Behzad Ranjbaran: Mithra

Behzad Ranjbaran

MITHRA

Mithra was made possible through the Magnum opus Project Founding Patron and Commissioner: Kathryn Gould Founding Orchestras: Marin Symphony Oakland East Bay Symphony Santa Rosa Symphony Project Development and Administration: Meet The Composer

INSTRUMENTATION

Piccolo 2 Flutes 2 Oboes English Horn 2 Clarinets (Bb) Bass Clarinet (Bb) 2 Bassoons Contra Bassoon

4 Horns (F) 3 Trumpets (C) 2 Trombones Bass Trombone Tuba

Timpani Percussion (3) Glockenspiel, Vibraphone, Xylophone, Bass Drum, Cymbals, Snare Drum, TamTam, Triangle, Tubular Bells, Metal wind Chimes

Celesta Harp Strings

Approximate Duration: 16 minutes

Mithra Piccolo

 

1

 Largo cantabile q = 50  

2







Flute

4



 

















Bass Clarinet in Bb



1



Oboe 2 English Horn 1 Clarinet in Bb 2

Bassoon

pp



 



               

I. solo 



1



Behzad Ranjbaran

 

              

   

6

p dolce



3

6



































































2 Contrabassoon





  1





pp









2 Horn in F 3 4



IV



  









pp

I

    pp



III     pp





pp



I

    pp 

III

    pp





ppp





ppp

1 2

















3

















































Trumpet in C

1 Trombone 2 Bass Trombone Tuba





Timpani

Bass Drum



 Largo cantabile q = 50  







 

 

 

4

 











ppp Tam-tam











 







 



pp Tubular Bells

Celesta

 











Violin I





 











































p











Harp



p

 



         

   pp

 

 



mf



 Largo cantabile q = 50    



4





 

 















  























pp Violin II







Viola





Violoncello





   pp    

Double Bass







pp



pp









pp



© Copyright 2010 By Behzad Ranjbaran, All Rights Reserved

10 

2

8

Picc.

 





      

Fl. 1.2

  ’

    5

mf



 



6                     f con brio   3

  

      pp

 

11

f

             11

Ob. 1.2







E. Hn













Cl. in Bb 1.2













B. Cl. Bb













Bsn. 1.2

    

















pp Cbsn.







ppp





ppp

pp

 























C Tpt. 1.2













C Tpt. 3













Tbn. 1.2

























1 2

     

Hn. 3 4

B. Tbn. Tuba











Timp.

B. D.

10 

  









 

 

ppp T.-t.

 

Cel.

Hp.

Vln. I

























              





  mf

             



mf







 









scrape with metal bar

 

  p



10 



f

















 

 

   

 

    f     f     

pp



Vln. II









f

pp



Vla.













pp



Vc.









  pp

Db.









p







f



13

  Picc.              Fl. 1.2   f

 



 

16 

          3

pp

      

 p dolce

3



                 

  

mf

Ob. 1.2















E. Hn















Cl. in Bb 1.2















B. Cl. Bb















Bsn. 1.2





























 











Cbsn.



 1 







2

 

pp

          pp

Hn. 3 4











C Tpt. 1.2















C Tpt. 3















Tbn. 1.2

































B. Tbn. Tuba





Timp.

 Cym. 

 



 



         pp

 

16  

 

  









ppp T.-t.

Hp.



























Vln. I

 





Vln. II





Vla.





 





















pp

16 















 



  p

 









      



pp

Vc.











   pp

Db.











   pp















 

 

4

19

Picc.

 







                                                                       

Fl. 1.2

mf

6

f

    

6

Ob. 1.2











E. Hn











Cl. in Bb 1.2











B. Cl. Bb











Bsn. 1.2





















  1



























Cbsn.



 

2 Hn. 3 4

C Tpt. 1.2

 



I.



ppp

C Tpt. 3











Tbn. 1.2





















B. Tbn. Tuba



Timp.

Hp.























  p

 





 

  

 

 

Vln. I

 







Vln. II











Vla.











Vc.





















Db.



 



 

 Picc. 

 23   

f à2



Fl. 1.2

f

   

 







 

  

 pp

à2



Ob. 1.2

f



E. Hn

f

   





 pp





 pp

à2



Cl. in Bb 1.2

f



   

































  



   f  B. Tbn.    Tuba   f 









Bsn. 1.2



Cbsn.





1 2

 

3 4



C Tpt. 1.2



Hn.



C Tpt. 3



Tbn. 1.2

f à2

  f   f   f    f à2   ff f

à2

  23

    f   B. D. 

Timp.

  Tub. B.  

f

T.-t.

 

 

Hp.

Vln. I



 



 

 

 







Vla.

Vc.





  





 

6

f

6

f

6 6

              f 6        f    

  pp 























   pp

 

 



  pp

 

 



 















pp

f

   



    f

f



 23   

 

 

  p







  

pp div.

   pp



 

 

   

  p



    p



  

      

     

 





mf

div.

  p

             mf

div.

 



div.



div.





