Citation preview

Fuga con Pajarillo (Versión Sinfónica)

   

Aldemaro Romero

Allegro moderato h. = 72

Clarinete I en Sib

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6

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7

8

 

          9

10

11



mp

Clarinete II en Sib

Fagote I

Corno I en Fa

  

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



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





   

















            



    



mp



 



  mp

12







          

 



13





14

15



 

















          

 





mp                                                mp         16

Fl.

Fl.

Ob.

17

18

mf

Ob.



Cl.

  

Cl.



Bsn.

Bsn.

Tpt.

Tbn.







mf

       









20

   



 



 

     

21

   









    





  







  



 

22

   









    









 

  



   















23

 





24

 





 









 











































mf







mf

 









   





        



      

 

 



  

 

   

 



































pizz.





pizz. mf











  



  

pizz. mf mf

  

 

  



f





arco















arco







f

  



 

 

 

 

f





















       

mf

 

f



 



arco

 

 

 



 

f









  

    

 





 

f



  









 



    

f









    f  





   

f





  

f

   





   









  

f







27



 



26



 



25

 



      



19

             

2

 







28

Fl.

Ob.



29



30





31



 

32



     33

34

       

  

35







    

36



37

     



38

    

























   







 









Hn.













Hn.













Hn.











































Cl.

Cl.

Bsn.

Bsn.

Hn.

Tpt.

Tbn.



  

   



 



  

 

 

    

   

   3

 

   

 3



 1



  





3

1

 



 



















  

 











   



















f

 

    1

  

     1





 

   

 

   













 











 









     

 

                

     

 









   



        















   











































   

       

     

    

        

   

               









        

 

   





    

     

 

     



     

   

   





       

  

 



 

                

    

    





  

    



  



    



    

       

 4

3



 

  

  

   

 





         

  

            

                 

 

 



 

 



 

 

  

  

 



     



     

   

 

 

  

3

   



39

Fl.

Fl.



Ob.



Ob.



Cl.



Cl.





 



41

     



 

     

40



42





43





44





45





46





47





48





                                                                                                                             

 

     



                                                        

                                                             













        

















Hn.

  

















Hn.

 

















Tba.

  



 



   

 

    

 



 

               

     



 



f

pizz.







div.

               

    





 











 

















 

   



 































Hn.





  

Hn.

















      

Bsn.

f













     

Bsn.

   

 



  







 

 









 















  



                                                                          















 









  

 











  

 









   

 















 









  

 











  

4

         49

Fl.

Fl.

Ob.

p



50

cresc.



Tba.



   

     

      

       

      

      

      

      

      

         

       



      

     

       



  





   







   con sord harmon       p    



  

p





p

 



p

   

Ob.

Cl.

Cl.

Bsn.

Bsn.

    



 

      

                   arco   





   





   

  

    



 













  

 





f

   









 





 



 

div.  

div.



    

58





   



  









  



 

















  





 

  













f

f 



 



 



 

     

  

       





  

 

 





















 

  





    

 







mp





     

     





 

 

































 





                              2

  63

 

64







 















































  



 





     



mp

mp

 

mp

 



mp

 

mp

mp



mp

 

 

  

 



 





1





 

       



        

62





 

 

















  

mp



 





61





   



                 



    

         

60

 















      



f

59







        



     

   

f



 



      

f

           



f

       

 





       

57

  







56

f

      









 















p











cresc.

p

 





      



    



   







   



 

  

     

          

Ob.

55

       

  





       





     

      

p

Glock.



54

      

p

Tpt.

     

      

p

Bsn.



53

        

p

Bsn.



      

52



p

Cl.

       

p

Cl.



51



p

Ob.

     

p

p

p





p

p

 p

 p

5

  

65

Cl.

Cl.









66





  



   



  



Hn.

 



Tpt.



Bsn.

Bsn.

Hn.



68

 



69



 





70

71





 































mf































mf























































  















 































  

   

 









mf

  









 

72

mf



B. Tbn.











mf



Tbn.











mf



  











Tbn.

Tba.





