Page 1

Score in C

 

Moderato q. = 96

Picc./ Flt.

 

Oboe

Clt. in Bb/Eb/ Bss.

Bassoon

Horn in F

Percussion





  

mp



 

Violin II

Viola

 

Violoncello

Double Bass

James J. Ogburn

Violin I

1a. Strings

Piano

for Matthew Damien Gillespie

 

Trumpet in Bb

Tenor Trombone

Proximate Spaces

                                                            pp

p

mp


2

 

      





      





Vibes (bowed)





5

Picc./ Flt.

(picc.)

         Bsn. 



f

Perc.

       

mp

mf



mf

f







f







mf



                                                                     

Pno.

Vln. I

Db.

 

     

  



     





     





mf

 



mf

  



     

mf





     











f

Picc./ Flt.

9   



 





mf





fmp

    



mf



mf

mf



   

         

             

        Tpt.  



 

Ob./Eng. Hn.

Bsn.



   

          





  fmp

                                                              

Pno.

 

   Vln. I     Vla.

    sfz



 

   sfz



            Db.       mf





         

      1

sfz









        



mf

  

f





sfz

     







      

       

mf




3

  Picc./ Flt.  

  

13

 

Ob./Eng. Hn.

 

Cl.

Bsn.

Hn.

    

Tpt.

Tbn.

Perc.

 



    

    

     







 



poco rit.

    



Eb Clt.

      

f

  

     









 



 



 

Db.

 

      f

       f



   



 



   

          

 

mf





to Crotales (rubber mallet)





             f p      mf

p



                                                 Pno.                                                 sfz sfz     sfz sfz sfz 1 sfz           Vln. I        1  1              Vla.   Vc.

   

   p   


4

 Ob./Eng. Hn.  18

Cl.

Bsn.

Hn.

Tbn.

Perc.



       

           



 



mf

       

 

mf







        







 Vc.



sfz

  mf

sfz

     



     

   



   

mf





           



  

   

mf

 

 

mf

  

         

    



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

sfz

  

Crotales



    

 

 

Db.



A tempo (q. = 96)

sfz

Pno.

 



    



    

   

     

sfz

  

        



sfz







    mf

       

1

 



          



  






5

 Picc./ Flt.  22

 

Ob./Eng. Hn.

Bsn.

Hn.

Tpt.

 

  

    

  mf  

      

mf

      

     







 f

 

  

    















(to vibes)

f





  

flz.

fp



f

 

f



      

    



     



Perc.   



                  





  

sfp

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

Pno.

Vln. I

     



1            sfz

  

     

 

  

1

  

Vln. II

         1

Vla.

Vc.

Db.



   





             



              mf

mf

1

      1

  



 

       f



 

 



  









   





   



sfz

fp

    fp

    fp

                                    


6

  26

Picc./ Flt.

Ob./Eng. Hn.

 

 

  



p

Bsn.

Hn.

Tbn.

Vla.

Vc.

Db.

 

 

 

 

 

 

 

 

                  f



  

              

f

 

 

 

  

              

 

 

 

 

 



p sub.



mp

 



  mp

               ff

f

 

   

 

  

         

                   

         

                ff fff

                  ff fff

 

f

            f

 

Vln. II

  

  

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

Vln. I

 

 

p

  Perc.  

Pno.

              

 

 

  

f

  

  

  

Tpt.

  

 

              

    Bb Clt.

Cl.

   

 

f

            f 

ff

  



                  fff

            non-divisi                f







 

            f   

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

f

  

            

    

f

f

  

     

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

           

 



                                                    

non-divisi

pizz.

 

  

 



  

 

   

   

  


  29

Ob./Eng. Hn.

Cl.

Perc.



 

Db.

 

   

mp sempre





7

<q. = q>

to Kit (sticks)

   sf

  



 

mp

  

  

 

  

 

      

 

   





                          6

6

6

mf subito

 

 

  

mechanically

Pno.

A

6

   6

   6    

   

 

 

 

 

 



  

 

 

  

     

     

 



mf subito

 



 

 Picc./ Flt.   32

mp

      3

    

Ob./Eng. Hn.



sf

Cl.

Pno.

Vc.

Db.

mp

   

 

 



 

  

6

 

      

sfp

 

  

  

  

 



 



mp



6      

  la metá



 

 





 

         

   

      





pizz.

mf





6

 

    

  

      

6

     

 





 

  


8

   34

Picc./ Flt.

Pno.

     



sf

  

 

 

3

mp

 

6

   

 

la metá

 

Vc.

 

      



pizz.

 



 

     



mf

3

 



   



 

sfp

             

 

 3



  



      

 



sf

mp

  

  

6

   

  

 

       

   



 

    

mp

   6                    

6



   

 

  

 

6

   





  

    3

   6                      

 Vln. I  

Db.

sfp

 

mp

    

 

3

 

Ob./Eng. Hn.

Cl.

      

   

 



 

3

    

 

 

   

 

 

 

  

  Picc./ Flt.   37

Ob./Eng. Hn.

Cl.

Pno.

   

   

Db.

           

  

               6   

  

3

3

  

  Vln. I     Vc.

 

  

    

 

   

   

 3

   

6



   

  

   

sfp





  

  

3

mp

        6

 

tutti

 

   

   

sf

   

3

 

  

  

           6           

mp

  

   



sfp

   

mp

 

 3

             6           3          6

   

    

   

  

  


9

40      Picc./ Flt.  3

 

Ob./Eng. Hn.

Perc.

Pno.

3

mp

   

  

sfp

  

   

       

sf



          3 3

     

  mf

 



       

mp

 

      

sfp

            

  

 



Hi-hat (x = closed)  Snare Kick B-D

 

6   

 

   Vln. I   

   Db. 



  

 

 



     arco

     arco

 

 

3

  

  

    

tutti

Vc.

sfp

 

Cl.

Bsn.



  

  

    

 

6

   

  

    

  

  

 

   

  

  

 



mf

   

 

6

    

 



 



 

3

        

 

3

  



3

   

 

 

 

   

  

pizz.

pizz.       

arco


10

43      Picc./ Flt. 

   3

mp

Ob./Eng. Hn.

    

 Perc.  

Pno.

      sf

   

Cl.

Bsn.

 

   

 

sfp



    3

mp

 





3

   

  

 

   

 

   

 

    

  

 

  





 

  

   

 

 

 

       

 

   3

   

pizz.

 

Vc.

  



  

    

3

sf



 

 

   

mf

 

 



  

 

arco



pizz.

  

 

 

    

  



  



   

    





  

 arco  

 

 

   

 

  

 

3

arco

 

 

 

    

 

  





3

 

mf

  

 mf   

  

  

   

tutti pizz.

 

   mp

  

Vla.

Db.

sfp

 

3

 

tutti

Vln. II

     

mf

 

 Vln. I  

  

 


  

 

46

Picc./ Flt.

sfp

Ob./Eng. Hn.

Hn.



 

  

  

    3

mp

 

  

Cl.

Bsn.

3

 





    

  

 

      

3

sfp

           



 

 

 

  

sf

   

mp

    

  

poco accel.

 

sfp

  

f

 

 

f

mp

 Tbn.   Perc.

  

      3

mp



Db.

  

 



 



 

 



 

3

 

3

3

    



 

    

   

 

        



 







   

 

 

 3

3

pizz.

 



 

3

 

 

     

 



3

 

 

 

    

  

3

3

3          

mf

   

 3

   







 

 

 3

 

 

 



   

3

mf

  

3

3

 

  

      

quasi gliss.

3

mp

3

       

3

  



3

mf

        

arco

arco

3

quasi gliss.

     

        

 

 

Vc.



3

3

     Vln. I   

Vla.

  



 Pno.  

Vln. II

      



 3

f



mf

Tpt.

  

 

 

 

  





 

11

  

 

  


 

12

  49

Picc./ Flt.

Ob./Eng. Hn.

Cl.

Bsn.

Hn.