 



 

f





mf

  





5 

      



f Db.



 pp 



  



         

  pp 

fpp





       

mf

fpp





 f              



mf

    



mf



6



f

     mf     



fpp

Vln. II



mf

   pp

  f     

Cel.

 



     

pp





 



   





B. Cl. Bb

 

   f

mf

  

fp

  

fp

  f

  f

 

6

26

Picc.

 

 





       

 f





Fl. 1.2

 

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







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

f





Ob. 1.2

f



E. Hn

            





f







Cl. in Bb 1.2

               f

B. Cl. Bb





Bsn. 1.2







        f              f

Cbsn.









   

  

f

 1 



3 4





2 Hn.





           f

C Tpt. 1.2







C Tpt. 3







Tbn. 1.2













B. Tbn. Tuba





Timp.

 

Vln. I

















 



Vln. II

 





      p f b  b      b b

p



Vla.

f

10



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

f



Vc.

10

 

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

 

 

f

Db.





 

 B. D.  

Hp.





f

 

10

   10

   

     f b b    b b

 

 



   

5

       5

    f          f            f         f

 

Picc.

 28   







   f





Fl. 1.2





    f





Ob. 1.2





   







E. Hn





    





Cl. in Bb 1.2









Bsn. 1.2



Cbsn.







              



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



 1 

 

              

f                                              













5

10

5

10

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

f

 

10 f                                               10

f

 

 





    





   



     

      



ff









  p   p

à2



f

4:3

     f à2      

B. Tbn. Tuba



f

      p



Tbn. 1.2



 

  

   

 

p

f

4:3

à2



    29 ff



ff à2

 

B. D.





    f    

Cym.









Timp.

p

T.-t.





f

 



 Vln. I 

 





  



 

Vla.



Vc.

        

 

f









f

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

            

   



        

4:3

f

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

29 

    

6

       

4:3

f

    

6

       6

4:3

f



     



   



ff

Db.





 

 

 



f

Vln. II

 

f

p



 

f

  

6

    





        

4:3

f C Tpt. 3

6

4:3

 



C Tpt. 1.2



ff

2





f

7 

ff

Hn. 3 4

  

10

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

5

f B. Cl. Bb

 

5

f

  



5

f

  

29                             

            



ff

8

31

 Picc. 

 

 

 

  



 



 



 



Fl. 1.2



Ob. 1.2



E. Hn



Cl. in Bb 1.2

   





f

   





f





   



 

f



f



   



f 3



Bsn. 1.2



         



B. Cl. Bb

 

f









ff

3

 1 

     









Tbn. 1.2

B. Tbn. Tuba







Timp.

 

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

  

       

     

      

             

    



       

        

 

ff 6

f

sff

f

sff

f

sff

 

6

f





sff                

 

f

sff

 

     sff

      f 3 3

    

 



B. D.







Cym.









 







Vln. I

    

    



f



3

  





















3

f

f

 

 



 











5



    

 

     3

3

f

3

     

   3

3

 

3

 



f

3

3

     

f

    5

    5

  5

                    

f

sff

sff

f

sff

sff

        



3

         5

f

f

Db.

    





Vc.

3



 

Vla.

    





Vln. II

 

pp

Hp.

    



f 3

3

T.-t.

 

  

  f  

3

sff sf

    

    

f 3

             

  

     3

    

 

sff

6



f 3

f

              ff 3     3           5 f 3 3  3 3             5      

      

ff 6

3



         

             

ff

C Tpt. 3

             

 

3

C Tpt. 1.2

      

 

2 Hn. 3 4

       

ff

    



 

  

 

3

Cbsn.

 

         

            

   

    

ff



ff

3

       

f

f

 

   

3

       

f

 

      

f 3

35  Picc. 







 



 





 

 ff    



 

       

 





 ff  



ff



 

     

 

f



Fl. 1.2







  

   f

B. Cl. Bb



Bsn. 1.2





   f







Cl. in Bb 1.2

Cbsn.





E. Hn







Ob. 1.2

 f





 

ff

 



 







    

B. Tbn. Tuba



Timp.



5



    



 

 

35  





     

sff

5





 

3

f 3

sff

f

sff



  







   







    

 

     

f



 

  

Vc.



Db.







3

sff

appassionato

 

sff



appassionato

sff

    

sff

  sff

    

  sff

   

f













 

  

 

  

f

f



 



 39 

sff

 

  

   

 

 

   

             

f

 

ff

ff

 

appassionato f

sff

    

 

f appassionato

         

     

f

 

         

  

 

f





 

   





 

 



ff

 

sff

    f 3

 

ff

    f

f



p

f



    

  

sff

   

f

ff

ff

3



f

f

ff

3

      



  

         

 

       



 



 39 





 

 



                  f sff                    f sff                   sff ff                 sff ff 

          f                      f



         

f





 

         





f

Vla.

ff



f Vln. II



sff

35

 

 

        

ff

Vln. I



    

f

         



mf

 

ff



 



                         f

f

  

f

    f 

                       f

ff

 



 3           





ff

    



 

ff





5

  T.-t.    Tub. B.

