coffee table book

coffee table book

for Duo Pestova/Meyer
piano
stage
right
q = 90
 




f

      
piano
stage
left

 

 
pp







 
q = 90

 
 


mp
   

 




 
  

mp mf
f
  
       

pp
 


  
f pp
 
ped.
etc...




chris watson | 2009





 


mp
ppp

  
      


  
mp









 


  




pp





   
   
 
7
mp

   
f






    






ppp



5




 5
 
7
   
   


mp


f



mp











mp
 




   





p







   
  

mp

       
  
5

ped.
 
 
 
  

   5 

ped.
7



pp





 




p

  
 
    




2







3
   
    



 

ppp










  
 


mp


6


pp
mp
p





  


mf
 



 



 


ppp


 

3
5
3
ppp
3
ppp
mp

    
 
 
 

   
   mp
ff

 





 pp
    
ped.



6
        mf

ff

 

 



 



 

 


ped.
3
   
7
 

 
5

ff






 
   




ff
 







 



  3       5  
7
mp
6
mp
ped.

7
3

5
  



  
19


                                        

 
 


3
pp
 

 
mp


 



u.c.


 




6
3
3
5
                    


 



ped.




ped.
12




ff

 
 


3
  
 









  





  



ped. / u.c.
  7 5

 
  
 

ppp

 

ped.
7
                


  



ppp

7



 


  

mp
ppp



  
       
  
7
5
ppp

27




mp




pp
    
 

7

7
  

     




ff

5
ppp




  







       5  

5
ped. / u.c.
 
 

ff
7
   
 
  



 mp
  

  

  ppp
p
ped.
         


p

 


 
 pp 
6
ped.





 
   

6

ff

ped.

 
7
  
5









ppp

ped.



7
  

ped.
ppp

7

7



pp

5



 
ped.





3


5
7

 3

3
6
ff
 
fff
 
 
          



   

5
 
 
mf
3
3
      5 

   

   






7

5

  

7

 
mp
   
 
5
  

sec.


 

sec.
l.h.


  
 

ppp
24


r.h.
ppp
mp
 

5




  
  
     



p
ped.


 
   


pp
ped. / u.c.
4


 
 



    


ped.
32
3
  
          
  
 
 
  

ppp



 

  

 




7
5


7
 

    
ppp
37
   
7


p



ped.
 
  
 

3
  


   
pp


 
ped.



 

   

p
mp
5 

 
   
    


mp
5


5



ff
      
 7
 





  



pp
ppp
mf
p
mp
   


 
 







5
etc...

 










            
 

      





 
  

3









ppp
 
ped.

 
 
      

ppp
p


   
ppp ff



fff

  





5
  











  


p
mp



mf








   
 
 

  

ped.
   


           


  
           


mf
 p
p
mp
ppp   p
 

  
   
 
 ppp
ped.













   

p









 6  
p
 



3
  3    
 



mp

 
 

ped.


ped. / u.c.
mf
 
mp
p



ppp
mp
 






 
 
 






 
5


    

ppp

 

  



 
r.h.


 
41









 

 
 


 
 


   

 




               


 
  

 


mp


  

7
mp
 

p
ppp
 
 


6

 
   
3
6

     
   





p


 

mp
 
  
 
 




        
7
3
p
ppp
 
 





          







pp

   


fff
           
   
pp

ped.
   3     7   

   
   
  
7


p
mp
    
  
7

 
ppp
5
 
 
 




ped.
p












  
ped.
5

        

  
p
5



mp





ppp
45
mf
               
   
   


 
r.h.
 

p
 

   
ped.
ped.
 

 p ppp





     

5
mp
mf
 
 
      



   

  
 
3









ped.






















 
 


ppp
ped.



6

  

  






 

ped. / u.c.

 
49
ped.
7



    


 


 
   
   


  



ped.



 

   
 


7
mf
mp

  

7



    

 
   
 p
mp
5
p

 
 

  
f
7



ppp


6
        
pp

7
 


 


 





 


  

    
5
pp

ped.

 





   
7
ppp

ped.
u.c.
 
7
5
mp

 


7



 
7
7

5
    

 pp
3
5
ff
 

   
  








 ppp
3
ped.
mf
ped.
53







3




    
  



    










 



          
 
 




        
 

     







ppp


5
   
  
ppp


  7 5
  

 
ppp
 
 
   







      
       
      
pp

3

ped. / u.c.
ppp
 
  3    7
 


 
    
 
f
 


    


  




5
7


  
f
  




      
        
5


56



3
7
ped.
 
6
  
6



 
sec.

 

6
7
5


   

5

7


sec.
 
 
    6      6   
                



  


mf
 

59
 
 
 
  
mf


     


 
6
6
6
    

 





3

6

   
6
  6
    




  
 
 
   
 

6





 
mp

 




6
  6








            
  

3

pp

pp
p
p
ppp
ped.





  








    

5







6
ppp
  
 p 
7




 
mp

7
  



mp



ped.


 


6
3
 
 6
    
  
    
mp
    6



   



   
  

mp
p

  
ped.
6





  
   7


6
       




p

   6   

 

p
   

6
ped. / u.c.
ppp

 


ppp

 




6
ped.
6
 
 
mp

 
ppp

       
6
mf
7

mp
 
  

ppp

 
 
pp
mp
7
7





5

   
p
  

ppp



 
 

mp
8


   











        
  
 




7
ppp
  
      
ppp







63

 

5
  
 

    
p
mp
5
  
 
pp
 

6
p
mp
    

   


5

      
    



6
6
 
        

  

 
 


pp


    

ped.
 pp
    





ped.
6




 



mf









 
 
 5
 
5
3
 


mf



  
 

 
p 



p
mf


6
 

 


mp




 

 



      

p
mf
  
  mp
5


    

ped.
   



 

7

6
 
mp
f
 
p
 

ped.

  


mf


 
6
mp
mp
ped.
ppp


     
5

p
     f
   
 
   
   
6
 6
6
6    

6
               

6
  
    
 
mp
mf
ppp
ppp


p
6


   

5

 




mf
p
 

  



  





ppp

         




 

68
 

6



6


 
  
  

   
pp
p
3




7

 







   
    
  





ff





 

    

 
 


fff
 



    

 
   