 3

  

   

to Flute

     sfp

f

  

           

f



   

     

  

 



Tbn.

 Perc.  

3

3

    3

     3

f

       3

f

   

 

quasi gliss.



3



 

 

Pno.

f   3                    

 

3

    Vln. I 

 

 

    

Vln. II

Vc.

 



     

  

Vla.



 3

 

        

 

 

f

Tpt.

 

Più mosso, subito (q = 112)

 

  

 

    

    

   

 

 

      

ff

           

     

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

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


13

 

 

 Bsn.  53

Tbn.

Perc.

 



Pno.

 

3

 

mf

     



p



   

(stirring)

 

pp

   

mp B-D

     

3 3 3 3 3                                     3 3 3

               

Toms

p

3       

   

 

3   



 

    

 

3

Susp. Cymb. (x = bell)

Snare brushes

 

B



 

     

  

   

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

  

3

   



 

3



 

  58

Ob./Eng. Hn.

Bsn.

Hn.

Tbn.

Perc.

 



p

sf

  

   

p

            3 3



mp

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

    

 

    

3

3      

3    

p

 

     

     p

3

mf

  

3   



Pno.

 

 





f

 

      p      

  

  

      

sfz

          

p

  p

       

    

         

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

p

  

 

 

3           3

3     

   

3

 

            3  3

3       

3   

3


14

  64

Ob./Eng. Hn.

Bsn.

Hn.

Perc.

Ob./Eng. Hn.

Bsn.

Hn.

  

Perc.

ff

p

  

3 3       

p

    



   

p 3

  

3

3



3

3

3

 



3       

  3            ff  p

        p  3          3

p

 

  ff

3

3

 

sfz

             3

3

p

              

   

  

                       3 3  3



 

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

Pno.

  



 

p

 

Tpt.

Tbn.

sf

69



 

3

        

   

p

  

 



3

 

     

   

  

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

             

p

3

       3

    

 

   

   3

3      

  

3

3      

3

      3

3           



 

3

   

 3     

 

 

 

3 3             3            



3

 

                     3

3

   

sfz

  

 



   

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

ff



 

3 3                      3

3

 

 3     

 

      

    

      

 

3

p 3

 

 

              

 

      

 

 

p

Pno.

 

 

Tpt.

Tbn.

 


  75

Ob./Eng. Hn.

Bsn.

Tpt.

Tbn.

Perc.

f



 

Bsn.

Hn.

  

Tpt.

Tbn.

Perc.

Pno.

  

3    

p

 

p

 

p



   

3           3

3   

 

 

  

3 3            

3

p

p

             3

p

 

p

3

                         

3

3

3

3

  3                  3

3

3

p



     

 

 

3

 

   

 

 ff

3    

   

     

3

 

           3

3

   

3      

 

   f



 

 

  f  

3

      3

          

       

   

       

   

      f

   

     

   

f

3

 

f

     

3

 

  

3

3 3                       3



sf

3

       

  3      

p

   

3

  3

  

            

 

   

   

15

3     

                  



 

      

ff

    

p

   

  

sf

mf

                

    

p

 



    

 

3

 

 

     

  

p

p



 

 3      

81

Ob./Eng. Hn.

p

3

Pno.

3     

  

 

 to Crotales    (rubber  mallet)

sf

     ff

         

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

 


16

 Picc./ Flt.  86

Ob./Eng. Hn.

Cl.

Bsn.

Ob./Eng. Hn.

Cl.

       

  98

Picc./ Flt.

Ob./Eng. Hn.

Cl.

Bsn.

Pno.



           

       

pp

    

 



   

92

Pno.

 

 

 

 Picc./ Flt. 

Bsn.

 

 

C

Pno.

 

 



 



 



 

       

  

 

  

 

  

          

            

        

        

 

 

 

         



 

   

 

           

      

  



  

 

  

  

     

mf

     

   





p

p

  

 

  

p

          

          

   

 

         

              





















         

 

  

  

ppp

 

         

 

 

   

 

  

       

         

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

            

 

 

 

 

mp

             

     

flute

 

   

 

Attacca

            



molto

molto

 

molto

molto


17

  104

Picc./ Flt.

q = 76

Cl.

f

Ob./Eng. Hn.

Bsn.

 

 f

mf

  

 Vln. I 

Vln. II



 

  p

la metá arco

 



   

         

    

la metá

f

to Bss. Clt.

Pno.

f

1b. Supergravity

to picc.

  

   



 

 



 

          

      

    

  

f

3

  

  

 

 

   

p

112

7       

Pno.

Vln. I

 





        Vln. II  

7    

 

 mf 3



  

  

3

 

    

 

 

 

3

       

3

3

                                  

        

    


18

 Picc./ Flt.   118

Ob./Eng. Hn.

  

Pno.

 

       

  

Vln. II



 

     Vln. I 

       



   

 



   

3

  

        3

3

    

3

   

 

3

    



 

 

picc.

mf

    

  mf

                                             

3       



  

la metá Vla.

    

D 

 



   

   

mp

 123   Picc./ Flt. 

Ob./Eng. Hn.

Perc.

Pno.



   

 

 Vln. I  

Vln. II

Vla.

 



  

  mf



  

 

Crotales

  mf

mf

    

     

3    



  

     

 

    

 

   

  



 

mp

 

  

 



       mf

                    3

mf

 

6

7

mf

3 3   5                          

  mf

f

  


    127

Picc./ Flt.

Ob./Eng. Hn.

Perc.



 

  

Vln. I

Vln. II

Vla.

  mp

      



  

 

 



 

  

 





     

   

  



 

 

 





mp



  

 

  

 

Pno.

19



  

 

3

      





mf

3

  

  mp



     

  

mp

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

 





f



 



mf

  mf

 



  

       3

     Picc./ Flt.   130

Ob./Eng. Hn.

Perc.



Vln. I



 

  

 

          



 

                     

   

Vln. II

Vla.



   

 

 

 

p



  

Pno.



  











   

 

  

 





 

p

   





p

  

                              

 

 

     

    

                          



mf

   mf



  


20

   133

Picc./ Flt.

Ob./Eng. Hn.

Perc.

 



 

   

3





p



3

     

p



Vln. I

Vln. II

 





 

 

mp





to vibes (medium mallet)

 

 

 

 

3

   

mf



Vln. I

Vln. II

Vla.

Vc.

                  3

       



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

3

3



 

mf



mf

  

3

3

3

   

  mf



 

 



mp

 

 

   

f



  



 

     

6

          5

3

  

f

 

mf

to flute

5

   





 





   



mf

3



la metá

ff

3

          

vibes (medium mallet)

 3    

3

mf

                  



                                          

Pno.



            f





                       



 

136

Perc.

3    Picc./ Flt.   

Ob./Eng. Hn.

mf

 

Vla.

Vc.







                                                                         

  

p





p

 

 

Pno.

3     

    

 

 

 

mp

 


21

 

 Picc./ Flt. 

mf 6

Ob./Eng. Hn.

         

5

Vln. II

Vla.

  

  

 

f

 

Vln. I

mf





        

Pno.

 

ff

Perc.

flute

139



                    5

6

  

5



5

6

5

                  







 



 



 



6

6

  

 

mf

 

  







 

 3

mf

Vc.



5

 

mf

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




22

141   Picc./ Flt. 

Ob./Eng. Hn.



 

 

 

6

      

Vln. I

Vln. II

5

  

5

 

 

 

       

 

 

        7

Vc.



 

     





 



 



      

mf

mf



6

6

Vla.

      



   

mf

 

      

 

mf

 Perc.   

Pno.



     

7

3

         3

7

 mf



ff

                                     6





3

   

3 3                  

 

  

    

  

 

3

  

mf

   

       

f



   



 


23

   

         

144

Picc./ Flt.

Ob./Eng. Hn.

Perc.

Pno.

Vln. I



Vla.

Vc.