  



f 3

Cym.

 

f 3

sff

sff

    ff    

Tbn. 1.2





9

         



f 3

        

ff C Tpt. 3

    

 

5

sff

      

  

f

ff

C Tpt. 1.2

  



f

             1 3 4



 



f

2

  

f





Hn.

  

   39

   





    



f



     f

 

10

40  

Picc.

 

    









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

 











 



Ob. 1.2

   







                       



E. Hn

  







            



Cl. in Bb 1.2

    







                   



B. Cl. Bb

  







            



Bsn. 1.2

 





          





  Cbsn. 





          







Fl. 1.2



   1 2

      

   

  

      

   

  

Hn. 3 4

 

 

       

 

       

6

         6

        

C Tpt. 1.2









C Tpt. 3









Tbn. 1.2

















B. Tbn. Tuba



Timp.

Hp.

Vln. I



























  

Vln. II

 

       

  

 

 

 

       

  

 

 

Vla.

 





Vc.

 





 





Db.



               

                    

                   

 

6

         6

        













 

Picc.

 43   

















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

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









































10





Ob. 1.2



44

11

10



Fl. 1.2



         

 



10





E. Hn



         



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

10





Cl. in Bb 1.2

10





B. Cl. Bb

          



10

Bsn. 1.2

Cbsn.



























  1



2

 

       

6

     

pp

Hn. 3 4





 

        

6

     

             6

          f dolce

6

f dolce

p

pp

p

             6

         

pp

pp

6

C Tpt. 1.2













C Tpt. 3













Tbn. 1.2



      



f

B. Tbn. Tuba



      



f



Timp.

Hp.



 

pp













 



6



 

6



 

       6



 

      

 



44      pp      pp        pp

Db.

f dolce



    



       pp



       pp









f dolce

         

f dolce

6

 



           

6

p



6

f dolce

pp



          f dolce 

6

p



6

f dolce

pp

               6

         





Vc.

6



 Vln. I 

Vla.

f dolce

44



Vln. II

pp

              6

         

                   

 

6

               pp p 6

              pp p              pp

p

pp

p

pp

p

6

              6               6

12

       ’    

48

Picc.

  

ff pesante

         ’  

 

Fl. 1.2

ff pesante

      ’     

 

Ob. 1.2

ff pesante

Cl. in Bb 1.2

B. Cl. Bb

   

      ’  



ff pesante

     ’    

 

Bsn. 1.2

ff pesante

Cbsn.



      ’  

 

2 3 4

f

ff pesante

    ’              f

C Tpt. 1.2

 

pp

   



 



 

ff pesante

   ’   

   

 

Tbn. 1.2

 



       f

 ’         ff pesante     ’   

  ’      

 



B. D.

 

T.-t.









ppp

ff



ppp

ff

  ’ 

 

mf

Hp.

 f

pp



ff





ppp

ff





ppp

ff

ff

    ff

 

  

pp

f

pp

ff

pp

ff

 

pp

 

ppp

ff

ff

 

 

pp

ff







  

ppp

ff

pp

ppp

ff

ff

    ff



   

p

ff

 

   p



ff

 

 p



ff

ff



ff

 

pp

 



f

  

pp

 

ppp

ff



 

 

ppp

 

pp



 

ff



ff



  

p



ff

ff



ff

ppp

 

pp

 

ppp



  ff

  ff

 

 



 

pp

f

pp

ff

  



 



 

p



ff





 



 



 

f



pp

ff

ff

pp

p

ppp





  

ppp

 



 





ff

 

p









p







p

ff

   

 

      





 



     

ppp



f

ff





ppp

 

ff

     

 



 ff

     

pp

ff





pp



ppp

ff



ppp



ppp



p

p







ff

ff Cym.

p

ff

ppp







pp

pp



ff pesante

p

pp







pp

 

      



 

p



ff pesante

    ’     B. Tbn.       Tuba      f ff pesante

Timp.

ff





ppp

 

ff



  



 

         

pp





ff







    

    



ff pesante

C Tpt. 3

 

ff pesante

     ’        1  Hn.

pp

  

ff pesante

 

 

    ’      ff pesante      ’    

 

E. Hn









 

 

pp

f

ff





ff



































div. 



      ’      Vln. I      f ff pesante       ’       Vln. II      f  ff pesante      ’        Vla.  f

ff pesante

     ’    Vc.     f ff pesante       ’    Db.      f

ff pesante



 

pp

 



div.

pp











  

         



 

ff

p

pp

ff

p

pp

         div.



ppp div.







ff

p

ff

p

      



ppp

ff



ppp



ff







ppp

ff



         





   

   pp

ff

 

    pp

 

ff



ff

pp

 



ppp

ff





ppp

ff

   ff

  

pp

ff



 

pp

ff

55 Andante q = 66   Picc. 



 



f





Fl. 1.2

 

 





























 

  



   





   





   





   





   



f





B. Cl. Bb



 



f



Bsn. 1.2





 



f Cbsn.

