Matthew Barnson: Wind Quintet

Transposed Score

Commissioned by the Barlow Endowment for Music Composition at Brigham Young University Dedicated to and written for Sospiro Winds

Wind Quintet  Flute 

 

Tempestuous q = 108

ff





Oboe

ff

Clarinet in Bb



Horn in F



Bassoon





 

  

         

3

 

3

3

5

p

      

  

    



  

3

  

 f

Matthew Barnson (2007/08)    

   



3

     f



mf

3

mf

3

     

3

5

p

 























                    3                           3

3

5

Fl.

f

p

3

p

3

6

5

ff

5            3                   Ob.   3

3

f

          3

   11

Fl.

Ob.



   

   



ff

           3

ff

 



        mf

3

p

          mf

3

p

ff

  3

       3

pp

mp

p

           3

3

pp

mp

p

3                                                      18

Fl.



6

3

mp

ff

3

mf

5

6

f

p

f

p

3                                                       Ob.  6

mp

ff

3

3

mf

5

2

 3 3                  3                                             5 24

Fl.

5

mp

mfzp

mf

ppp

f

mp

3

mf

mf

ppp

f

mp

3

mf

     3 3            3                                     5

Ob.

 

mp

mfzp

Cl.













Hn.













Bsn.













    sffz     sffz

   



5

p













sffz

A

   31

Fl.

p

            

3

ff

             Ob.  3





  

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

                            

ff

  37

Fl.

Ob.

Hn.



          

 

3

        

 

3

 





 

ppp

            41

Fl.

 

3

mf

     3  Ob.      

mf

 

   

       5

ff

                                 6

                 5

ff

6



 

ppp

   ppp



 

5

mp

            mp

mfzp



               f

5

3

              f

5

mfzp

5

p



 

p





3

   

3

B

  46

Fl.

                 3

ff

3

5

p

f

  3

                            

3

3

                                               3 3

Ob.

3

3

ff

3

5

p

f

3

3

3 3     3 5                                 Cl.                      3 3

3

ff

f

p

                      3

Fl.

3 53                        

p

3

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

Ob.

6

5

p

5

3

  Cl.      3

p

3

6

5

6

            

ff

           3

ff

 

3               

ff

  



 3 3 3                                                 59

Fl.

p

3

3

mf

pp

                 3                      3

Ob.

p

3

3

pp

3

mf

3 3                        Cl.                        3     p mf pp 3

3

4

 

Fl.

Ob.

  

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

5                       

  

3 5                                             6

  

67

3

5

3

6

5

p

f



mp

mf

mfzp

mp

p

f

3

mf

mfzp

3             5              Cl.              3 5     6 mp p f

mf

mfzp

Fl.

C   3            3  3                  73                   f

mp

p

ppp

    ppp

     

ff

     3          3 3                            

Ob.

5

3       5                                    p  ff

f

mp

3

3

Cl.



Hn.

Bsn.

5

3



ppp





f

mp







    mp     mp

p

3

ff

3





















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

                Fl.                   Ob.  79

Cl.



Hn.



       







   





  





sffz

Bsn.













sffz

5

  85

Fl.



Ob.

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

 

Hn.

Bsn.







 

ppp



5

pp

6

6               







 



  

5                      

  

                         3 mp

  

Ob.

mp

mfzp

mfzp

mf

 

mfzp



Hn.







3

mf

5

Cl.

mf

 



 

 

ppp



 



 

ppp

ppp cuivré +







ppp



  

pp

                       5

  

5

3

mp

Bsn.

6

                

 

88

Fl.

5

pp

 

3

3

D                             

 

3

            

Cl.

 



 p

               5

             

3

p

3

5



3                

p



5

o

 



    p

 



6

 

 

93

Fl.

3

p

3

 

3

 

p

  

3

p



ppp

Bsn.





 

5

           

pp

3





       

 

p

3

3

f

f

       

p +





f











pp

p

pp

   

p

pp

mf

pp

p



pp

3

f

  



f

5

p

mf

mf

f

           3

p

mf

5

     

                   

  

+

Hn.

 

p

mf

  

       pp



Cl.

                

pp

 



Ob.

E

3

   100

Fl.

     

3

p 3

 

Ob.