        

 

   



   

    3        

mf

 

mf

3

 

 



mf

mf

 

 





3                       

  

      mf

mf



         3

 

   

  

  

 

    

3         

   



  

   

    





3                  6

         

 





 



E 

Bss. Clt.

3

Vln. II

mf

  

Cl.

Bsn.

 

mf

 

        mf  

7

6

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

3      3      5         

mf





3

  

  

 






24

   148

Picc./ Flt.

  

Ob./Eng. Hn.

Perc.

Pno.

Vln. I

Vln. II

 

  

Vc.

  

mf

 

 

 

mf

  

 



 

  

 

mf

 

 

mf



6

6

    

         

6



   

                         6

f

 

 

  

 



 





6

6

  



7

6

6

 

 

 



 

     

  6                                                   

6

 

f

Vla.









 

Cl.

Bsn.



 



7

 



 


25

  Picc./ Flt. 



150

Ob./Eng. Hn.

Bsn.

Perc.

mf

  

   



 3      

 

 3     

    

    

mf

 

     mf

  

     





mf





3          

mf

mf

 

Cl.





 3          

3

 

 

mf

mf

     

         

  

   

mf

 



     

  



   3

 

             

Pno.

          6                    6 

 Vla.   

Vc.

 

   

     

 3       

       3

Vc.

mf

   

                         

    

  

la metá (2)

mf

Db.



  

         3

   

    


26

 Picc./ Flt.  

 

154

mf

 

3

    

Ob./Eng. Hn.

Cl.

            mf



 



 

 

mf 3   Bsn.    



 

mf

Perc.

 

 

Pno.

 

Db.

  

        



    

 



  



 

        

 

 



5

      



 

 

6



 

 ff



 

mf

 

 

 

mf

          

      

3

 

                                     

      Vc.

Vc.

   



      



f

f



 

           

             

mf

6

5

3

 

  



3

  

           3

3

5



 

 3

  

 

5

3

  


27

  157

Picc./ Flt.

Ob./Eng. Hn.

 

 





    

Cl.

    

mf

Bsn.

Perc.



Pno.

Db.

 

Perc.

     3

f



    

 

 

   

3        

   

 

 

   

mf



3

 



          

     

6

     

   

 







3

f

          

 

 

         

mf

3

mf

 



      

3

mp

  

  

 

3    

 

      



mp

   



 



     3

mp

3

f

 

 3          mp

      

 

  Cl. 





       

161

Bsn.

6

 



mf

3



Vc.

 

  

Vc.

    



 

f



      6                                                   

Pno.

 

Vc.

Db.

    

6

6

6

       

          



6

6

    

6

7

6

7

                         6

 





6

 

3


28

 Picc./ Flt. 

163

Ob./Eng. Hn.

Cl.

Bsn.

f

 

 

 

f







 

 

 

             

 



 

 

 

 

            5

3

6



f

5

6

f

Perc.



   

Pno.

ff

fff

                               6

         

 Vln. I 

6

6

6

6

                    6

6



  

  

  



  

  

 

 

 

 

f

tutti

Vla.

 

f

Vc.

Db.

tutti

 

                   6

7

f

*







  

tutti, non-div.

6

              

tutti, non-div.



6

f

Vln. II

6

6             



f





6

 

6

  


F   

    

165

Picc./ Flt.

 

Ob./Eng. Hn.

Bsn.

Perc.



pp

       

  

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

   

   ff

  

Vln. II

Vla.

Vc.

Db.

  

 Picc./ Flt.   

Pno.

   

           

 Picc./ Flt.    177



    

Pno.





171

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

 

   

 

     

        

   

      

       

        



   

       

p

                                    Vln. I     Pno.

      to Eb Clt.     

 

Cl.

29

Meno mosso

      

 

    

   

 

cresc. molto

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

 

mf

 

 

 

 

      

 ff

                                                                               3

3

3

3

3

3

3

6

ff                                                                                                 3

3

6


30

  181

Ob./Eng. Hn.

Hn.

 

Tpt.

Tbn.

Vla.

      

p

   p

     

  

Vc.

     mp

la metá

p

 p

  



   sempre

 



 

   

 

   

 

  

 



  

   



 

     

        



  

    

    

       

   

mp

       flautando

p

mp

flautando

p

    mp

 







   



   

 

ord.

      

ord.

arco

mf sempre

  mp

   

 la metá



 

   

 

mp

      

  

           

la metá pizz.

 

  

    p sempre

 sempre

 



  

la metá (2)

mf sempre

Vc.

  

la metá (2)

   

Vc.

mp

             

  p sempre

Vla.

       

  

p sempre la metá

 

Vla.

  

p sempre

         

Vln. II

Db.

     

  

           

Tpt.

Vln. I

   

*

192

Tbn.



mp

Hn.

                      

Vc.

Ob./Eng. Hn.

2a. M-theory

soli Eng. Hn.

soli

q = 66



Vla.

Db.

 

   

mp

   mp


31

      202

Ob./Eng. Hn.

Hn.

Vla.

    

     

 

mf

 

 

pp

Vc.



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

      3

        3

3

mf

 

           3

                           3

3

3

         mf 

 

      

mf

        

3

   

 

        

                

  

Vc.

you are a machine

Vla.

Db.

Pno.

        

   

Tpt.

Tbn.

 

    

      

  

  






 

32

G 207   Ob./Eng. Hn.   Hn.



  pp

      

      

Tbn.

Pno.

Vla.

 

                    3                

    

 

*

pp

Vc.

Db.

 



 



 

3

  



mf

mf

 

Pno.

 

pp

   

3

3

   mf

   

   mf

  



*

    

mf

   

  

  

mf



mf

 



 

   

3

          222                                 3 3     3 3                   3 

 Ob./Eng. Hn.   228

 Hn.  

 

p

 

                 3 3            

3

  

  

attacca

 

   

Freely with Rubato (like a shivering child in the desert night)

pp

 

 

                                              3   3     3 3   3                               

           



pp

 

pp

3

           

214

Pno.

           

      

         

 

pp

pp



            

*

      

Vc.

Vla.

mf



 

p

Tpt.



   

 

 

cresc. molto

  



   

cresc. molto

  



  

 

  

   



  ff

      

 

ff

   


33

  235

Picc./ Flt.

2B. Brane Collisions

 

Poco Allegro q = 132

   

Ob./Eng. Hn.

Bsn.

p

mp

   

f

   



f

 

pp



             3

        

sul tasto, flautando

ppp

mp

  

           



 



tuttisul tasto, flautando

ppp

sul tasto, flautando

ppp

Detaché, on the string tutti

           

Vc.

mp

f

Vla.

   

mf

Vln. II



Vln. I

p

Pno.

 Ob.

       

Eb Clt. Cl.

f

Db.

sul pont.

p


34

 Picc./ Flt.  243

 

Ob./Eng. Hn.

Tpt.

Tbn.

 

  

  Vln. I   

Vln. II

Vla.

 

Vc.

Db.

3

3

  

                   3

   

    

3

3

3

3



mp

  



 

 

    

  



             

     

       

     



3

3

         mp 

mp

                   

                    3

3

pp

        

3

            

3

p

3

         

             

  

               

Pno.

f

              

Cl.

Bsn.

picc.        

  

 

  

Detaché, off the string

          mp 

     


35

 Picc./ Flt. 

          

249

Tpt.

Tbn.

Vln. I



Vln. II

Vla.

Vc.

Db.

   





mf

mf

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

         

   



 

mf

 

Pno.

         

  

mf

Cl.

Bsn.

Ob./Eng. Hn.



 

 

    

 

 

 



 



 

  

                           

 

   

      

                       

Detaché, off the string

mp



Detaché, off the string

  

mp

 



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

                                                            pizz.         mf

    


36

  Ob./Eng. Hn.  254

 

Cl.

mf

f



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

  

Pno.

Vln. I

Vln. II

Vla.

Vc.

                  mp

mf

Bsn.

 



                              3

3

                                  3

3

        

        

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

 

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

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



     

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

                                                                  Db. 


37

 

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

260

Picc./ Flt.