Hn.







           

    

f

         1  2

    

     

    

f

3 4

 







   

  





  

f Cl. in Bb 1.2



13

   

f

E. Hn

  

       



   

f

Ob. 1.2

      

f

            p               p

     f

    

f

                

       

       





    

      





C Tpt. 1.2











C Tpt. 3











Tbn. 1.2

    

    

      

    

f

B. Tbn. Tuba

f

           p           p

55 Andante q = 66    

Timp.

f

B. D.

 





f T.-t.

 



 

p

   pp



    

    

   

      

f

f

  



  



       

 

f

    

    





    













f

mf







































                                            unis.

f unis.

Vln. II



Vla.



Vc.



Db.







mf

55 Andante q = 66

Vln. I



f

mf

Hp.



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

f unis.

 

 

      

                                                    

                    



         

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

                                                                    

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

                                         

                                     f unis.

f

f



  



 

14

59

 Picc.   

Fl. 1.2

f





   

f          



           

      

 

Ob. 1.2



           

   







E. Hn

        

        



         

Cl. in Bb 1.2

f

             

B. Cl. Bb

f



Cbsn.



2











f

      



     













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



f

        

           

   f

 

  



  





C Tpt. 3





Tbn. 1.2

   

f

 

pp

f

    



pp

f





pp

f



f

                    



f





























f



pp

f















             





f

pp

  



pp

  

C Tpt. 1.2

B. D.

fp



 

pp

S. D.



 



pp

Timp.

f à2

f

Hn.

B. Tbn. Tuba



       



  1  3 4

  



    

f



  

62 

     

     

 

Bsn. 1.2



        

f



   

 

62 

   





 



mf

 



pp

mf





 

 Xyl.  























Hp.







 



    

62  fp

   



 



 

pp



f

 

   

 



 





    

pp Vla.

Vc.

Db.





f

 Vln. I   Vln. II



f

 

  



 



 





    

pp



f

 

   

 



 





     

pp



f

 

   



 





     

pp

 

f

   



63

Picc.

  

  f

    

Fl. 1.2

f

  

 

  

 

    



 

      

fp

f

    

  

  

fp

f



f

   



    



Ob. 1.2











E. Hn











Cl. in Bb 1.2











B. Cl. Bb











Bsn. 1.2





















Cbsn.



       1   2

C Tpt. 1.2

      

 

           

 

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

Hn. 3 4



     





                                



        





                   

     



            f

     

 

15





f



C Tpt. 3



Tbn. 1.2

 

B. Tbn. Tuba



 





fp

f





fp



Timp.

S. D.







f

    













       







 

f

 

  

fp

 



f

 





 







fp

   

f

  f

   











 

mf B. D.







   mf    Xyl.   



 







       



f

Hp.

Vln. I

























 

    f

 



 

     

fp

f

  



fp

f





   



Vln. II











Vla.











Vc.

 

Db.

 



 fp 

 f

fp

f



          

 

 

 

 fp  fp

 

  f

  f

   

16

67

Picc.

 

 

 



Fl. 1.2

    







  







         

 

    



f

       

  



f





Ob. 1.2





   f





E. Hn

   





                        

f





Cl. in Bb 1.2

      



f





B. Cl. Bb

   





            

f



Bsn. 1.2

Cbsn.













  

f

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

 

            

f

        1

         



2 Hn. 3 4



C Tpt. 1.2



C Tpt. 3



Tbn. 1.2



B. Tbn. Tuba





Timp.

Hp.

Vln. I



      















           



                                              

   

 















   



    





















 







 

























 

 





  

  



 

  

  

    



 



f



Vln. II



     











f

Vla.



Vc.



 













 











Db.





 

71

Picc.

 



 

     

f





Fl. 1.2



   



f





Ob. 1.2



   



f





E. Hn













 

   

      

   

     mf



    







  



f



Bsn. 1.2





   



f Cbsn.





    

      

    

2

f

3 4

  



  



        



        

 

    

f

p

   

  

p

mf

mf



mf

          















   

    

    

   





    







  

    

    

    





    







p



p

f

f

f

f













C Tpt. 3













     

   



     

   



f

B. Tbn. Tuba

f

71  

Timp.





 

        

    

   









        

   

   









p

 

f B. D.

p

p





pp



mf



















f



 























 

                                                  

 





                           mf

p

mf

p

             

                              



                         

        



                  

                        

    



                  

                        

    



 

                                    

f

f









f

Db.





f

Vc.



f

 

p

             

Vla.







Vln. II



 

f



71

Vln. I

f

f

p

Hp.

f

f

     





f

     

f T.-t.

mf



C Tpt. 1.2

Tbn. 1.2

    

f

     1   Hn.



    

mf

f

B. Cl. Bb

 

17



      

f

Cl. in Bb 1.2

   



18

76

Picc.

