Transcript II. Romance t u4 t2 u4 u3 u3 t1 u1 u1 t u4 t2 uI u t1 t1 u2 t u2 t4 u1 u2

8
II. Romance
arr. Neil G. Dickson
Henryk Wieniawski
Andante non troppo
u

 
   

5
 u 

 
1
4
3
u
 
 
   
12
u t 


 

16
Bu
t 
  


3
4
1
2
II
2
1
3


 u
1
3
1
3
4
3
2
1
u
 
u
  
2
  
I
3
2
1
1
3
loco
3
1
2
2
u
   

35
1
1
4
3
4
2
4
1
 
III
4
1
2 4 1 3
2
 
2
4

1
2
2
1
3
1
2
3
1
1
3
2
1
3
rit.
u

t
 
u
t
   
   

 
27
C u
t
u
tutut

                 

31
u


     
   
 
24
4
  
2
1
t
   A u    

t
u


  
 


ossia 8va
¦
   u   
    
4
u
   u
    
 
a tempo
20
t


1
2
u 
3
1
t
      
4
1
u

1
u
 
t

  
t
   
2
t  
4
9
u

t 

2
     t
4
2
1
2
u     
u
     


u
t
    
  

u t
u
t u tu t
                


4
4
4
2
1
1
3
2
1

1
4
2
2
4
    
4

1
2
 
3
1
 
4
Draft from December 24th, 2016; letscello.com
Creative Commons Attribution-NonCommercial-ShareAlike 4.0; (Contact for commercial use.)
2
3
1 2
 

3
 
1
4
u
t u t  u    t  u  t  u  t  

 

      
u    t  u   t
u t u     t   
41

 
   

 
u   
 u     u    t  u  t
44
u t u t 


          

 
 
 
t    E u 
48
u

      u      


 
 


    


t   u  t  u t  u t
u t u t



u
51








  

        




u 
t
t
u
t
55

           
F u





 










u○ˌ  t○ˌ   ○ˌ ○uˌ 
t  u t   u


u
                
57
t





               
  


u
u t
u
63
t Gu

                                



u     t u
u
68
t
t
          
       

 



       

38
D1
0
4
2
1
2
4
4
4
3
2
1
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1
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3
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3
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1 1
3
4 0
0
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0 1
4 1
1 2
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1
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IV
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4
0 1
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1
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1
1 2
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3 1
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1
1
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1 2 3 1
1
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1 2 4
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1
0
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2 1
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4 1 2
1 2
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1
1
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4 1
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1
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1
3 4
3
1
1
1
142
2
1 3
1
4 1 3
3
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2
2
1
4
9