 

Ob./Eng. Hn.

Hn.

Perc.

mp

mf

f



         

     mf

mf

ff

mf

    

 

   

f

      

   

   

straight mute

 p

 

mf

mf

       f

    

   

                               f

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



Pno.

Tpt.

Tbn.

                                                                                mf

Cl.

Bsn.



     

 

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

    

Crotales

f

     

       

        

   

       

                                                            Vln. I  mf

Vln. II

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

Vla.

                                                                                  mf

Vc.

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

                                                                 Db.  f


38

H                              Picc./ Flt.  266

Ob./Eng. Hn.

Cl.

Bsn.

Hn.

ppp

                           

mp

   

sffz    

f

f

   

Tpt.

f

sffz

               

   

    

     

   

    ff

                   Tbn. 

sffz

Pno.

   

           

                

   

mf

   

   

  f

 6

Vc.

Db.

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

 

f

pp

   

                          

  

sffz

sffz

f

              6 sffz

   

mp

      f     

   

sffz

sffz

sffz

f

     

sffz

   

         

        

        

f

Vla.



to Vibes

                                      

sffz

sffz

                     Vln. I  Vln. II

          sffz     

   

f

   Perc.   

   

to Bb Clt.

   

sffz

 





    





         

pizz.

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


39

 



271

Ob./Eng. Hn.

Bsn.

Tpt.



Vln. I

 

  

Vln. II

  





mf

       mf

         

 

    

Pno.



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

Db.

    

 

   

  

    





 

        

    

 

  

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

    

                          

sord. sul tasto

pp



  

           

                           

       

  

cresc. molto

   

mf

 

 

 

     

cresc. molto



pizz.

sord. sul tasto



           

         

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

f

pp

 

mf

Vla.



   

           

   

 Vln. I  Vln. II

  

277                       Hn.

Tpt.

      

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

            Db.  Vc.

mp

                      

 

Pno.

ppp

mp

  Hn.



 

ord.                  tutti

mp

 

ord.



mp

sord.

mp pizz.

  

mf


40

285

Pno.

Vln. I

      

   

Vla.

 

 

 

Db.

Pno.





              Vln. I  

Vln. II

 

Vla.

Db.

  

 



   

 

     



     



 

 



  

 

 

 

    

 

 

 

     

 

  

 

 



 

  

  

   

 

I

Meno mosso (q. = 132)         



 

 

 

 

             

  

 

Db.

 

304

Vc.

        

                 

 

  

   

Pno.



                   

 

294

 

    

 

             

Vln. II



      

pp

        

                     mf

arco la metá

  

 

  

  

  f

       

 

 


41

 Vln. I 

la metá senza sord.

    

313





     Vln. I      318

           

Vla.

Vc.

Db.

         

 



   



  

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

  



mf





                              mf                                                     Vc.                                                                        Db.                

Vla.

    

la metá senza sord.



  

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

  

                                                                           

     

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



 

 

              

J

322

Picc./ Flt.

 Cl.   

 

Pno.











Bb Clt.

f

 f

  

    

    

         

  

    

    

      



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

    

 

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

               

                                                         Vln. I                          ff subito  

Vln. II

Vc.

mp

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

subito mp

Vla.

Db.



 



 



tutti





  

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

                                           f                                f


42

  326     Cl.  Bsn.

Hn.

Perc.











Db.

  

 

   

      

     

  

mf

mf

      

sord.

f

                              Vibes (soft mallet)

p

  

  





   

  













ff

      







                                           

     



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

Vc.

     

Vla.

   

mp



Vln. II

 

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

Pno.





Tpt.

Tbn.

  

          

 

     

 





f

    

      

      

  

   

     

     

  

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



la metá



la metá senza sord.







mf

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

mf

la metá

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

mf


43

 Cl. 



330

Bsn.

 Hn.

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

  

                                      

  

   

f

                                               Tpt.                                               Tbn.                                        Perc.       

Pno.

Vln. I

       

                                                

   

        

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

         

                       

           

                          

Vln. II

f

    

 



   

 

       

  

tutti

mf

  

     

tutti

Vla.

subito mf

  

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

Vc.

Db.

         

                           



tutti

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

 f

 

   


44

 Cl.   334

Bsn.

         

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

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

     

  Tpt. 

senza sord.

fp

Perc.



  





Tbn.

K



 

           f fp 



 

 

         

f

fp

 

 



 

 mf



                   f   fp fp f f  



 

 

mf

  

    

 

 hard mallet             mf

f

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

Vln. II

Vla.

Vc.

Db.







tutti

f

 

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

 

  

   

   

 



     


   338

Picc./ Flt.

 

Ob./Eng. Hn.

Hn.



mf

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

mf

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

              

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

         

     





mf

   

    

Pno.

Vln. I

 



     

        

    

         

 

mf

 

  

mf

        

Vln. II

  

  

 

  



 

 

  

            

Vc.

f

f



       



 

  f

            

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

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

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

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

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

  

f

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

f

  

 



 



 



 

 

 

        

 

  

       



     



   f

                                                                  

 

    

f

                                                                       

Vla.

Db.



   

       

       Perc.            

    

45

f

     

 

f

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

Tpt.

Tbn.

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

                 

Cl.

Bsn.



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

     

   f

   

          

f

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

 

f

  f


47

    

 Ob./Eng. Hn.   349

Cl.

mp

         

       

           p

      

         

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

   p

           mp

Hn.

Tbn.

Perc.

  

        mp

         mp

         

mp

            

Pno.

mp

          

Vln. II

p

        

          

p

       

          mp

          

Vla.

mp

Vc.

            

           

          

         

mp

Db.

mp

           p

       pp


46

  342

Picc./ Flt.

Ob./Eng. Hn.

Cl.

Bsn.

Hn.

Perc.

< e = e >

 

Vln. I



    

   

      

       

ff

     

         

mf

        mf

       

     

     

       

       

ff

      ff

       

   

    

     mf

      

       

        

      

       

         

   mf 

    

   

    

     

      

ff

   ff 

ff

       

      

       

        

   

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

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

ff

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

 

  

         

 

ff

    

 ff

ff

          mf

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

   

      

       

       

       

mf

           

       

      

       

        

mf

          

      

        

         

          

       

mf

mf

ff

 

mf

ff

Db.

   

ff

Vc.

        

         

Vla.

       

 



Vln. II

      

 

   

Pno.

 

       

 

       

ff



Tpt.

Tbn.

 

     

      







    

mf

          

mf


â&#x20AC;©


Proximate Spaces

Bassoon

for Matthew Damien Gillespie

Moderato q. = 96

   6

 

12





James J. Ogburn

           

mp

f

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

9

1a. Strings

mf

f

                            



  

f

mf



        mf

        f

 

 



    

                                                     p sfz

15

poco rit.

          

19

A tempo (q. = 96)

                    mf

mf

                              mf  f 25                                          22

p sub.

f


2

Bassoon

A 29 <q. = q>

 



(perc.)

    

          mf

            

                                      poco accel.

45

f

50

Più mosso, subito (q = 112)

 

 

 

 

    3                                   mf 3 

54

B

      3

59

mf

64

 

69

 

          

p3

3

 

            f

                         

 

3

 3      

           3                3 ff 


73

    



f

       

   

       

   

90

p

94

q = 76 104

 

f

  

 

mf

                     

                  3

 

3

84

   

3

          

99

3

                 f 3

79

Bassoon

3

p

C

 

 

     

  

  

   

 

  





  

    





1b. Supergravity D   

 

 

Attacca

molto




4

Bassoon

E 145 (pno.)