 

 

  

pp

  



Ob. 1.2

 pp

   



E. Hn

pp

  



Cl. in Bb 1.2



pp B. Cl. Bb



   

Bsn. 1.2





  

pp

pp Cbsn.





  

 pp

  1

 

2

pp

Hn. 3 4

   



pp

B. Tbn. Tuba

   

B. D.

Hp.

Vln. I

 

ff



pp

 ppp



f

ppp





ff





 

 

pp

ff

  pp



f





ff



ppp

ff





ppp

ff

 

 

ppp

f







fp

f

fp

f

fp

f

 

   



  

 

ff subito

  

ff subito

 

ppp

 

ppp

ppp

ff

ppp



 



ff subito



 





ff subito

 



ppp



 

ppp

f



 

 

     f

     f

  

 



    

  

ff

 



 



     



   

 

ff subito

    

ppp

 

ff subito



 80 

  

        

 



        



 

f

        f



ff

        f

 

















ff





 

 



ppp

f

ff

























             pp    f      



  

 pp

 

  



pp

  



pp



f      f      f

ppp



 



ff

pp

ppp

ff

pp











 



 







ppp

f

    

   



ff

ppp

ff





ppp

ff

   

f



 

   

f

ff

ff

 



       

   

  

 





       

ff

ppp

 



ff







f

  

   

ff



fp

ff

 

ppp



        

   

pp  



ff

ff

 



f

   

pp

 

fp         

ff

pp



ff

   





f

   

pp



fp

 

pp

    

 



        

    

pp

ff

ff



ff



ppp

     f    

pp





f



ff



ff

   



ff





pp



           

   









pp

     



pp

Db.



ff

 80 



 

Vc.



 





Vla.



     f     

f



 

ppp

f

pp



Vln. II



f

   

 

 

ppp

f



Cym.

T.-t.

pp





Timp.

f

   

f

pp

Tbn. 1.2



     pp f              



C Tpt. 3

ppp

      f      





f

   



C Tpt. 1.2



           pp



Fl. 1.2

       





pp

pp

pp

 80 

           

     ff

        

fp

f

ff

        

fp

f

fp

f

             ff subito

  

ff subito

 



ff subito

 

  



  

 

         f

ff

f

ff

        

83  

 

 

 

 Picc. 



Ob. 1.2



Cl. in Bb 1.2



B. Cl. Bb

Cbsn.

   

 

 

  

 

 

  

 

 

   

 

 

   

 

Bsn. 1.2





 



 



 





E. Hn



      

ff

f







Fl. 1.2

   

       85  

 

       

ff

 

       

f





ff





ff

 



f

      

ff



f

      

 

              f

3 4

C Tpt. 1.2

         

   

 

       

 

     

   

        

 

     

f

 

      

 

     

       







 

   



    



       f     

     ff        ff



Tbn. 1.2













 



    

     f     

 



      

f



Timp.

         



     





 



ff





 



 



85 



fp

f



      

fp

f



      

fp



        



ff

   ff



f

ff





f

      



C Tpt. 3

Cym.

      

ff

Hn.

B. Tbn. Tuba

 

           

f



   



ff

   

2





ff

ff

  1 

f

   

19

  p



f

p



















f

f T.-t.







f



 

   

 Xyl.  



























Hp.



Vln. II

 

 

   

 

 

  

 

 

  



Vla.

 

  f

Db.







       85   ff

 

   

       

ff

ff Vc.

 f



 Vln. I 





 

  f

      

ff

      

ff

                                                   f                                                         f                    f                   f               f

                                                                                                

 





     





 

 

     





 





 



          





B. Cl. Bb





    





Bsn. 1.2

 

     

 

 



Cbsn.

 

    





 

20

    

88

Picc.

   

Fl. 1.2

Ob. 1.2

 

E. Hn



Cl. in Bb 1.2



 1 



90     

 



   



           f             

    



               

                  













    





    







f





2

f

        











           





mf





C Tpt. 1.2





    



f

mf

Hn. 3 4





    f       

mf

Tbn. 1.2

B. Tbn. Tuba





         f









Timp.

 Cym.  T.-t.





C Tpt. 3



   f





 

                

 





90

         

 



 

pp

 

 

pp

p

   



























Hp.

Vln. I



               

   

                

Vc.

                                                                                                              

Db.

                                            

Vln. II

Vla.



90 

 

 



 

f

  

 Xyl.  



  

 

 



f

mf

                                        p mf







mf

p

 

 





















 

Picc.

 92    

Fl. 1.2



Ob. 1.2

E. Hn

Cl. in Bb 1.2

                   f                                f               









B. Cl. Bb



Bsn. 1.2



f

 

93 







 





    



1 2







 

  































C Tpt. 3

    







Tbn. 1.2





C Tpt. 1.2





 

 













Timp.





 

 

 

 

 

 





 

  



 



pp

mf





pp

ff

 

ff





 

 

pp



  mf

f

pp

 







f



















 

Vln. I

 

Vln. II





Vla.





Vc.

















 



pp

 

 

pp















f

Db.

 







Cym.



93



B. D.

Hp.