67

  

  







mf

 



 



mf

 



 

 

 



 



mf



mf



div.a 4

mf

  































 













 

mf





mf

 

 

  



 

 

 











mf

  















mf



 





 



6

 



73

Fl.

Fl.

Cl.

Cl.

  



 f



f

Hn.



74

75

            













f



78

79

80

4

            





































   

 



 

  



 

  



 

  



f

Tpt.

2

            3





f

Hn.

77

f

f

Hn.

76

2

f

Hn.

           

































































































  

  

   



   



   



      



      



      





  

      



      



   



   



   



   



   



f

Tpt.

f

Tbn.

      

  

  



  

  

  

      

  

  



  

  

  

    

  

  



  

  

  



  

f

Tbn.

  

f

B. Tbn.

f

Tba.

   



f

      f

 f





  

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

     

 

3



   

f

f

 



 

 



2

 



           

f



 





   

 2



   

  



 











   







 

        



 

  







            3

4

     



               









































 























div.

div.

  

  

 

 

 

 

7

  





 





81

Fl.

f

Fl.

f

Cl.

Cl.

Bsn.

Bsn.

Tpt.

Tpt.

Tbn.

   



    

      

            

  

   

                        

 



         



82



83





84





         

     

     

        

     













 



             



         













 















 



 

     

     



     



       







 





 



 

   



 

  



 



















 



    



   

   



 







div.



           





88





    





    



     



87

    

  



                 

         

             

     





     

     



    



     



86



                   



85





         



            89

Cl.

Cl.

Hn.

Hn.

Hn. Hn.

Tpt.

Tpt.



      



    

     



                    

   

 



    

91

92

93





 

   









  

  



    



     

     

90







  



       

 

 

  





 

 

 



 



 





      





  









     

        

div.    



 



  

94









  

  

  

  

  



 

2

      2

 



 

  





    

       

     



1

2

     

1

2

  

 

      



1

  

     

       1

  

     



  





       1

95

  





div.  





 



        



   









8

     

 

96

Fl.

Fl.

Ob.

Ob.

Cl.

Cl.

Hn.

         

   

    



Hn.



  

   

  

  

  

  

  

  

  

 

99

  

  

  



98

  

  

 

              

Hn.

97

  

100

 



 























































 



  

 

  

  



  

  

 



0

2

 

 











   

 



 













 

 

 







   

2



4

       



        

       



3

       





            









     





4

     









      

    



  



  



102









101

2

     

    

 



2

  2

 dim. 

     

     





   

   

   



   103

Ob.

Bsn.

Bsn.

Hn.

Hn.

104



105



106



107



108

           3    3        3   3                           

  



  



p

f 3















     

 







  







f pizz.













   

f

p



















































f





























3  3 3 3 3 3 3 3 3 3 3                                                                                  p p f

p

f 3



          3     3   











113











112



 







111



p







110

          3     3     3   3   3       



pizz.



109





dim.

dim.

Hn.



dim.



  p





p



 

   

f

f



p



p

f

f









   

 

   

f

f

 



p







p





 

9

       3   3     3     114

Bsn.

Bsn.

2

3

3



 

  





116





117



118



119

120

  3   3   3     3    1

   3   3   3     3        3   3     3   

 

1

2

2

4

2

2





3

121

4

2

2



 3     

     

2

122

123

124

125







f p



3

p

 

2

2

115

p

















































3 3 3 3 3   3 3                                           3         2

3

2

2

    

1



2

2

4

 



 

















 



























3               

3 3 3    3   3   3 3                                  3       2

2

3



2

1

4

 



2

2



 



 





f

       p     f  

f

 

fp



fp



  



126

Cl.

Bsn.



127



128



129



                                          



130



mp









                                                      



  







  

 











mp



131

  







132

  





133







 

  





134



             p                    

 



 





















135

  





136



137



139

       

                  p

arco

   

138

























  













                      140

Cl.

Cl.

Bsn.

Bsn.

 

141

 

 

             

 



142



            

  



143





 

           



mf



 



144

 

   

           

 

pizz.