149

3

         

3

        

          

  mf

  

mf

  

                

mf

mf

                         mf mf

153

3



           3       mf mp

157

160

3             3

mp

mf

163

5 6  3               

167

F Meno mosso

f



      

           f

     


Bassoon q = 66



181

 

 

5

2a. M-theory  G    

    

   

 

Attacca

 

2B. Brane Collisions Poco Allegro q = 132 235

 

242

246

250

253

256

f

 pp

              

 

 mf

       

             

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

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

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

           259          

                                        


6

  mf

270

 

f



pp

mp

326 (vln. I)

262

Bassoon

     

 

f

     

  

sffz

 

           331                     329

     

H

  



I



J

Meno mosso (q. = 132)

 

     

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



       mf

                

                                             mf        340                                    f     342< e = e >                                 ff  346              337

K


Proximate Spaces for Matthew Damien Gillespie

Clt. in Bb/Eb/ Bss.

Moderato q. = 96

  14

  

19

(Bssn.)

           

 

to Bb Clt.

mf

      

28

1a. Strings

poco rit.

 

 

   

                          

A tempo (q. = 96)

      Bb Clt. flz.

                      36                       40                       44                 

             

        Eb Clt.

  

f

<q. = q>                           

47

 

p

A

mp sempre

32

James J. Ogburn

      

                                                                      

                      poco accel.

f


2

Clt. in Bb/Eb/ Bss. 50

Più mosso, subito (q = 112)

B

             

60

 

       

86

 

(pno.)

 

      

 

90

          p  

95

   

 

100

   

             

             

73

C

    

             

       



  

    



 

 

         

          

 

                       



    

  



   

 

 Attacca

molto


3

Clt. in Bb/Eb/ Bss.

104

q = 76

  

f

145 (pno.)

 3

    

153

      

E

3

         

        

149

1b. Supergravity to Bss. Clt. 

      

mf

       

mf

mf

               mf

                   mf        mf

                   mf mp 3

160

3

        mp 5

 

Bss. Clt.

3

157

163



D

      

3

        

3               

mf

f

to Eb Clt.

6

       f

 





    


4

Clt. in Bb/Eb/ Bss.

F

166

181



q = 66

 

 

2a. M-theory  G    

      

235 Eb Clt.

f

 

 

    

  

Attacca

   

     

                  

  

  3

              

                      

244

3

3

3

3                     

248

2B. Brane Collisions

Poco Allegro q = 132

241



Meno mosso

3

3

3

           mf


5

Clt. in Bb/Eb/ Bss. 251



mf

            mp

259

                             mf                                                         

262

H                              

266

f



270

sffz

I

 

  to Bb Clt.     sffz

Meno mosso (q. = 132)

317 (Vln. I)

          





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


6

Clt. in Bb/Eb/ Bss.

J                                        f                    325                        Bb Clt.

322

f

                               

334

       

           K                         mf       339                                           336

              

341

f

< e = e >

 

ff

                               mf

          mp



               

345

348

 


Double Bass

Proximate Spaces for Matthew Damien Gillespie

Moderato q. = 96

   7

10





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

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

mf

 

       f 

 

James J. Ogburn

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

poco rit.





f

13

       

(bssn.)

         

mf

15

1a. Strings

 





 

mf

 



       



  

 

 

 


2

Double Bass

A tempo (q. = 96)



                            sfz

18

mf

mf

        

21



           mf

24

            

                  

f

pizz.                                                     ff fff

26

f

                              

29

A <q. = q>

mf subito

                      35                            32

             

   arco          


Double Bass

   41    38

          arco  pizz.                   pizz.  arco pizz.                               pizz.

pizz.  pizz.   arco                           

44

Più mosso, subito (q = 112)

B

50

             

59

    

70

 

95

 

    

          

             

            

  arco           arco          poco accel.           

             

80

88

3

 

 

 

    

    

C

               

       

 

  

  Attacca


4

Double Bass

1b. Supergravity

q = 76 104

 

151



D



E

               

(vc.)

    

              

                

mf

3

   5     3                   3  mf f 158                 155

mf

163

mf

            f *

F Meno mosso 

* If no C extension is available, play this note an octave higher.

181

q = 66

 

190

  

2a. M-theory

 

 

(clt.)

 

 

     

     

   p sempre

        

  


Double Bass 201

      

      mp

205

212

 

G

     mf



 

           

   

 

  

 

Attacca

2B. Brane Collisions Poco Allegro q = 132

235

 

sul pont.

p

243



247

5

 


6

Double Bass    253                                                pizz.

mf

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

256

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

259

f                                  

262

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

265

f

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

268

H

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

271

            

274

276

(tpt.& pno.) 

 



mf

    

                              


Double Bass

7

284 pizz.

                    mf

                     

293

                       

302

I

                                   f

311

315

Meno mosso (q. = 132)

  



     

         

319

           

   

   

         

           f

                                    

323

J


8

327

Double Bass

                   arco

f

                 

335

339

      

342 < e = e >

 

  

K

    

        f

ff

                                      

348

mf

          

 

                   

345

351

       

        

mp

        p


Proximate Spaces Horn in F

for Matthew Damien Gillespie

Moderato q. = 96

  

 

 

13

 

       

22

26

  A

48

poco rit.

  

f

mp



mf

     

Più mosso, subito (q = 112)

          

    



3

 

            3

3

            3

3

f

B

 

            

 

       

3

 

 

(tbn.)

3

            

poco accel.

 

50

mf

                          

                   

29 <q. = q>

 



James J. Ogburn

(bssn.)

18 A tempo (q. = 96)

  

1a. Strings

 

            


2

Horn in F

62

3             

          

3

p Sempre

                   

66

3

72

                          3 3

79

 

 

3

f

3

 

 

 

  3                      3

             

84

            

 

3

C

                    

92

         

       

  

Attacca

1b. Supergravity 104

q = 76

 



D



E





F Meno mosso


Horn in F

66 181 q =soli

    p

3

2a. M-theory

                        mp

                               

189

198

 209

 

   

228 soli

p

       mp

 

G

 

 



          

 

       p



                        cresc. molto

Attacca

ff

2B. Brane Collisions 235

Poco Allegro q = 132

 





(ob.)


4

         

260

mf

         

266

271

Horn in F

       

    

               f

H

        sffz

sffz

                                      mf  276                                        311

I



Meno mosso (q. = 132)

  

 

328

  



J

(vln. I)

     

     

             



  

     



  

           

         

    

         

                                K 337                                           331

341

 

mf

mf

      <e 

                  

345

f

= e >

  

mf



ff

    mp


Oboe/ Eng. Hn.

Proximate Spaces for Matthew Damien Gillespie

1a. Strings Moderato q. = 96

  

11



James J. Ogburn

    

(tpt.)

    

A tempo (q. = 96) 17

 

 

     

22

 

     

mf







    

         



    

mf

poco rit.

 

       

 

  


2 26

 29

  

A

                              Oboe/ Eng. Hn.

p

f

<q. = q>

  

                          

     

sf

32

sf

 

mp

mp

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

                                     

34

sf

mp

sf

mp

                       

37

sf

mp

                                     

40

sf mf

                   43                       sf

46

mf

   

           

sf



   

mf

    sf


Oboe/ Eng. Hn.

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

3

poco accel.

48

 

mp

f

Più mosso, subito 50 (q = 112)

B

         

3                 

59

p Sempre

3         

63

 3       

3

3                3

79

 

 

f

3

3

3                

 

3                          3

C            3            

84

      

                  

73

          

                   

68

 

 

 

 

 


4

      

90

p

   

94

  

  

99

q = 76

f

   121    

125

     

   

   

   



  





 

  Attacca molto

1b. Supergravity  

(pno.)

3               3

D                 

  



  

      

  

104

  

Oboe/ Eng. Hn.

 

         

mf



3

      

mf

         

          3                           mf

128

mp

mp

p


Oboe/ Eng. Hn.

5

 3  3     3                     

133

p

p

mp

6 3  5                            f ff     140                      

137

mf

mf

mf

   145   3                           E

mf

mf

    3                         

149

mf

mf

mf

  3           

153

3

mf

156

mf

5

f

6

             ff 3

          






6

Oboe/ Eng. Hn.

159

           f

 

q = 66

181

 

186

 

191

 197

to eng. hn.