 

pp

pp

Xyl.

 ff





 

T.-t.



pp

3 4

S. D.

         

ff

Hn.

B. Tbn. Tuba

f



pp

 



        

f









pp Cbsn.



 

   f

                          f         f



21



93 



                             p f p f p                               p f p f p                           

p

f p

    

f p

                             p f p f p                              p f p f p

 

22



95 

         Fl. 1.2  Picc.









        



          



 

 



 



f













f Ob. 1.2











E. Hn



















     

Cl. in Bb 1.2







           





f



B. Cl. Bb



Bsn. 1.2

 

 

 



fpp

ff subito Cbsn.

1 2



 



   



ff

Hn. 3 4

pp



    ff

pp







pp

  

ppp

  

 

 

fpp

ff

  

 

fpp

 

Tbn. 1.2

 

 

 

 

 

 

pp

B. Tbn. Tuba



 

ff

pp

Timp.

S. D.

  f

Cym.



 



pp

ppp





 

pp



 

 

pp

f

 



 

ff







B. D.

ff





  mf

 



ppp

ff





C Tpt. 3

ff





C Tpt. 1.2



pp

 

 

   ff

fpp

ff subito



ff

 



  

 

 

  



f

 

ppp

 



mf



 

f





pp









f

Hp.























          Vln. I                 f f

  



    p   

                      f f                      Vla.   f f              Vc.       f f                Db.     

Vln. II

f

f

    

   



p

p   

    p        p

              f

 

   

      f           f

 

          f          f

  





 

         f





         f

  

mf

mf

      

          

        mf

          

mf

        mf

f

mf

f

mf

          f

mf

 

Picc.

 99  

 









 

  

 

ff                   

                         





p

f

p



E. Hn



Cl. in Bb 1.2

  



f                     











Cbsn.



              







f



p

f

   1    

                 

3 4

ff

                           ff

 







ff

 



C Tpt. 1.2

ppp

ff



ppp



Tbn. 1.2

ff maestoso

 

ff

 





    



    



Timp.

S. D.



 

 

 

ff







S. Cymb.

 





  

Vln. I



ff



C. Symb.



 











 

Vc.



Db.







f

 

    

          f

Vla.





 

Vln. II







  

 

ff maestoso



p

Hp.

    

 

 





f

Cym.

  

ff maestoso

   



    

ff maestoso

ff

B. Tbn. Tuba

         

 

ff maestoso

 



C Tpt. 3

    

 



ff maestoso

  



 

ff

ff

2 Hn.

 

                          

                 



ff                   ff

  

p

 

                      

f



               ff

      f

Bsn. 1.2



  



p B. Cl. Bb

ff

f



 



                





Ob. 1.2

 



f

Fl. 1.2

 

23

                  

                  f                 f                  f

              f

 

 

p

 

p

                f                   f

                f  p                   f p                   p

f

 

                    

 ff



              

 

ff

                  ff

                           ff

                           ff

 

24

 

102 Picc.

 

                       



mf

Ob. 1.2

E. Hn







 



Cl. in Bb 1.2





B. Cl. Bb



Bsn. 1.2

Cbsn.





Fl. 1.2







2

   



C Tpt. 3



Tbn. 1.2

B. Tbn. Tuba

    



C Tpt. 1.2







Timp.

  

 

             

 

   

 



T.-t.



 



 

                              

 

                                     

 

ff

mf

ff

mf

ff

mf

ff

ff



Vln. I

 ff

fpp

ff



       

ff



ff





 

    





 





ff



ff

 

 



 



ff

ff



















 

 







Vla.





Vc.









 

ff







 

ff



   ff    

 

ff

Vln. II

Db.

   ff

ff



 

ff

p

Hp.

 

     fpp        





 

ff



fpp

  



ff

ff

 





    fpp        



f Cym.

 

fpp

f

S. D.



         fpp

Hn.



 

mf

 

 



                                     



    1  3 4

ff                           mf ff                                          mf ff                                mf ff                                    

 

                                          mf ff                                        mf ff                                        mf ff                            mf ff                              mf

ff

 

     

   

 

106 Allegretto maestoso q = 88     Picc. 



     



f



Ob. 1.2

 

  

f subito



E. Hn







Fl. 1.2



 



f



 

B. Cl. Bb

 

f subito



Bsn. 1.2

  

f subito Cbsn.





 

2 Hn.

 



 



 







 

             

 

 

 

f

6

3





  

mf















3

3



      

     



 

3

 f

         3

mf

3

 

 

 







 



f

3

  



f

 

f



 

f

  

 



 



    

  3

 

3

   

106 Allegretto maestoso q = 88     

3

3

3

3

3

                        

3

f subito

Timp.

             





     

f subito



f



3

f subito

B. Tbn. Tuba



              



 

  

f subito

Tbn. 1.2





  

    

C Tpt. 3



f





 

6

f

f subito C Tpt. 1.2



6

mf

f subito







                     

f subito

 1  3 4



f



f subito Cl. in Bb 1.2





 

6

              





25

      



f



    3

mf

3

3

 



f

3

  

mf























 f

f subito S. D.









f subito T.-t.