  

p 3

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

5

6

3

3

3

Hn.



 

     

 

     

  

6

 

3







ff

        



ff

+



3

  



pp

mp

mp

5



ff

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

p

Bsn.

5

3

             

Cl.

6

     

 pp



   

p





  105

Fl.

          

7 3                         3  3

mf



Ob.

  

 

p

 

Cl.

3

3

 

Hn.

Bsn.











   







   

pp

3

              



3

ff



3



 

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

cuivré + 3







p

p

3

3

  

mf

mf

  

5

  



 pp

o   

sfz









5



pp





  p

f

        5

p

f

   



mp

5

       mp

5                  3 mp p f

 







6

5



pp

6



mp

p

                 mf

mp

3

p

           

 

mp pp



ff

Bsn.

p



3

Hn.

          

3



ff

Cl.

mp

p

mp pp



               

Ob.

 

3

3

p

mf

113

Fl.

p

mp pp



                             



mf

   

 

 

8

 

                118

Fl.

mfzp



Cl.



      

mf

mfzp



Hn.



      





  



      3

ff

  





Hn.

Bsn.

   132

Fl.

ff

     

 

mp

  

f



 

 



 

 

3





5

3

    



3







 

5

3



3

3





          







 

        





3

      

  

 3                           Ob.   3                 Cl.                 Hn.       Bsn.   

 



3

p





 







    

     3        

   









   



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

         

 

  3  

 

3

                   3     



p

        

 

p

f

p   

           

  

mp

f

3

                 



            

f



      

5

    

3





3

3



ff

ff

   

mp



    





 

 3         

f

ppp

fpp



 

    

 

   



3

Cl.

ppp

3

(o)

125

Ob.

  

3

mf

F

ppp

            mfzp

Fl.

  

mf

 

Ob.

Bsn.

3

ff

 

G 139     Fl. 

             

5

       

Ob.

5

6

6



3              

 

      5                           3

 

          mp

mfzp

5

ppp

mf

mfzp

mp

ppp

mf

6 5                                                    ppp mp mf mfzp            5

Cl.

Hn.

Bsn.

3

 







  145



Ob.

       5

f

 



Bsn.





  









Cl.

Hn.



 

   



    3

  

 

   

3



3







3

 



     

          

    

5

mf

5

 

5

   

 

mf

pp

  3





p





p sempre

       





 

  



p

 





p

 





H

 



      

Ob.





5

3

Bsn.



 

148

Fl.





5

f

f

Hn.

 

ppp

      

Cl.

mf



f

Fl.

9





p sempre

 p

3

   

  

f

        3

f

 3

pp

    

 

f

















     

10

   153

Fl.

3



3

 

Ob.

 

Cl.

Hn.

Bsn.





 

   



3

   











3



3





p





p



3

 3

 

 

3

p



3





 





 





 

Fl.



  

Ob.

 

 



 

 

 

 

 

3 5

6

  

   





  











  













 

 

ff 3

  





ff

Hn.

 







Bsn.

 











ff 3

        

Cl.

I

6

5

3

156

 



5

  

 

    

 





11

Fl.

160       

mf

Ob.

3





    



3

Hn.

 

Bsn.

 

mf

p

 

          

Ob.

     







mp

pp



   

p

      p

3

3

 





         

                     3

mp













   



ff

      





ff

 

(p)

         mf

3

 

mp



3





3 3

3



mf

5

   



      6

    

5

mf

3

 



 

ff

 

Hn.



pp

 

             

Cl.

Bsn.

3

3



3

 

p

166

Fl.

pp

 

   3



mp

p

3

 

mp

p

   

   





       mf

Cl.

   

     5

6





3









f

 

f

p

 p

f







 p



 

12

           mp 170

Fl.

5

 

 

mfzp

5           mp

Ob.

3

mf

     

                 mp

mf

mfzp

Bsn.

Fl.





    ppp    











 

3

177    

       

f

                

ff





Cl.





f

 

Bsn.











 

 

J



Cl.



5

3

5

3 p

3



3



5



 

   

  





5

  







   



3





 

   

  p

5

   5

    

p



  

6

6

     f



f

p







5       

mp

mfzp

        

p

mp

    mp

   

sffz

    



sffz

5

 



sffz

             3

f

p





     

       p

3





f

6

p

             

      

    





p

Ob.