                  

 

 



  

           

  



145

  



          

  









147

                 

   



146



















149

                     

   

                  

148

   

  

   



151

                    

   

                       



150







   

                       

   







       

       

  

10

  



152

Cl.

Cl.

Bsn.

Bsn.

153





                

   

   





154

    



          

   



 

   





 









mf





mf

  













 mf



 



                       157



 

































mf



  

158









   







      









mf

 

156



mf           mf

       

  



   





arco

155



mf

 



         

    

 





  











   









        

 





160

       

  































 





 

   

          

       



 



                              

159

  

 



 



 







Ob.





Ob.



161

Fl.

Fl.

Cl.

Bsn.

Bsn.

162





163





164





f





f





 





    



165

f



    

    



 





      

















   



  



      



 



 













  



  

      

 





 



f

      

  

f



      



f

f



   

f

 

 

  



   

f

       

  





              









   

   





    







 



 f











f

167

168















   



  



      



 



 













  

      

 



 







       

   



    

     f                                  

   









f

        f                                                f                  

166

   



 

  



   

f

       

  





             





11

  



 



 



 



169

Fl.

Fl.

Ob.

Ob.

Cl.

Cl.

Bsn.

Bsn.

Hn.

Hn.

Hn.

Hn.

Tpt.

Tbn.

Tbn.

B. Tbn.

Glock.



170





f







f







f







171

















172

     



173

     

 

    



     







174





f









f









f





f





175



















     





 

     







    







     





176

177

f

               

      

                   

      

            

  



         

       

                      

       

             



          

     

                 

     

          

      

          

      

                    

      

           













     













     









    







    









 



















     





     





    





    



f



 f



 f



 f

          

  

ff

  



  



   



 



          











ff



 ff





ff

  

  

                     

ff

ff

 





ff

              



     



ff



ff

 ff



 

 











    

  

  

         

        



       



  



 

 

 







 f

 

                    



f

          

 

 f

                    









 f

            ff



 

ff





ff

  

 











                    









 

 





   

 

 

 

   



          

 







          





  

         

   







   



       



  

                    









 









          



           





        

 





           









 

 





   



mp

12

    pizz.          div.

178

179

p div. pizz.

    



                    p    





   







 

p



  

   



      

   

187

188

180



        

        181



182

                   pizz.         mp 





          

189

       mp            

    

190

  



 



Fl.

   f

Fl.

Ob.

Ob.

Cl.

Cl.

Bsn.

Hn.

Hn.

Hn.

Hn.

Tpt.

  

195

196

  

 



  





  

  





 

  

  



  

 



 











f

 f

 

 f



 f

   f    f

Bsn.

  

    f   

   

  

 

  

 

  

  

     

  

 

















f





f





                                                                           





















f

    f   f   

 







  

     





  

  

  

198

  

  





  



 







 



197



 

  

    

191

184



   



                                       arco            p             p                 194

    

arco

       

      



183

                   

pizz.





        

        

             

   



186

192

         

193

     

                                      

                       

   199

             

        

       



  

 



 





  



  



  



  

 



   

 

 





























 



















                                                                             

      



201





    

f



  

   

f

   

 



      

             



  











             f     

arco      f

 



       

    

arco      f

  

200







arco          



   







   







185

                                 





  

                

      

         

 

 

      

13

   

  

Ob.

 

  

Ob.

 

Fl.



Cl.



Cl.



Bsn.

Bsn.





     





     

 



 

  

202

Fl.



204







  

 





  

 



  

 







 



  





 







 

  

 

 

  

   

203

     

205

 



 



 



 



 



 

206



  



        



     

 



 

  







 

  





208





  

 





  

 



  

 







 



  





 

 

  



 

 

  



207

     







  

209





 



 





 





 





 





 





 







 



























Hn.





























Hn.



























Hn.



























Hn.

Tpt.



 

  

 

 

  

 





 

 



  

    

 

 

     

         









                                                                                           

 

       

    





 





  

                



 

 

  

      













                                                                                           

            

     



 



210

       p    pizz.    p



211





 

    



212









  



213

 





 

 

 

214





 



p dolce 

 

 

 

215



 

   



  





216



 





  

 





 



217



    

    





 

218







 

 

 

219



 

   



  





220



 





  

 





 



221



 

    









14

Fl.