 Tub. B.  Xyl.



 f

 









        f

106 Allegretto maestoso q = 88     Vln. I                                 f subito



Vln. II



                              

f subito

Vc.

f subito









mf

                           f subito mf                                         

Vla.

Db.

mf

mf

                            

f subito

mf





ff







    



6

f

    





         





f

f



    





f

        

mf



f



f 3

  

mf

f

        

    3

 mf



f

   3

f

6



26

110

 Picc. 













Fl. 1.2















Ob. 1.2















E. Hn















Cl. in Bb 1.2















B. Cl. Bb

   

Bsn. 1.2

   

Cbsn.

1 2



  

3 4

 

  

   

Hn.



        







 

   f       f





   f 

              f espress.              f espress.

C Tpt. 1.2

C Tpt. 3

  

         

f espress.

   

  

Tbn. 1.2

B. Tbn. Tuba

  

                



    

Timp.



  



    

 

  

   

     

         







 

 

   

   

   f 





     

      

    

       

  

     

Hp.

  





  

    

       3

 

       

 

   3   



3

        

  

 

  







   



    

    











   



   

















ff









































Vln. II













Vla.



 

   

3

   

 Vln. I 

Db.

 





Vc.

 

 

3



ff Tub. B.

   

  

   





   

   



f







f





  

   

f

 

3





     

                                3

f Cym.

   

3

f



         



f espress.





  

 

   





   



       





 

       

            f div.             f div.                div.

f div.

     f

  f

    

116

 Picc. 



f



Fl. 1.2













Cl. in Bb 1.2



B. Cl. Bb

5



5

5



f

5

f

5

5

Bsn. 1.2

5

       





      

5

f





     

5

f

   

5 5

     





5

             

      



5

5

5

5

     

5

5

5

f

               f

 



          

f

                5 5 f 5                         

5

             

f

E. Hn

5

            f

Ob. 1.2

27

               



         



f

Cbsn.

















  



2

  

 

  





 



 

















p



Tbn. 1.2

pp B. Tbn. Tuba











 

 

Vln. I

  

Vln. II

                          

Db.





  





                 5

5









 unis.                         



6

6

 unis.              

  

 



unis.

6

6

6

Vc.





6

   

  



f

   

Vla.



mf



   





 



 

 



p

Xyl.



ff



 Cym.  



ff

pp

Timp.



ff



 





ff

p

C Tpt. 3



   ff    

 

pp





ff

pp

Hn.

C Tpt. 1.2

     



f

  1 3 4

5 5



6

6

                 

unis.

6



6







6

6







5

28

119   Picc.   

Fl. 1.2

 

                                

 

























f

                                      

f Ob. 1.2



 

 

  



f E. Hn















Cl. in Bb 1.2















B. Cl. Bb















Bsn. 1.2













5 5                  

f Cbsn.









     1 2

ff

3 4

   

Hn.

3

     



3

     



ff

   

C Tpt. 1.2



ff

Tbn. 1.2

B. Tbn. Tuba





   3       

ff

3

   ff

119  

Timp.

B. D.

 

     3

   ff    

C Tpt. 3

3

 

   





       

  

      

  

ff

 



3



T.-t.

 

  

5

5

f





pp subito

ff





pp subito

ff









pp subito

ff

pp subito

ff

 



3

3

3

3

3

      

    





     



   





   



 





ff Cym.

 

       

      

 



   3    

      

 

 



               

 

    

 

3

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

        

              

          3

    

  

      















 f

 







f

 Xyl.      

































ff

Hp.



119   Vln. I 

 

                         f

 

Vln. II

     



             

 

   





 

   







p









f

p

Vla.













Vc.













 



ff

p

 



ff

p

 5 5                            f 5  5              

f Db.















              

f

5

5

125

 Picc.  

 

           f

5

5

f

5

5

f

 

E. Hn

5

5

ppp

          





ppp

 

           

f

 

B. Cl. Bb

Bsn. 1.2

Cbsn.



ppp

           

f



5

5



ppp

5         



      

 

   1  2

pp

3 4

  

Hn.

pp



C Tpt. 1.2



 

pp subito

ff

pp subito

ff





pp







pp



 pp subito

 pp subito



pp

Hp.

Vln. I

Db.





















 ff

 

ff

ppp

ff



 

ff

ppp

   



 



 

  





           f

   fp



 

ff

  

fp

128  

Allegro con brio q = 112           

ff

  

 

ppp

 





       

à2

fp

 



ff

 

fp

































 

 

ppp

ff



ppp

   









Vc.





 

Vla.



f



Vln. II







 



   



 Cym.   



f



ppp B. D.



ff

ppp

 







ppp

p



Timp.

