Gentil Gaviota

Gentil Gaviota YARAVI Y WAYNO Adapt. y tablatura: Ricardo García N. Transc: Edgar Espinoza E. INTRODUCCION q = 68 aprox

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Gentil Gaviota YARAVI Y WAYNO

Adapt. y tablatura: Ricardo García N. Transc: Edgar Espinoza E. INTRODUCCION q = 68 aprox

               

3

2

2



A     



2 2

 

3

 3 0

tm

tm 2   2

3

 

 

tm



5

0

4

4



9

 

5

 

3

3

5

5

 

0

tm

5

  

 0



3 

0 3 0 0 0

 

 

4

 

3

tm



 

1.

tm



2

5  

3 0 0 0

5

0

5

7

5

7

 

3  

tm 4

3             



0

3     

tm

tm

tm

5

9

4

8

    2

0

0

1

   5 0 0 0 2

1

   

 5 0 0 0 2

  

  



2.

5

0

0



  

4

0

0

3

tm

5

 

0

0

tm

0

  

5  



0

2

  

0

2

2

tm

tm

0

 

0

  

tm

2

0

  

5





0

5  

4



3

 



4

0

    

 

tm

0  





3

tm



8

9

0

0

      10

 

 





3

tm

 









5 0 0 0 2

 



  



  





4 2 0 2 1



= 55 aprox



0 3 0 0 0

q





1 0 1 0 2

       

 tm

8  

8  

tm 9

9











0

0

0

0

0

0

0

0

0

0



 





0

0

0

0

0

0

0

0

0

0

 

  

5

3

0

tm

5 5

tm

5

1.

3

4



1

2

2

1

2

  

2



0

0

0

0

0

0

0

0

tm

1

3 1

2

WAYNO = 95 aprox

q

      



   

2 1

     0 0

2

3

5

5

0

2 2

tm

tm

0

3

2

0

2

 

  

0

0

tm

tm

0

2



tm

0

0

  

 

0

3

tm

tm

tm

0

 

   

4

tm

tm 2

0

0

1

1 2.



5 0 0 0 2



0

2

  

 

 tm

tm

2

1

2

2

1

2

3 2

0

5

4

4

3

  



   

0

0

0

    5

3

2

3

 

 

 

5

0

    0

2

0

2

1



0

0

3

tm

 



2

0

5 0 0 0 2

 

3 

   









  

tm

2

 

 

3

  

2

 









0 0





3



tm

0

  

2



 

tm

tm



0 3 0 0 0



 

   



0

3

tm



0 3 0 0 0



 



0

2

0

 

 

tm

5

2



 



 







B   

  







    0

2 2

0

  tm 0 2

  



0 0 0 0 2

          

 

   5  

4 2 0 2 1

0 0 0 2

  

 

      

   5 

4 2 0 2 1

0 0 0 2







  





2



3

5

5

5

5

0

5

5

5

5

5

3

5

5

0

0

3

0







0

5

8

3

0

5

5

4

   1.

tm 0 0

   0



0 0 0 0 2

  0 0 0 0 2

 

tm 5 4

  

  

 

  



7

8

8

10

8

0

7

9

9

9

9

0

tm

tm

0

3

0

    0

3

5

2

3

0

 

 

0

0

2

3

0





2

0 2

tm3 0

5

3



 



0 3 0 0 0

2

3

2

0

2

   

tm

2

0

2

1

  

   

5 0 0 0 2

tm 2

3

  

0

3

1

0

2



0 3 0 0 0









tm

0 2

3

2

0

2

0 0



 



2

1

2

2

1

2

tm 4

    0

 



     



 

tm

2.

3

 

2

 

0

  

5

 

tm

0



3

0

      0

  

3

tm

0

tm

   

   

tm



0

 

 

   





  

 

4

2

 



 3

1.

3

   

tm



5



tm

 

5

4

2.

   



5

tm

4





0

   

   





tm

0

tm

  

3

2

  





3



 



3

5

   



0

5

5

0

4