   

   

             

 

p

                     

                         mp

   

                     mp

G

              

                  pp

 

209

213

 

2a. M-theory

Eng. Hn. soli

204

mf

mosso F Meno



 

 

 

 

   

soli

  

 

 

cresc. molto


Oboe/ Eng. Hn.

            

231

         

7

Attacca

 

ff

2B. Brane Collisions Poco Allegro q = 132

   

to Ob.

235

240

 256

(Ob.)

p

p

mf

mp

 

   

mf

270

 248

f

 

ppp

mp



f

 

mf

    mp

 



    mf

ff

I

 H

 

ppp



J

mp



Meno mosso (q. = 132)

 


8

Oboe/ Eng. Hn.

                         

(tpt.) 334

 



338

mf

K                          

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

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

340

  

     

    

  

342 < e = e >

348

mf

352

ff

                           mp

   p

       


Proximate Spaces

Percussion

for Matthew Damien Gillespie

1a. Strings James J. Ogburn

Moderato q. = 96

   7



          (bssn.)

vibes (bowed)

 

mf

 

16

to crotales (rubber mallet)

 

         

27

 

37

ff





      

crotales



    

    



A tempo (q. = 96)

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

(picc., ob., clt., tpt., pno., vln., vla.)

              

22



 

 

vibes

              to vibes (hard mallets)

sfp

f

               

                                     3

 

3

       

<q. = q> to kit (sticks)

(picc.)

3

      

   

A

poco rit.

3

        3

     


2

Percussion

                     Snare      Kick B-D 3    44                                 41 Hi-hat (x = closed)

3

3

poco accel.

switch to     brushes 47                                     3

Più mosso, subito 50 (q = 112)

 

 

 

Susp. Cymb. (x = bell) Snare Toms (2 sizes) Kick B-D

 

 

(stirring) pp

 

                                             3  mp 3 3 B

54

3

3

        

3

3

          

57

60

3

  

sf

       sfz

                3 mp 3

  

p

  

3

                  3  3

3


Percussion

3

                                                  3  3  3  sf p 3

64

3

3

3

3

3

                               sfz 3 3

67

70

 

3

 

3

                       

sfz

   

sf

                                                  3  3  3  sf 3

80

3

3

3

3

3

p

to Crotales  (rubber mallet)                               sf 3 3

83

3

3

86

C

                         

94

     

       

  

Attacca


4

Percussion

1b. Supergravity 104

 

q = 76

  

128

 

 

D

 

vibes (medium mallet)

 

137

ff



(picc.)

 

 

Crotales



  

   f

mf

  



   

   

  

  f

to vibes (medium mallet)

   

 

  ff

E                        

145

                       

153

 

161

167

F

 

Meno mosso

 

 

fff

     



 

   


Percussion

2a. M-theory  G     Attacca                

q = 66 181

 

235



2B. Brane Collisions



Poco Allegro q = 132

 

263

 

  

Crotales

f

 

326 (vln. I)

     

Vibes (soft mallet)

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

(tbn.)

              

  H        

267

5



to Vibes

     

      

Meno mosso (q. = 132)

I

 

  



  

J

     

                               p 330                                   332            328


6

Percussion

K

 

                             f

337 hard mallets

mf

339

                       < e                    

341

= e >

      

         ff

                      

344

         

348

mf

352

        mp

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

     


Proximate Spaces

Piano

for Matthew Damien Gillespie

Moderato q. = 96

James J. Ogburn

                               

  

3



  

1a. Strings

pp

            

p

  

             



 

mp

          5                        



       





       



     



          7                                  mf








2



Piano

  9                                 

   

  

  11                              sfz

sfz

                       sfz sfz     13                                                         sfz  

15

f



sfz

poco rit.

 

       

           sfz



sfz

                       



            sfz  sfz

           p


Piano A tempo (q. = 96)

    sfz

18

     

20

                                       

mf

sfz

  



          sfz

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

     

3

sfz



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

22

      sfz





           


4

Piano

                               

24

                                sfz

                                                    

26

fff

                                

 

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

28

 

A

             

  

 

<q. = q> mechanically

  

29



mf subito

 

                      6

6

         

6

  

6

     


Piano

31

 



    6

   6   

5

       6          6

         

        

         6    6    6                              

33

6

   

6

6

                                       

    6   6  6                                       6

36

           

39

   

6

    6              

    

6

6

       

 6       

           

6

 


6

Piano

42

  

 

             

49

        

 

mp

mf

3

3                        3

3

Più mosso, subito (q = 112)

 

 

 ff   3                                               3  f

 

     

 

 

               

51

poco accel.

46

6

    

  

                    

 

 

 

   

  

                  

   


 

Piano

     

 

B

7

            p 3                                 

53

 

                      3 3

57

   

               

64

      ff

     

      

3                 p

        3                    

      

60

    

ff

          

3

ff

3                           p

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

  

        3

3 3                                 

p

                  



          


8

3                       

68

       3

          

72

  

 

   

Piano

      

p

   3    

         

79

3

3          82           

  

  

p

    

                             3 3                         3 ff                        ff

 3                           

75

             3

     

                   p ff                                3                                  3    p ff                                                                      3  ff                             3 


86

Piano

 

9

                      

C

 pp

                                      

                                                    

89

mp

                                          

                                                    

92

                            



                95               

98

 

 

 

 

ppp

           

 

     

 

  

Attacca


10

Piano

104

q = 76

 

1b. Supergravity       mf

108

  3

   

     

113

    f

    

         

116

   

 

7

3

        7

3

                                      

3

3

    

    

                

                  

119

    

3

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

3  3              

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


122

D

Piano

                   127          

                            

129

      

 

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

11

     

      

                                                                                     131                                                                                             133                                                                            

 


12

Piano

   

135

 

     

      3

                            136                                        

3

                          139                             

 

3

5

5

 

         

3

          

6

6

                               5                                                 6

         5

3

56

5

141

6

3

5

               

5

            6

6

     

7

3

7

33

     

     3                              3 3                             

143


Piano

13

E

146

                               3

3

6

148

  

 

6

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

     

6

6

    

   

6

   

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

149

6

7

6

6

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

6

6

             

6

        6                  6 

150

7


14

Piano

153

   

    

                                                  155                            3                                               157                  

 

       

159

3

  

3

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

    

 

6

   

3

6

    

            161                               

 

6

     

6

     

    

6

    6




Piano

15

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

162

6

6

6

7

6

7

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

   163

ff

  

164



6

6

                                      6

6

  

6

6

6

                6

      

6  6               

165

 

 

     

 

 

    

 

 

 

    

 

6

   

  

   

 

    ff

       

6

6



6

  

6

  




16

F

   

Meno mosso

167

 

p

             

        

 

             

  

178

 

                mf

 

3

 

3

 

 

           

    3                                        

  

          

           

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

        

 172                   

176

    

Piano

3

 

 

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

3

                                      

179

3

3

6

ff                                                3

6


Piano



181 q = 66

 

17

2a. M-theory (hrn.)

 

                   pp 3                  

203 you are a machine

205

         mf     

207

             

     

3

G

                    3                

209

 

  

   

          3

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

 



              3

3

              3

3

                                 3 3 3

pp

     


18

Piano

Freely with Rubato (like a shivering child in the desert night)

212

 

 

     

pp

         

   

           3   

3

              3 3       

                                3      3    3              

217



221

 

 3 

 

  224   

 

       

    

   

228

  

3

3

   3



3

 

  

              

     3

   

   

3

      

 

              

   

3

 

  

 

Attacca

 


Piano

19

2B. Brane Collisions Poco Allegro q = 132

235

 

244

  

248

   

      

      

f

           

 

 

 

 

   

      



 

                                        251                                                     

                        3 3                        3 3

254

          

        

   

     

 

 


20

Piano

258

        

               

         

264

 

268

  

    

 

f

        

6

sffz

      

        

 

H

 

        

                          

     6

         sffz


Piano

271

    mf

   

 

      

21

 

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

274

                      280         

284

 

   

  

    

                 

                                         

  

f

 

                            mf                    291                                                 298   (cb.)                  