      

3

   





3 3



ff

184

Fl.





mp

     

ff

Hn.

3

      

         

3

 



mp



ff

Ob.





 

3

mp

   

ppp





f

   

+

 

   

ppp

3

5

Hn.

3

    mf         

mfzp

Cl.



mfzp

          5

mfzp



mf

   mf

  



 

ppp

 3     

 

ppp

        3

ppp

 

K   191

Fl.







5

f



 





f

 

  

    





   

Bsn.





n. +

ff

p

 

      3

   





f

   3      p f

(short)

o   (short)    



  





cuivré





f

3

f

 

(short)





p

  

3 



 





 

 



p

5

           3

5

3

p







       6





   

ff 3

 ff

ff

   





ff

ff



 3  

q = 80

3

  



mf



o

                

mf

3       

Hn.

 

(short)

   



 

 

        

Cl.

 

pp



200

Ob.

q = 66

3

mf

3



cuivré

3+

q = 72

Fl.

mf



  

 

(short)

p

3

f

Hn.

 

p

3

ff

            

Cl.

 

3

5

Bsn.

 



           

3

5

Ob.

 

13

Slow q = 60





 





 3      

q = 86

  

                  

f

  





 







3

    

p

mf

cuivré (o)







sfz







ff

3 

p

mf

sfz

             3

ff

sub.p

   

sfz



p

14

  208

Fl.



q = 100

 3     

     3

        3                      

q = 96

q = 92

mp

p

             3           3

Ob.

3

p

3   3                           mp





Cl.

pp

 

Hn.

Bsn.







       6

Ob.

Cl.

Hn.

Bsn.









     

















3

     

5







mfzp

3

mf

 

f

  

p

   

p

5



    

5

3

f





f





mp



   3              q = 104  f

ppp

   

to English Horn

mp

3





  3               3 

f

ppp



mp





                 3 3

 

ppp

     

f

 

mp

               

    3               3                                    

5

   Bsn.  



3   5        

ppp

     

3         3                       





3      

                mp  p

223

Cl.



mf

f





5

mf



Tempo I (q = 108)

Fl.



p

mf



f





p

f









         6



p

f

6       







mp

p



216

Fl.

mf

3

3

f

    



mp

p

pp

mp

mf

mp

  

 3

p

ff

p

ff

                        3

ff



            229        Fl.   3                   Cl. 

 









 

ppp

       



234

 

Cl.



3

mf

 

  



15

to Alto Flute







5                             5



3

Hn.

L

6

 

f

 



 

p

mp







              

 

ppp 5

ppp

mfzp

 

 

3

attaca

II.

  240

Fl.

Sadly rocking, h = 44-52 (q = 88- 104)



Ob.





Cl.

















    

Hn.



pp

Bsn.





244

 

Cl.

 

Hn.

Bsn.





 

pp



   





 



ppp







 

5

3

ppp



  

molto espressivo



pp

*Note: Ossia: an octave higher for m. 240-244, 248

 

ppp



pp

  

 



                   

 pp 





5

5

pp



    

ppp

  

pp





M









 







Eng. Hn.

    

pp







  



 A. Fl. 



pppp

   

* see note

   

always bell-like, with substantial decay











 





16

 A. Fl.   248

5

5

        

 

 



 







Eng. Hn.





5

5

5

             



   pp

ppp

 

 





pp

 

Cl.

 







  



   

3      Bsn. 

  252

A. Fl.



Eng. Hn.

 











3

  







    

 

ppp

 

 







Hn.







                   ppp

ppp























pp

ppp

    



ppp



 pp

    





3





pp

ppp

Cl.





pp

p



pp

 

     







ppp

pp

Hn.

 

pp

   





 

3

ppp





ppp



   

p

Bsn.









     ppp

pp

    ppp



  







17

 A. Fl.   256

 

Eng. Hn.

 

Cl.

Bsn.





 



ppp





3

 





















   







p



ppp

3

 



pp



      ppp

Hn.

 



 



 

ppp

 



 

         ppp



3

pp

+

pp



 

     3



    ppp



 

N

     259

A. Fl.





pp



Eng. Hn.



