Trio for Bassoon, Harp, and Percussion

2007·0.83 MB·English

by  Hallman, Joseph

Trio
for bassoon, harp, and percussion
for
Nicole Raimo
Helena Kopchick
and
Julie Smith
j. a. hallman
©2007
Percussion map :
bass drum toms susp. cymbal china
3
Perc.          
Trio j. a. hallman
©2007
1
Bsn.                
Perc.                          
          
Hp.
              
       
Bsn. 11                       
Perc.                      
         
Hp.
              
         
20
                      
Bsn.         
vibes
Perc.                    
                  
Hp.
                                   
28                   
Bsn.       
Perc.                    

                 
Hp.
                  
                             
Bsn. 36                  
sfp  sfp sfp 
Perc.       3     
  
sfp sfp sfp
 
                 
  
Hp.
         
   
  
  
42                  
Bsn.                
sfp          mf
   
   
Perc.            
sfp     mf
 
 
                   gliss. 
Hp.
                     gliss.
     
47                 
Bsn.      
sub. p

Perc.                       sub. p     
                             
Hp. sub. p  
                                
53
Bsn.                          
  
Perc.
                      
                                       
              
 
  
              
       
Hp. mp

                      
59
Bsn.      
Perc.
                       
                                         
              
               
 
Hp.
                                
 
Bsn. 64                        
Perc.                               
        
Hp.
     
69
Bsn.               
 
Perc.                              
   
 
       
Hp.
       
q=116
Bsn. 77                  
    
(b.d.)
Perc.                               
mf p sim.
                             
Hp.
                      
Bsn. 84                
Perc.                                  
   
                           
Hp.
                             
Bsn. 91                

 


Perc.                                  
    
              
Hp.
                               
 
Bsn. 98                
Perc.                                              
             
6              



                             
Hp.
                        
Bsn. 106                  
Perc.                                    
         
         
 
 
                           
Hp.
                      
Bsn. 112              
Perc.                                     
          
          
 
                        
Hp.
                         
          
          
          
          
Bsn. 118 3  3   3                 
Perc.                        
    
                         
Hp.

                 
Bsn. 123            

Perc.                           

              
Hp.
           
 
 

Bsn. 128                         
3 3   
  mp. m isterioso
 
Perc.                               
     
     
  gliss.               mp. m isterioso
Hp. 

  gliss.                  
   
Bsn. 134             

3
Perc.                                          
   
   
                               
Hp.
                         
Bsn. 141       3      
Perc.                                 
  
  
                               

Hp.
                      
Bsn. 148                    
Perc.                            
  
  

                                
Hp.
                       
156  
Bsn.                    
with the wood end of stick w/fabric end
Perc.                                          


Hp.                               
                                 
Bsn. 164                   

w/stick end w/fabric end w/stick end
Perc.                          
Hp.                  
                            
  
 
Bsn. 170      

vibes
Perc.                            
Hp.               
                              
Bsn. 175                     
 
Perc.                       

                      
Hp.  
    
        
Bsn. 180                        
Perc.
                                  
         
 
       
Hp. 
       
Bsn. 186                   



Perc.                                   
      
                
Hp.     
               
  
  
  