Meno mosso (q. =      311          pp           

I



22

319

  

132)

     

           

J

         (Vln. I)

            

322

Piano

f

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

         

   

                                 



                             

329

        

331

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

                          

      

325

  

                    

         



         

       

                 

             f       

       

 

        

 


Piano

K



23



                               mf                                      340                                                 f                                               < e = e >                  342                              337

 

 

347

   

352

 

    

                                    p mp mf                                                                        ff

                              

                      

     

         

pp


â&#x20AC;©


Picc./ Flt.

Proximate Spaces for Matthew Damien Gillespie

1a. Strings Moderato q. = 96

 



 

     

fmp



f



f



 

 

poco rit.

        

                    

27

               

A tempo (q. = 96)

17





mf

10

       

picc.

James J. Ogburn

flz.

fp

 

 

A <q. = q>

 

       

 

    


2

          

32

3

mp

sfp

Picc./ Flt.

         mp

   3          

35

3

mp

    

38

sfp

 

sfp

           mp

       3

3

       

sfp

             mp

3

sfp

       3

mp

 

3

3

      sfp

mp

                                         mp 3 3 3 sfp sfp mp 3 sfp

41

                            mp 3 3 sfp mp 3

44

     

47

sfp

50

               sfp

mp

3

3

  to flute                                     f 3 3 3 sfp sfp f

Più mosso, subito (q = 112)

poco accel.

B

             

     

    


66

    

86

C

 

      

  

94

 

  

(pno.)

flute

90



mf

 



  

Picc./ Flt.

               



     

        

 



3

  

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

 

     

                           

                                  

98

                102            

Attacca

molto

1b. Supergravity q = 76 104

 

f

 to picc. 



(pno.) 3

    

3 3          


4 121

                        

D

 

Picc./ Flt.

                 

picc.

mf

mf

mp

        3                        

126

mp

mp

      3                              p p p

130

3 3                         

134

p

mp

to flute                       

137

3

 

flute 140

mf

5

6

f

                            mf

mf

E   3                      

145

mf

mf

       


Picc./ Flt.

5

   3 3                                  

149

mf

mf

mf

3 3                         

153

mf

mf

156

6

        5

f

159

 F 167

Meno mosso

 pp

181

 





         cresc. molto

q = 66

 

  

      f

 175



 

     

    

      ff

2a. M-theory  G    



    

   

   

Attacca


6

Picc./ Flt.

2B. Brane Collisions 235

Poco Allegro q = 132

 

to picc.

                              p

mp

picc.

244

f

3

3

3

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

248

3

3

250

 

3

3

(ob.)

263

           mf      265               268

H





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

I Meno mosso (q. = 132) J 

 

 

    f




Picc./ Flt.



334 (tpt.)

 

338

                     



mf

7

K

                        

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

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

340

< e = e > 342

 

                                ff

          

346

         

mf


â&#x20AC;©


Tenor Trombone

Proximate Spaces for Matthew Damien Gillespie

Moderato q. = 96

   

1a. Strings

20

James J. Ogburn

                            

poco rit.

A tempo (q. = 96)

mf

                 

             (bssn., cb., vc.)

                                       ff

26

f

29

f

A <q. = q>

 

46

   



      

3

        3

mp

quasi gliss. 3

         3

mf

50

Più mosso, subito (q = 112)

 

              

(bssn.)

 



quasi gliss.

poco accel. 48

 

 

 

3

        3

            quasi gliss. 3

f

3

 

 


2

Tenor Trombone

B

54

      p Sempre

           

          

59

64

 

              

70

     

            

             

81

86

3             

    

3

               

75

 

 

3           

              f

                               

   

Attacca

  

1b. Supergravity 104

 



D



 

3

C

q = 76

 

E



mosso F Meno 


Tenor Trombone

181 q = 66

 

2a. M-theory

  *

 

      

           203                 p sempre

194

207

G

   

3

mf

           

 

     mp



       

    

   

Attacca

2B. Brane Collisions Poco Allegro q = 132 235

 

250

(pno.)

 (ob.) 

    

      



 



mp

               mf

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

262

H                            

265

f

sffz

   

sffz


4

Tenor Trombone



270

323

J

 



(vln. I)



I Meno mosso (q. = 132)

     





  

     

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

 

329

sord.

f

                     subito

 

332

mf

K                       

335



    

                            

339

f

342 < e = e >

 

                                           ff 

                          mf  mp

347

              p


Proximate Spaces

Trumpet in Bb

for Matthew Damien Gillespie

1a. Strings

Moderato q. = 96

  

         

25

29

A

 

 



     

fmp

             



                        

A tempo (q. = 96)

18

(bssn., vc., db.)

mp

50



 

57

3

Più mosso, subito (q = 112)

 

 

 



   

 

f

f

      

mp 3

     

poco rit.

           

(tbn.)

   

 

 

       3

mf 3

 

 

 

B

 

3

 

3

       

             3

poco accel.

 

mf

                           

<q. = q>

47

          

(bssn.)

10

James J. Ogburn

 

f

3

  

 

 

   


2

Trumpet in Bb

                    

  

65

3

3

p Sempre

3         

68

   3              

73

3               3

  

  3            

    3           

78

82

         

86

C

3                  3        3           

f

                   

95

 

104

q = 76

 

 



 

D

 

 

1b. Supergravity E  

 

F

Attacca



Meno mosso


3

Trumpet in Bb

2a. M-theory 181

q = 66

 

    (tbn.)

      

193

 

       

203

mf

mf



213

 

mp

G

     

(hrn.)

  

 

(hrn.)

       

         

209

            

 

 

 

pp

 

 

 

 

Attacca

 

2B. Brane Collisions 235

Poco Allegro q = 132

 



245

  pp

mp

(pno.)

 

 



   



mf

 



     




4

Trumpet in Bb

     

260

(tbn.)

 straight mute               p

                                      

264

mf

     f

     ff

                                         

268

H

mf

sffz

     

271

  

  

       

275

       

  



          

282

323

J



(vln. I)

     

mf

      

   

   



     

     

  

          



I Meno mosso (q. = 132)

 

  

  

     

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

328

mp


5

Trumpet in Bb

                                         

330

332

 335

 337

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

        



senza sord.

f

fp

 fp

K

fp

         f fp 

      f

          f fp  f 

mf

      

                                

339

f

342 < e = e >

 

                               ff

            

346




â&#x20AC;©


Proximate Spaces

Viola

for Matthew Damien Gillespie

James J. Ogburn

1a. Strings Moderato q. = 96

    

  

12

mf

  

  

 

    

 

              (bssn.)

poco rit.



  

         

                          

            fp 27                                        f 18

A tempo (q. = 96)

  

29

 

45

A <q. = q>

tutti pizz.

   mf



                                      3 3 (perc.) 

         

poco accel.

3

 



     

3                               

47

arco


2

Viola

Più mosso, subito 50 (q = 112)

B

64

                 

76

 

             

    

             

90

             

    

              C

                

       

Attacca

   

1b. Supergravity 104

q = 76

 124

   

 



 

118

(vln. I)



 

D

mp

  mf

     

          

  

la metá

 

  

 

mf

        mf


         

Viola

              

129

3

 

133

       

3

mf

          3

mf

  

mf

             

        

137

mp

 6                                   

140

142

147

mf

 

3

mf



E

  

mf

7

   

163

 



 

f

   

     

                 tutti

 



mf

 3                

151



f

  mf

 F Meno mosso 


4

Viola

  

181 q = 66

 

    

(clt.)

 

192

2a. M-theory

212

 

   

*

pp

 

        p sempre la metá (2)       la metá

p sempre

  



  



* If possible, the natural harmonic at the node a M6 above the open G string is preferred for this note.