Ob.

Ob.

  











































































     

















     



















     

222

Fl.

 

 

Cl.



Cl.



 



223



224



225



226



227



228

229





f

4

230

 





f

 





     

 

4



f







       



f

Bsn.



Bsn.



 

















     

  



























































































  

















Tpt.

Tpt.



Tbn.



Tbn.



B. Tbn.



Tba.



 

        

p

  p 

div.       



    

   

 

 

 













  



  

          

        









 

  

 

 







 

 



 

    



 











  













  









      

   











sf-p

 sf-p

 sf-p

 sf-p

f

               

  

sf-p



  



  

             4

  

f

          

        









 

  

 

 







 



            f

 







 

 





  

 















 f



f

f



15

 

231

Fl.

Fl.

Ob.

Ob.



 





 



    

Tbn.

Tbn.

B. Tbn.

Tba.

         

4

     

     

4

     

     

4

     

         

4

             

     















 sf-p 







240

 

p





           



        

      



mp



  f f

 f 











 

 

 

















sf-p





          



 

4











241

 

















 

 

 



















             



            





244

            





245



            

    

   

   







            

  











238

239





247



            

   



















     



     

   







































































 mf

 



mf 



mf

mf













   

 





    

            





    

248

  



4

 







   

2

           

  

       

mf

4



246



2

                  loco                              loco 

2

243

       



4



4



                                                 



 

     



4



242

          

     





4

4

                 

f

        

     

2



4

4

     



f

     

2



4

4

     



 

               

     

4

2

     

  



237

      

     

     

  

  



 

             

2

     

  

  

      

     

     

  

 

      

4





    

  

        



236

             

4

sf-p

       p pizz. div.        p

 

           



4



 

pizz.



235

4

                    

                  

   



               

sf-p

3

Fl.

 



        



4

sf-p



                    



 

      

3

Tpt.



             





 

234 4

      

3

Tpt.

 

        

3

Hn.



     



233



3

Hn.



  



 

  



Hn.



  

           

Cl.

Hn.

232





Bsn.







Cl.

Bsn.



  

   

arco







 

249

pizz.

p

               



p

250

                 

      pizz.    

  

 

  





 

 







 



251

    



            

     

 



       

p

p

  







p



p

16

 



252

  



  



  

  

253





 



   

p

 







  

 



 







  

 





  

 



 

 





  





p

 







254









  



p

p



 

p











256

 



p

















255







  

257





 





p

 







  

 



 











  











p

 

 



p





p



p











258

  









p

   

 

259

p

  



  



  

 



 



 

















p











  

p



   



260

p



  p

261



p

 



 

 







 



















 

262



 





















  



263



 









 



 





 



   

 



 











264



 



















 



  

 

 







      265



266

f

 



f

     

267

soli

 

 

f

f

     





268

269





270

271





273



274

275































f

 

  

soli arco











276



277

           

                          

              





272

     

 



 

 

f

  



278

         

 







279

 





 



280



 

 



arco

281

f

282







 

283



284



    

                                        

             

285



  



286

 



  



287

 



288



 

  

      

div.

  

                                         3

  

div.

17

 



Fl.

















  

Ob.



















Ob.

















289

Fl.

Cl.

Cl.

Bsn.

 





    

 



 



 









   









f

Hn.



291

    

f

Bsn.



290

       



292

     



293



294



295



 



 













 



 

296

     

 

  



    

 

     

  



     

 

     

  

     

 

     

  

   

     

    

      

 

 

       



    













    

   

    







    

   

    





297

298



 

   



  

    

299

 

300

    

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

 

   

301

 

       





 



 

  

 

    

      

    





     















f

       







       















Hn.

      f 







       















Hn.

      f 































Hn.

f

Tba.

   



   

    

f

                         arco   f

  arco    f











         



   



    

                    





       

     

                                                                                                                              



  

 

    







    

   

      



 

  

  



     

  

  



    

  

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

  

  



  

    

   

         

    poco cresc.