  





ff

ppp





ff

  



ff

  

 

ff

 

Tbn. 1.2

ppp

p



pp







ff

ppp

ff

 

C Tpt. 3

ppp



 

pp

B. Tbn. Tuba







5

5



ff

5

              



ff



5

5



ff

 





ff

5

5

 ff

  

f Cl. in Bb 1.2

ff

ppp



29

Allegro con brio q = 112   





               

Ob. 1.2

 

128

ppp

                

Fl. 1.2

  



 

  

   ppp

 





ff

 5      5           5

ppp

       

5

              5

               5

 

ppp

128 Allegro con brio q = 112       ff

f





ff







ff

 

ppp

ff



   



ppp



f

     





ff

    

  

fp

  fp

30

131

Picc.

    

Fl. 1.2





 











f



            

 











 



 









    







         





















Bsn. 1.2













1 2



 

















C Tpt. 1.2

         



ff

 



pp

ff

  

 

 

ff

pp

ff







 

Tbn. 1.2









  

  

 

pp

ff

ff

         

C Tpt. 3

B. Tbn. Tuba





 

  



 

  ff  

  B. D.   

T.-t.





Vln. I

ff

    

    





 

 

pp

ff

 

 

pp

ff

 

 

pp

ff

  

  

 





    

pp

       

ff









  

pp

ff

 

pp

pp

ff

ff

pp

ff

  

  

 

pp

ff



ff

p



 

  

 

ff

 









 

pp

f

 



 

pp



 





 

 



mf

 





  

 

 

ff

  

   

pp

ff

   pp

  

 

 

 

pp

f

pp

 

   

   

 



 



mf

     pp







f































 

Vla.



  





 f

   

 

     

  

   

 

ff subito

  



f



  

 

135



ff subito

ff subito

        



 

ff

ff



pp

ff

 



 



pp

            f ff

pp

ff



 

 

 



 

pp

ff

 

 



pp

ff

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

ff

ff



  



  

f

 

f







  pp   

pp

  



pp

pp

p



 

ff

 

 

ff

pp

pp

  











Db.

pp





Vln. II

Vc.

  

pp

p

Hp.



ff







ff Cym.



pp



135 Timp.

pp







 

ff





pp











pp





 

pp

pp

 

Hn. 3 4



 

 





ff

pp







 





B. Cl. Bb



ff

pp

       

f

Cbsn.

pp

   

f

Cl. in Bb 1.2





f E. Hn

 

f Ob. 1.2

 

135

    





ff

  

pp

  

 



pp

 



pp

     ff    

pp

ff



 

pp

ff

  

 

 

 

139

 Picc. 

                                     

   

 pp

ff





Fl. 1.2

 pp



Ob. 1.2



E. Hn

ff



Bsn. 1.2



f



ff

Cbsn.



              f                

pp ff     ff





  1    2

 











 

B. Tbn. Tuba





Timp.

 

 





Cym.



















 



 

  

    

 

 

 ff

   

 

 



   

     

   

   









   

 

 





 

   







      

   

 





ff







 

 



 

ff

 

 

ff







Xyl.

Hp.







 

   

















 



 ff   

Senza snare



f B. D.





  

   











f

S. D.







        pp  ff      







Tbn. 1.2





ff

pp C Tpt. 3



ff

  



C Tpt. 1.2

            



ff

Hn. 3 4

                      



f

 

    

pp

   

pp B. Cl. Bb

f

                       





       

   







Cl. in Bb 1.2

                           

f

  

31







 



   

   

  

 

 

 

ff

     



p

ff

f

      

           

       

       









 

























































Vln. I

 

Vln. II

Vla.



f

 





















 ff 

 









Vc.

  

Db.









ff

 ff

                                     f                                 

      

 f                                   

        

 f                            

      

f

   

   

 



32

146    Picc.  f  





  

f



Ob. 1.2



E. Hn



Cl. in Bb 1.2



B. Cl. Bb

 



  

   

 

 

  



  

 

 

 

  

 

 

 

  

 

  

 

ff





ff





ff

f

  f

 

  f  

 

 



 

 

    

f

  B. Tbn.  Tuba     f

  

 



 



 



 



 

 



 



 



 



 



 



 

 

 

  ff

    

  

   

   

      

  

    

        ff         

  

  

  

  

   ff     

 

 



 

  

  



 

ff

    

   



 

                     

146  

    

 

 



ff

f

   f  

Timp.

 



f

Tbn. 1.2

 



   f   

C Tpt. 3

 

f

 

f

C Tpt. 1.2

  



   1     2   3 4

 





Bsn. 1.2

ff

 

f

Hn.

ff

  



Fl. 1.2

Cbsn.

   

ff

ff

   

ff

 

 

 

     

       

ff





 



 



 

             

 

 

ff

B. D.









Cym.









T.-t.





 



 

ff



 



 

ff



f

ff











 

















 

  

    







 

  





 

 







 

f

f



f



  

   

 

 

ff



   





 



             



f

Db.



ff

f

Vc.







146    Vln. I 

Vla.







Vln. II



ff

mf

Hp.



  ff

ff

ff

  ff

  

 

 

  

 

 

 

  

 

  

 

 



 

      