Art Tatum - Dardanella

April 16, 2017 | Author: sorwell | Category: N/A
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Dardanella Art Tatum



Swing eighths q = 200

   



DŒ„Š7







 

                            



                                                 

4



D 3                                               

8



                

12

 





   



   

              A7

       

   

              A7



 

  

   

3 3 3 3 3                                            3                      

16

D

© V. Sorel - jazz-transcriptions.blogspot.com

F7





2

      F7                    3                       

20



C‹7

Straight eighths

Swing eighths



                        

                                    

                     

24



 3                            

28



A7

D

D

D

                 

D7 G                                                             

32



E‹

B‹

D©º

A‹

  

3     

    

3

3



 

E                                                                     

36



D

A©º

D

F©7



B7

 E7 A7 D                                     3 3                    

40

B‹



D                                                     A7

44



B‹

A‹

                    F©

G

3

F©     C©7     C©7    F©7                                                             B7     51 F7 E7                     3 3  3 3 3                  

48

G

 

G©º 3 3                            

53



3

A7

       3      6

D

   



E‹ 5 A7 D A7                                                  

56





      3

    D

A7

     

3                       3        3 3 3 3 3                       

60

D

D©º

A7

F©‹

E‹

A7



4

  

63

D





                                 





A7

                 

65

B‹

    

A‹

F©7

G

              









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