 

          mf            mf

   



                  mf



 

*

pp

  

G

   

       207

 

        mp 

    

201

 

 

   

Attacca

 


Viola

5

2B. Brane Collisions 235

Poco Allegro q = 132

 

sul tasto, flautando

ppp

243

250 Detaché, off the string

 

mp

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

256

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

259

   

265

       

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

mf

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

     

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

      

268

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

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

262

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

 

253

H

sffz

   

sffz

f

                                  (tpt. & pno.)

mf


6

284

Viola sord.

291 mp

 

298

 

311

 

 

 

317 mf

            319            

325

 

 

 

                                      

            

314





I Meno mosso (q. = 132)

          

321

     

 

  

     

    

 

  

                 J

  

     

                         

  

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


Viola

7

                           

327

333 tutti

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

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

335

337

K

   

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

339

         341             

                           < e = e >                 f ff

344

                                        

348

mf

         mp


â&#x20AC;©


Violin I

Proximate Spaces for Matthew Damien Gillespie

1a. Strings

Moderato q. = 96

  

         

7

mf

13

 

 

  

              

                                       

        

    

23

        

(bssn.)

James J. Ogburn

poco rit.

           

A tempo (q. = 96)

     

                                               f fp

 A   28   <q. = q>                     

(vc. pizz.)

 

 


2

 

la metá pizz. 34

 

38

   arco  41   

mf

3      

Violin I

   

 

 

3        

3                                                         

tutti

3

                                    

44

3

3

 47          50

                      poco accel.

3

Più mosso, subito B (q = 112)

         

69

 

     

 

     

 

C

                       

92



(flt.)

               

Attacca

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

  


 104   

Violin I

1b. Supergravity

q = 76

la metá

  

 



 

 

p

110

p

         

p



               3

 125

 128

      

mf

     3

 

   mf

       

3

3

  p



p

 p

  

     

         mf

  

                    6

   

        

119

     mf

p

D

      

  

p

      115        

122

3

7

mf



   

mf






4

        

133

mf

       

137

           

Violin I

f

     

mf

141

                3

mf

144

       

mf

3

      

   

mf

7

6

f

   

149

162



     3   

          (vc.)

 

    

                   f

tutti, non-div.

mf

        

E

3

 

       

                     

147

mf


Violin I

5

2a. M-theory 167

F



Meno mosso

 196

q = 66

        solo

        

203

 

G

 

 

mf sempre

    



  ord.

        



flautando

   

p



(hrn.)

 

   

Attacca

2B. Brane Collisions Poco Allegro q = 132 235

tutti, sul tasto, flautando

ppp

mp

 

242

 249

 

  

    

  



 

  

   

            

ord. - Detaché, off the string

mp                                                

254

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

257


6

260

 263

   

               Violin I

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

       

       

        

              H    

266

f

270

(hrn.)

 



sord.

sul tasto

pp

   ord.    

283

mp

cresc. molto

        

sffz

sffz

             

                  

                          292                    287

            

296

     

                              

           

279

        

                



 


Violin I 311

7

I Meno mosso (q. = 132)

 

       

317 la metá senza sord.

mf

             (vla.)





  

      

  

            

    



319

                                 321                                   ff

      

                              325 tutti                                    327              323

J

ff

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

329

 

 

sub. mp

           

la metá

mf

  


8

Violin I

                   

331

f



333 tutti

                               mf 335                                                                         339                                 337

341

 

 

 

 

K

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

< e = e >

 

 

                              

343

ff

         

346

         

mf


Proximate Spaces

Violin II

for Matthew Damien Gillespie Moderato q. = 96

  24

29

<q. = q>

44

tutti pizz.

 

   



A tempo (q. = 96)

     

  

    

  

    

                        

      f 



fp

                         3

(perc.) 

                     3

      arco                     mf

poco accel. 48

poco rit.

            

27 non-divisi

46

(bssn., cb., vc.)

A

James J. Ogburn

1a. Strings

    

3

       

          

 


2

Violin II

Più mosso, subito 50 (q = 112)

B

             

64

          

75

    

88

 

                  

             

 

 

 

la metá 104

q = 76

  

109



 

C

          



    

Attacca

(flt.)

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

1b. Supergravity  

 

 

p

p

     

 

114

    

          

                         

99

 

p

           p

           

p

   

       


119

Violin II

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

 p

p

3

D

       

 3    5                            mf mf       126 3            123

3

131

 136



   f



     

       

141

      

 

mf

         

 

mf

mf

mf

mf

    

                   



3

mf

mf

E

3 5 3                                

145

3

mf

   

148

f

 

  




4

Violin II

160 (vc.)

  

 

 

   

 3          

                       f tutti, non-div.

163

F Meno mosso 

2a. M-theory

181

solo



q = 66

 

 

     199     ord.

209

 

flautando

p

  



(hrn.)

   



 

      

  pizz.   arco

mf sempre

 

G

   

 

 

Attacca

2B. Brane Collisions 235

Poco Allegro q = 132

 

245

tutti sul tasto, flautando

ppp

 

 

 

 

 


Violin II 252

 

257

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

mp

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

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

260

mf

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

263

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

266

f 268

H

 

mp

275

 



               

pizz.

5


6

Violin II 279 sord. sul tasto

pp

     

    

    

 

 

  

320

  

           



 

  

   mp

 

    

(Vln. I)

         

 

I Meno mosso (q. = 132)

 

323

 

 

295

311

cresc. molto

285

290

ord.



      

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

  



J

       



   

subito mp

                                                            

325


Violin II

 

7

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



la metá senza sord.

328

mf

             

330

               

           

332

            

338

K



  

tutti

f

 

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

        < e = e                           

340

f

>

 

                                          

343

ff

347

 

         

mf

mp


â&#x20AC;©


Violoncello

Proximate Spaces for Matthew Damien Gillespie

1a. Strings

 

James J. Ogburn

Moderato q. = 96

  

             (bssn.)

      

      

  

f

                                    

A tempo (q. = 96)

14

 

poco rit.

  f

19

   

p



             



   

                             mf 25                                        fff ff 22

27

A <q. = q>

                              f


2

Violoncello

3                          mf 37 3                                      40 tutti 3 3                                   43 3  arco                                   poco accel. 46 3                                  

pizz. 33 la metá

3

Più mosso, subito (q = 112)

             

49

54

3

B

 

67

 

80

 

                  

          

91

 

 

 

             

             

C

    

                   

                

       

Attacca

   


Violoncello

104

q = 76

 



D



      

1b. Supergravity  

mf



  



       

(pno.)

   

137

3

    

 

mf

       

mf

144

la metá

mf

                            mf  149                                    mf 3 mf E

                               3 mf mf la metá (2)                            153

mf

mf

               156

3

  



mf

5

3

 

f

    


4

Violoncello la metá 2 (cont.) 158

 

3

 

  

 

mf

 

 



                    3     

160

mf

163

mf

                     6

7

tutti

f

165



    

F Meno mosso

  



 


Violoncello 181

 

 189

2a. M-theory

q = 66

     (clt.)

          p sempre

         p sempre la metá (2)

  

      mp

G         pp

  

 

     

   

    * 



                  mf

pp

 

    

   

207

212

  

     

la metá

201

5

   

 

      mf              mf

   

* If possible, the natural harmonic at the node a M6 above the open G string is preferred for this note.

 

   

Attacca

 


6

Violoncello

2B. Brane Collisions Poco Allegro q = 132 235

 

tutti Detaché, on the string

          

f

               

245

                 

Detaché, off the string

250

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

253

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

 

      256           259           262

265

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

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

      

   

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

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


268

Violoncello

7

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

H

pizz.

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

272

275

 

  



(cb.)

  





 

mosso (q. = 132) I Meno la metá

                                            mf 314                                 317                                             320                                        311

arco

                                 f

322

325

tutti

J

                     


8

 



328

Violoncello la metá

                                 330 mf                                332 tutti                                     f 334

                               336 K                             339                                341

    

345

 

           f

                  349              mp

< e = e >

  

       

 

                     ff             

           

mf

Ogburn: Proximate Spaces