18

  

   

  



  

     





  

     





302

Fl.

Fl.

Ob.



Ob.



Cl.

Cl.

Bsn.

Bsn.



    

  



   



303

 

       



                      1

305

306

307

                  



308

1







  

  

     

  





     

  





     

  





310

  

    0





  

  

  

      

 





0





  

   

  





 





  

 

 

 



 

  

  

 

  

 

 

 



 

  

  

 

         

                                                            1



  

1

  

 



      



   

  

  

 

  

  







Hn.







   

  

  

 

  

  







Hn.







   

  

  

 

  

  







Hn.







   

  

 

  

  







Tpt.





          

  

         







        





Tpt.

Tbn.

Tbn.

B. Tbn.

Tba.

 











  





         f           











      



















f





f











          







    















           







       

















                                         







  

     

               

  



f

   f 

    

              

       

       

       



f





      

f

   





   





         



        









      



f





313

  







312



 

Hn.

311

                      

      

mf

     

309

      

1

      

      



                        1

       

          

304

  mf

  



             

1

0

     

  

  

 

  

  

 

        



    

  

2

    

  

  

  

   

      

  

 

  

   

div.

  

    

   

  

  

   

  

  

  

       

 



  

 



  



        

      

   

  

   

  

  

   

  

  

19

 



314

Ob.

Cl.

Bsn.

Bsn.







315





316





317









318



p



319









320





p



321







322





p

324





       

Solo



323



p

       

325



326







p



    

  























     

  























     

   

    

   

    

   

    

   

  

   

  

   

  

   

   

  

   

  

   

  

p

p

      



                         

     





 



  



  p

p

p









 





   

  







 





   

p

p

   p 

 

       

 





 

 



   

  



 

 









   







   

4

1

     327

Ob.

Cl.

Bsn.

Bsn.

Hn.

 



328





       329



p



330





     

332

331



p







       333



p



334







  



p

335





336

 



337

 



338

 

 



339

   



340





      

    























  





































 























 















 





 

 

Hn.





















Hn.





















Hn.





















         

       

        

  

   

 

   

  













             

    

     

  











2



   

 



       



 



            

  

       

  

 

    

 



 

     

   f    f



   

         

     f   

f

  



 

f

 

 

     

      





                  1

1

     

 

4

4

      2



    

2

            

       

    

 

     

   

               

20

 



Fl.













Ob.













Ob.

























341

Fl.

Cl.



Cl.



Bsn.

Bsn.

Hn.

Hn.





342



343

       

     

        

     

  







 













Hn.



Hn.







344



345



 

346





347







348





349



    





 

 

 

 

 

  

















  





















 

 













div.     



    



  





    









 







  















  



f

  



f

  

  

















       



















    f   











   f   















































B. Tbn.





















Tba.

  



















 









 

 

 

 









 

 



 









 

 

 

   























f



   



 

  

                     

   

                    

 



 

  

                      

   

                    

div.



     

   

     

                               



     

   

      





2

2

        

       

       

      

    

      

0

0

   







div.









    

    

    





    



 

        

    

    



f

f





     





 

  





 

  





    











   



Tbn.











   



Tbn.



354

  

   





353

  









  







  



352

 



 



 

 





 

 



351



 





 









 

 



350









    





   

 

  

 



  

arco       f



 

 

 





 

           

arco f

21

 



Fl.





Ob.



  



Ob.



  



355

Fl.

Cl.

Cl.

Bsn.

Bsn.



 



356



357





359

360



 







    























  

      



 



 











 



   





  



    

    



    





358



 



      

 







    

 

   



     

 

  



    

  

  



  

  



  

  

 

  

    

 

   

 

361







 

 

362

363

364



 



 

       



 

 



 





  

    



       

       

  

    



 







  

 

 

  

 

     

 

  

 

    

 

  

 

365





 

 

       



    

 

366



 



 

 

 



 

       

      

 











  



 

   

















Hn.

 



   

   

















Hn.

 



   

   

















Hn.