Cl.

 pp

pp





 



Bsn.



pp





ppp



 

 

cantabile, lamentoso 3







p

p

  



   f



   3



    p



 







 



p

mp



  

Hn.

  



   p

  3

  

  pp

 

 

 







 



pp

3



18

     mp 263

A. Fl.

 



    mp

Eng. Hn.



mf

   

Cl.

    mp

Hn.

  Bsn. 

 





A. Fl.

 



Cl.

 

 







3





f

Bsn.





mp















ppp



                3

5

3

mf

  



3



mf



   

ff

3

ff





         3

3

ff

 

ff



          







pp

f











Hn.



     



 









mf

mp







   

 





Eng. Hn.



 





   

O

267







 

5



   



      

 



        



    

5



3     



19

P

             3

271

A. Fl.

3

p

Eng. Hn.

Cl.

3

3



 

3



 

  Bsn. 





    fff

             5

 A. Fl. 

 

3

       



3

mp

Eng. Hn.

Cl.

Hn.



  





5



    fff

    Bsn.   3



5







p

        3



          

 3      

5

3

3

3

              



mf

 



 

3

3

         



       



   



 

3

       

      

p

   

5

f

273

 

3

3







3

     3        

           



3

mp

f

f

Hn.

 3

  

 









    





 















  5

 

20

Q

 A. Fl.  276

3



 

     

Cl.

 





Hn.

Bsn.





 A. Fl.  278

   3

 









3

3



3

3

3

                3



Cl.









  











3             mf

p

lamentoso

Bsn.









ff

 

 3



 

  



p

3 3



3

ff

 

 

    





3 3

3

            

mp

mp



3



    3



f

 



 



 





ff

    



3 3

5



 

Eng. Hn.

Hn.



 

     

 

3

        

f

Eng. Hn.



3

3

  3

21

 A. Fl.   280



3

3

3

3

3

3

3

R 3

                 

to Flute











ff

Eng. Hn.



Cl.



   



 3         

Hn.

p

Bsn.





f

3

 

p













Ob.



Cl.





ff





3      

   

p

  



pp



Hn.

    







3

3

3

   

mp

 

  3









p

S

3

3

 p







 3

3

3











pp

ppp



 pp



           pp



3





 

to Oboe

 

ff





284

Fl.

   



   3

3

      ppp

Bsn.



 





   



22

  288

Fl.

 

 

Ob.

      3

3 3

pp



Cl.

 

3

3 3

3





  Bsn. 

Fl.

 



        

Ob.





Cl.







Hn.

dolce possibile 3

  



Bsn.





 



 



ppp

             

f

 

attaca



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

















 



+

    

f







pp

      

 

f



p

o

fp





dolce possibile

Presto h = 108 - 120 (no slower than h = 108)

p

3

3

pppp

III. T 290

3

        



      

ppp

dolce possibile

 

 



3

p

Hn.

 dolce possibile

  

 

 



f

+    

fp

 f



  

23

      

U

  296

Fl.

 



Ob.

    

      







Hn.

f

     

f

Cl.

    

f

o    

 







                                mp

            p

f

f

mp

    



          





     p

f

    

mf

f



    

f





+ 



fp

f

Bsn.





  303

Fl.



Ob.



 







    f

sub.pp



Cl.



Bsn.











o    



 

pp





mp



f

         f



     p

f

mp

f

 



   



mf



    p

f

      ff



         

mp

           



 

        p

f

pp

Hn.



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

p

f

p



 

f

ff

  

      

   

f

+    



 

ff



 



mf

mf





24

               V

         308

Fl.





mf

          

Ob.



Cl.



314

Fl.



Ob.



Cl.



Hn.

Bsn.



       









 





     f

sub.p

 

 

   

f

sub.p





 

f



     p sffz

       





 f

 

   f

 

 



pp

p







sffz p





 



     

f

pp



f



pp

sffz



  



p



    



   

ff



    

p

    

f

sffz



    

X

p ff





 

                                   

p sffz

  

   

  



   

f

   

mp



f

sub.p

 

            

fp

W 

ff

p

  





f

      

   



f

       

      



mf

  

mf



 

      

mf

   

Hn.

