04 Hello Odessa

Transkript

04 Hello Odessa
4. Hello Odessa
Greetings to all pupils of Odessa
q = 142
Nr. 4 of "My Strings"
 
Violine I   


  


  


 











Violine II
Viola
Violoncello
pizz
Contrabass
 
 
q =pizz
142
Klavier
       
  
 



  
mf


mf







mf


     

  



 


 
 
















 




        

   





 

A
Vln. II
Vla.
Vc.
Cb.
Klav.

              

         




 

 



 

      
  
 






 
  
 

 















  

  

  



     

7

              
Vln. I  


Joachim Johow








 
f

f



  





Vla.
Vc.
Cb.
Klav.






   







               



f






arco
f

Af
 


 

        

f 

   




  
 

13
                                
Vln. I 
Vln. II




  



 


 




         
           
 

           
   
    
               
  
  


 
                                            





    



  













 


         
   










           
   









              


 


2
19
       
Vln. I  
    
 
B
Vln. II
Vla.
mp
Vc.
 

mp
Cb.
 
  
Bmp
   
Klav.

mp


 

      
mp
 

 


       
        

 
      
mp



Vln. II
Vla.
Vc.
Cb.
Klav.


    
      
     

 
 

      

 



 

   


 
Vc.
Cb.



         
            
       
   






 






        

        

        






 
D





             
            

           




  
  
  
     


       
     






                       









  


D
    


                 
    
   
       

 










.




            
       
 
















mf
 

           
         

        

        

s
glis
Klav.
 


         
        

31
Vla.

      
    
   
mf       








 
            
          
            
            
 





 


















       
Vln. I     
Vln. II

 


   

         

         
mf


 
C

  
 

      
        
     




24

Vln. I  



      
mf






C

  

        
 







      
   


      



 
  
        
  
   
 
  
mp
   
 







  
mp

              

3
38
                          
Vln. I 

        
Vln. II
Vc.
Cb.
Klav.
 
      
                



               


       
Vla.
 
E
pizz
 

pizz
   
   
f
 
 
 
 f   
ff
 
   
                                
 
  




         

ff












 
Ef
 



 

          



   


               
          








  
 




44


 
 
 
 
 
 
 
 

Vln. I       
          
 
 
 
 
 
              

                               
         

     



 
     

Vln. II
Vla.
   

Vc.
Cb.
Klav.

  
   

  



  


 

50
Vc.
Cb.
Klav.



pizz
 
pizz

 
  



Vln. I   
 
Vln. II  
 
   
Vla.  
  





     
   


F
    

 

   




    
 

           


 
 


 
  
 

 




 
   




        
        
 

                            
    
mf

mf


      
F


    



    
          
 




      




      
      

      
  
mp
mp
mp



  











arco

arco

arco

arco

 

  
              

 

4
    
 
G
Vln. II
Vla.
Vc.
Cb.
    
       
   
 
 
  


 
                      





   
 










 
  
 
    

  
 G

 
Klav.

mp
Vla.
Vc.
Cb.
      
mp
 







 



mp

 
   

  











 





     
    
  
  
     
     
    
  
    
  
Vln. II
Vla.
Vc.
Cb.
Klav.
  
 


 



       


 


    
     
 









    
p

    


p
 
mp
mp




mp





    






 
 





 
 



pp

pp


pp

 

3



 
   
3
3





 

pp
3

    

    




  
  








p
p
     

     
mp


    

mp
mp

         




 
   
   p


  
Vln. I  
65

    

p


 
 




     

   
  
    
      


      
 
  


         
 


      

            



 





     
 
    
 
Klav.


60
      
Vln. I 
Vln. II

            












55
      
Vln. I 
pp



 

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