7 jours d'essai offerts
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Trio
for bassoon, harp, and percussion
for
Nicole Raimo
Helena Kopchick
and
Julie Smith
j. a. hallman
©2007Percussion map :
bass drum toms susp. cymbal china3    Perc.  j. a. hallman Trio ©2007
1               Bsn. 
                 Perc.         
           
Hp.
               
       
11                        Bsn.
              Perc.       
        
Hp.
              
        
20                              Bsn.  
vibes
                Perc.                   
                  
Hp.
                               28                      Bsn.
            Perc.                   
               
Hp.
                                             
36                    Bsn.      
sfp  sfp sfp 
 3           Perc.         
sfp sfp sfp
                                                           
Hp.
                  
     42                                           Bsn.         sfp mf                                            Perc.            
sfp     mf                                                                                                                                                                                      
Hp.                                 
47                           Bsn.  
sub. p                     Perc.                              sub. p  
                                                                               Hp. sub. p                                               
gliss.
gliss.53                                Bsn.          
Perc.                                                                                                                                                        
                                                             
mpHp.
                                     
59     Bsn.
Perc.                                                                                                                                                  
                           
Hp.
                                                                   
  
64                                    Bsn. 
        Perc.                                                                    
Hp.    
69                       Bsn.
                 Perc.                             
      
Hp.
       q=116 77                                           Bsn.                
     (b.d.)                                                                Perc.                  
mf p sim.                                                                    
Hp.
                                                              
     84                                                     Bsn.       
                                                Perc.                      
                                                                       
Hp.                                                                           
 91                       Bsn.     
                                                                                          Perc.                                 
                                     
Hp.                                                                  98              Bsn.  
    Perc.                                                                                                       
6                                                                 
Hp.
                                                                                              
    106                      Bsn.   
 Perc.                                                                                                                                         
Hp.
                                                                     
112                             
Bsn.
Perc.                                                                                
                                        
Hp.
                                                                          
118 3                         Bsn.                   3 3 
           Perc.                                   
                                           
Hp.                                   123                                        Bsn.    
                             Perc.                     
               
Hp.
                        128                                         Bsn.         33   mp. m isterioso                                               Perc.                                 
                                 mp. m isterioso
Hp.                                           
134                          Bsn.  
3
                                                         Perc.                   
                                                                              
Hp.                                                                                    
gliss.
gliss.     141                    Bsn.     3  
                                         Perc.            
                                                                                 
Hp.                                                             
 148                         Bsn.  
                                  Perc.                 
                                                                                     
Hp.                                                                    
156                     Bsn.     
with the wood end of stick w/fabric end                                                                                Perc.    
                                                  Hp.                                                                                        
164                        Bsn.                
w/stick end w/fabric end w/stick end                                  Perc.    
                                     Hp.                                  

   170                          Bsn.             
vibes         Perc.                  
                                                                                                                
Hp.                      
 175             Bsn.                           
                       Perc.                     
                                                   Hp.
    
       
180                            Bsn.           
Perc.                                                                                                                   Hp.        
186                                            Bsn.                
 Perc.                                                                        
                                         
Hp.                              
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