 



















    















  

   

    

         



       

 

  

  



     

  

   

 

   

    

         

       

 

  

  



    

  

   

 

Hn.

Tba.

   



         

            

 

  



     

    



    



  



 

  

 





    

    



            

  

   

    



 

     

  

      



       

       

  

      



 











  

            

   

    



 

       

      

 





poco cresc.







22

   



  



    





    





367

Fl.

Fl.

Ob.

368



                      1

369

370

371

                    



372



Cl.

Cl.

Bsn.

Bsn.

              

                                                              1



     







     







  

0





      

  

       

   







0





      

  





   







  

  



 



 

  

  

 

  

 

  

  



 



 

  

  

 

  

 

         

   

     

  

 



      

  

 

  

  







Hn.

 

   

  

  

 

  

  







Hn.

 

   

  

  

 

  

  







Hn.

 

   

  

  

 

  

  























          



f

Tpt.

Tbn.

           f             







       







       





































          

f



          f        

 

             







      















             







       



















 















f

Tba.





f

B. Tbn.





f

Tbn.



378



  

        





  

Tpt.

377

     

  

Hn.



376

1

      

mf

375



                      



     

         

1

        

     

374



                        1

Ob.

373

  

1



         

      f 

    

                                  

     mf

              





 

1

0

    



    

  

2

     

  

  

 

  

  

  

  

 

  

   

        

            

               

      



     

                   

      



   

             

   

   

 

 

      

   

div.



                   



  



                 

                            



  

  

 



     

 

   

23

Bsn.

Bsn.



379

380

  p

    



 



    





 



382





p

 



381



p



     p

p





383



     











384



 



  

     



385





  

  



 





386



387



 











  

  

     



390



391



   

  

       

   

  







   

  

   

           

  

   









 







 









   







 







 









p



394





p



393







 





392



p

 



389

pizz. div.

      



388

               p

pizz. div.

               p

pizz. div.

           p



 



Fl.











  



Ob.











  



Ob.











    







  

  

        

  

395

Fl.

Cl.





     

396





397

398



399

f

f

f

f



  

400





        





 



  





 

  





 









402

403









 



 



     

 





 













 









 















404

  

405

     



406

 



407



408

     

  



        

  



   



  



   



  



   



  



 

                      

  



    



   

 

    



  



    



   

 

  

f

f

     

      

         

           f                      f

  

 

                  f    

     

401

     

   

     

    

     

   

    



     

 

    

   

 

     

   

     

    

     

   

    

    



     

 

    



   

 

   

 

24

   409

Cl.

Cl.





3

410

411

            

 

3

        



            



        

3

412

413

3

 

















 









f

 











f











Tbn.











B. Tbn.









    

  





    

Hn.

Hn.

Hn.

Hn.

Tbn.

Tba.

f

 f  



            



        



 

3

414

415

3









  













        

3

416

417

3





 









 

    

            

 

 













   3 3   arco  3                             ff           arco  3 3 3                        ff                        arco                   ff     arco                    ff   arco                      ff

                                 



                       

3

418

419

420

421

cresc.

3















 











 



 









 



 









 



   

    





    









   



    





 



 



     3 3                         3 3 cresc.                               cresc.             cresc.               cresc.                  





 





 



  

 









    



 



 



 



 



 



 





                                      



   



    cresc.

      p            

    

 



  

422

Cl.

Cl.

Bsn.

Bsn.





423





424















  







 

                







  





425

                                     426

427

428

429

430

431

p

 

 

 



   

 

   

 

 

 



 

 





 

   

p









 

pizz.

mf





  

 arco                                                    p                                 

432



433



  



                     

  



  









434

          







 

 

                                          

  

  











25

  

435

Cl.

Cl.

Bsn.

Bsn.

   



 



   



    



 









Ob.





Ob.





447

Fl.

Cl.

Cl.

Bsn.

Bsn.

Tpt.





 









 







 

 





449

450



 









451















f







   

           

Tbn.



