp.

 

 

  

 

  

f

   

i



-

ga

-

vi - kuks...

 i



i

  

-

ga



-

-

-

ga

-

-



Vc.

     f 

 

p

-

kuks...

 

 

 

 

 

 

  

 

  

 

  

 

  

 

  

 

  

 

 

div.

 ff

ff

div.

mf

 

kuks...

ff

 

mf

   

3

V-ni II

Vle

-

p

6

Cymbal

ga - vi - kuks...

  

vi

    

-

  

V-ni I

  

vi



i

 

vi - kuks,

 

B.I

   

mf



 

   

  

mf

 

ff

 

   

  T.I    T.II   ga

B.II

mf

 

ff

 

Tamtam

Perc.

Vib.

 

p

 ff

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

6







ff

ff

Cb.

 

Litolff / Peters



  

 32720

ff

   


Edition Peters For more than 200 years, Edition Peters has been synonymous with excellence in classical music publishing. Established in 1800 with the keyboard works of J. S. Bach, Edition Peters had by 1802 acquired Beethoven’s First Symphony as well as several solo piano and chamber works. In the second half of the nineteenth century, an active publishing policy enabled the company to develop the catalogue through the promotion of contemporary composers such as Brahms, Grieg and Liszt. This policy continues today: as the publishers of composers such as John Cage, James Dillon, Jonathan Dove, Brian Ferneyhough, Bernd Franke, Anders Hillborg, Mauricio Kagel, Rebecca Saunders, Richard Strauss and Erkki-Sven Tüür, Peters continues its historical role as a champion of new music. This is accomplished in conjunction with the continuing development of the traditional catalogue.

The offices of Edition Peters in Talstraße, Leipzig Geschäftssitz der Edition Peters in der Leipziger Talstraße

Seit über 200 Jahren steht die Edition Peters für höchste Qualität im Bereich klassischer Notenausgaben. Gegründet im Jahr 1800, begann der Verlag seine Tätigkeit mit der Herausgabe von Bachs Klavierwerken. Schon zwei Jahre später waren die Rechte an Beethovens erster Sinfonie sowie an diversen Klavier- und Kammermusikwerken hinzugekommen. Durch enge Zusammenarbeit mit zeitgenössischen Komponisten wie Brahms, Grieg und Liszt gelang es in der zweiten Hälfte des 19. Jahrhunderts, den Katalog beständig zu erweitern. Dieser Tradition ist das Unternehmen bis heute verpflichtet: Als Verleger von Komponisten wie John Cage, James Dillon, Jonathan Dove, Brian Ferneyhough, Bernd Franke, Anders Hillborg, Mauricio Kagel, Rebecca Saunders, Richard Strauss und Erkki-Sven Tüür ist die Edition Peters weiterhin Anwalt neuer Musik, während zugleich das angestammte Verlagsprogramm kontinuierlich ausgebaut wird.

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