Bsn.

f

     

 

 pp

f



  f

f

   

    

25

  320

Fl.

f



 

  

 



mp

Ob.

Cl.

Hn.

Bsn.



p

 



  







 

f

 



    

f

         

 



     









pp

f

 

  

     mp

     

 



o    

     pp



  



pp

mf

pp

      f

    pp



  

 

ppp

 

ppp

 

 



 

mp

                    mp





mf

 

 

                   

ppp

mf





p

 

 

   

  +  

    



f

   

 

    

f

p



  

 

 

 

p





  

 

f

326

 

 

sub.pp



   







Hn.

Fl.





Cl.

 

      



Ob.

Bsn.

 

Y



      

       mp

 

 

  





26

  331

Fl.

Ob.

Cl.









     

 

Hn.

Bsn.



       f



p

       

    

 



p



p

f

p

 

Cl.

f

p



335

Ob.

     

p

Z

Fl.

 

    



Hn.

Bsn.

 

 

         p

sffz

     

sffz

  

sffz

     

       

f

p

              p

f

p

f

p

                   sffz

    

 

sffz

sfz















  









































 

p

 































mp



 

p sffz

f

f





mp

















 

27

  338

Fl.

Ob.

Cl.

Hn.

Bsn.



  

 



      



    









  342

Fl.

   

 

 

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





                      

ff

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

              +     p



          



 

      

      

f

    +

Hn.

 

fp

Bsn.



                   f

o            

  

   

    

ff





Cl.

         



ff

              

     

f

f

Ob.

     

ff

ff

 

  

    o

        

     



         ff





   

       

ff

     ff



 

28

  347

Fl.

     p

    

        

        

Ob.





Cl.





          

Hn.

Bsn.



  353

Fl.



Ob.



Cl.

Hn.

Bsn.





     



    



 



mp

      





 



      



 

mp

      o

mp



        

     

ff

    f

mp

sffz

    

  

      

   



 

p

    

     p

 



    

         

fpp



p

p

+

mp

ff



pp



 

ff

 



mp







ff

mf

sffz



 

        





 

 

     

p



 

       

p

 

AA

 

+

pp







  

     pp



 

  

29

 































358

Fl.

Ob.

Cl.



o    



       Bsn.   

Fl.

  

Ob.

     

ppp

           

 





pp

       

        

p

pp

f

f



               o

p

pp

f

              

p

pp



f

    

pp

 

BB

f

    



   

     ff





  

 











 

sffz

 

+



pp

pp



  

   

    ff

 

cuivre (o)

o

 f



   

 

p



 

ppp

  



cuivré

 



pp



f





      pp

p

p

p

Hn.





 



       

f

          

Cl.

Bsn.

   



pp

+

      



pp

       

sffz

366



p

 

Hn.

      

f





  

 

30

  374

Fl.



 



Hn.





  

mp

fff

mp

        ff

 

fff

 

 



   

p

mp pp







 





























p

 

ff

   

pp

 





o   

ff



dolce, cantabile

pp



  ff



ppp



      

 



 



    mf





   

f



            f

   

  



        

DD





fff

  p

mf

mpsffz

+                 

ff

 

           

o







mf



fff



 

       

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

pp



Cl.

Bsn.

 



Ob.

ff

ff

+

 

fff

CC

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





383

ff

p



Hn.

Fl.





Cl.

               

   



Ob.

Bsn.

 

  

ff

     

ff

ff



f









  f



  392

Fl.



Ob.



Cl.

 

   



f



Bsn.



 

Fl.



Ob.



Cl.



Hn.

Bsn.





ff

f

ff







      

f

ff

           

           

               



ff

    

fff

           

      



 

                 

fff

 

f

           

ff

 

 

fff

  

            fff

      



396

EE                

    

cuivré

Hn.

  

fff







  

  

       

       

       

       

       

     

     

f

         









f



 



      f

     

 





 

        f

        

        

31

 

32

  401

Fl.



Ob.



Cl.

     p

 

p

Bsn.

pp

        





 

 



 

Fl.

 



Cl.



Bsn.







  





       p

   

p

  

pp

fp

pp

p



                 



pp

fp

   

 

     

ff

       

   

pp

   

p



fp

                 

         





p

Hn.