B. Tbn.



   











   





  

 





443

 





mf



   















452



   

 





 



    











 

   

  









 





mf

mf





















454



   



 

   

 













455



f







f







f







        f

 

 

 













 

   

 







456



















    



457



                                        





   

 









   

  



































































 





























  



   



    



                   

      







   

               







               

                          f                        f

f





   



f

f



 

 

 





  

f

 







   





               









   

 

 

 

 





  



               

                                                f

 







   



   









 







        



















453









                                             











 



446



 

    





445

         mf                                  mf div.

mf



444



mf div.



 

   

                                         mf 442







f





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









   



f



441

                   

 





440

 



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





448



439

 f                                   f                       

Tbn.

Glock.



  

   

 

Fl.



                 



438

                    





    





437

                   

      



436

  

ff



ff

ff



ff

 

ff

 

ff

          





   



ff



ff

ff

26

 

458

Fl.

Fl.



Ob.



Ob.



Cl.

Cl.

Bsn.

Bsn.

Hn.





f f

Tpt.

Tbn.

Tbn.

B. Tbn.

Glock.

                



461

  



     



















462





f



f



f



463







464







465

 





                



     





















                            

                    

                    

                    

                  

                    

                    

     

           

      

      

      

      

      

      

    























f













f







f



  



 



 













    





      





  

  













   



















    f           





   



   

   





      pizz.             div.

466

467

468

p div. pizz.

      









   





             469



p





  



 

  





  



         pizz.        mp pizz.

   



 

   

ff



 ff

 

 







 

      



472

  

       

 

  

                         















 

      

 

      

  





 



 



   





474

      











      















   



   



 









               

mp

                              473

 









 



                                      

                             



      



   



 

ff

















              471

  f           



             



       mp        



   

           

470





 







      

                               p 



 

         ff                              



      



























                         





   

         





f

f

f

Hn.

460







f

Hn.







f







f

Hn.

459

475

                         476

477

                                                        arco               p  arco              p                     

27

 

























































  





 

















478

Fl.

Fl.

Ob.

Ob.

Cl.



Cl.



Bsn.

Bsn.

Hn.

Hn.

Hn.

Hn.

Tpt.



 



479



     

     



     



      



     

      



      



     

     

      



     



     

f

     

      



     



     





    

      



    



    







    

      



    



    











































































 













































  



arco          f

 

         





481

482



     

    



      

     

f



      

f



    

 f

    

f



f

f

f

483

484

     485

486

487

488

489

f







f







 f







 f





     

                             





f

           



480







            

    arco                        f  

          

            

  

 

 

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

 

             

                                            

 

                 

                

                

f

         

arco



              

               f 

  f

   



          

         

     





     

           

28

  

  

 



  

 



  

 





  

 



Ob.

 

  

 





  

 



Ob.

 

  

 





  

 



  

  

 





  

 



  

  

 





  

 



  

  

 





  

 



  

 





  

 



490

Fl.

Fl.

Cl.

Cl.

Bsn.

Bsn.



   

491



492

493



494



  

 



  

 



  

 





  

 





  

 





  

 







  

 





  

 







  

 





  

 







  

 





  

 







  

 





  

 





  

 





  

 





495

496

497



 

 

  

























Hn.

 

























Hn.

 























Hn.

 















































 

  

     

   



 

   



    



  

    

       

   

 

     

   





  

  





    





    



Hn.

Tpt.



  

 

  

     

   

 

  

    

       

   

 

 



 



 

 

   

    

   

  

            

     

             

         

  



   



       

 



       



 



     



 

    



       

      



   



   



   

       







ff

29

 

498

Fl.

Fl.

Ob.

Ob.

  

        1

ff

        1

ff

        1

ff

        1

ff

         1

Cl.



ff

         1

Cl.

Bsn.

Bsn.



ff

499

    4

   



500

            1





 

   



     





 

   









   

       



       







4

4

4

1

1

1

1

        

    



     





Hn.









Hn.

































  







B. Tbn.



Tba.



     

     

Tbn.

503



4







3

   

   







       

Tbn.

502



1



Hn.



           

4

 

Hn.

501







3

3

3

3

3





 





 





 







 



 3

 

  f





 





       



       



          

   



 

       

   

         





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