           



    







Ob.



p



 

fp



FF

405

         

pp



 





       

 



pp

p

Hn.

  

    

 

   

     mp

   

p

    

    

ff

     

  ff

   

        

mp

     



    ff

      ff

33

  

        

411

Fl.



Hn.





  418

Fl.

f

 

Cl.



Ob.



Cl.

p

f

p





 



          f

           

Bsn.





  



   

 

ff



f



f



 

   







   

 

    ff



     

    

  

      



mp





 

 

   



             



     



mp

    







ff

  



f

p

pp





p

f



 

 

p





ff

Hn.



  

                mp

        

 



mp

p



 

GG            

        

 

Ob.

Bsn.

f

 









   

p



mf

   mf

       ff



f

         ff

 

34

  425

Fl.



Hn.





 

Ob.



Cl.













f

       

f

     

ff

      pp







     



       

ppp



 

 





 

 

 



    

 











       



  

    





fff









ppp

 

      

mp



 

      pp









 

      

    

sffz

pp











mp



mp

p



 



       

fpp





   

ff

 

 

ff



 

   





ff

 

ff

       

 

HH

p

ff

f





Hn.



        

   

f

432

Bsn.



       

Cl.

Fl.

 





Ob.

Bsn.

 

p

+



 

pp



 

35

Ob.

Cl.

Hn.

Bsn.









 

      













  447

Fl.

Ob.



Cl.



Hn.

 

 



II



         

p





pp

         

p

pp



   





    



 

sfz





ppp



      ppp

ppp







 

pp

   





  



        ff









  

 

ppp

 

    



 

    

ppp

 

 



p

        p

 

    

                  pp p







pp



      

pp





o             

ppp

   



         p   





JJ

 

  

 







       

 







p

Bsn.

 

              438

Fl.

 

          pp

p











36

  454

Fl.

 



Ob.





     p







p







p

mf



 



           

           

     



Hn.



mf



Cl.



 





  

ppp



               Bsn.   p

  

 

     

















mf

KK

  461

Fl.

               p

       

Ob.

p

Cl.



pp

   

       

    

p

Bsn.

    

             p

Hn.

pp

        p

pp

 



 



 

 

          p

















pp





                       

p

pp

   



p

 



 

LL



pp

        p

pp



ppp

37

  468

Fl.

Cl.

Hn.







ppp









  





ppp

p

 

  





     

ppp

p

ppp

  







 

    p    









    ff



 ppp

            

                      p

ff

 









           

ppp













      

 



p



 



p

 



 

                                       mp

Cl.

ff

p

 

Hn.

Bsn.







        

Ob.

 

p

475

Fl.

 

ppp



Ob.

Bsn.

 





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

               

p

ff

ff



p

     p



    mp

   p





38

  484

Fl.



Cl.

pp

   





Ob.

  

MM

Bsn.





     



 







  492

Fl.



Ob.



Cl.

Hn.

Bsn.



 

     pp







 p

     



  

cuivré

 





  



  

   

 

    pp













pp

 

 

   

mf

     

mf

      mf









mp



 

     

 

mp

p

Hn.

 





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



p



  

ppp

                       pp

    

   

ppp

    

     

pp

ppp









 

 



   

     

     

ppp

 

             ppp



      

p

    

      

    

pp

        p

 

pp

       500

Fl.

f

Ob.

Cl.

Hn.

Bsn.





















 

pp

   

pp

   



p

pp

   

 



 

   f



   

    

  f

Cl.



   

    

 

 







+





               



NN

 

               



        



     

pp

p



39

             

       



Ob.

Hn.

     



sub.p



507

Fl.

      

pp

             

       

ff

    

































f

   

o

f

Bsn.



    

      

  f



 

40

OO

  514

Fl.

Ob.

Cl.

Hn.

Bsn.

Ob.

Cl.

Hn.

Bsn.

     

 

    

      

 

 

   

fff

   

ff

fff

ff

fff

           

             

                             

 

 

 

 

  

       

fff

 

   

fff

ff

             





         

             







        

ff



 

   

ff



519

Fl.

 

 

             

 

    

     

   

     

       

           

   

     





ffff





ffff



ffff

 

ffff



ffff

  

 

 

  

 

 

 

 