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Version Joe Pass à Antibes 1979 Transcription: GIlles Rea

Nuages

3 2 3                                                                   3 3 3  3 3   D7 E¨7 10

7

6

7

9 8









Rubato

6



8 7

10 9

3

6 6 6

6 5

6

5

7

4

6

4

5

3

4

5



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

5



4 4 3

3 2

3

2

     

6

     E¨7



8

6 6 5 6

11 9 9 10 8

2

2

3

5

3

4

2

4

5

4

2

5

5

 

8

2

5

3

2

1

7

7

9





F#mi7¨5

4 4

5

3

5 3 3 5 4 2 3

3

8 5 4 2

1

7

6

0

7

10 8

10 9 10 9

7 10 8

8

9

7

10

B7 9

4 3

5

9 9 8 9

10 9 7



7

7 7 6 7

8 8 7 7

3

           3 7 5 5

3

4 5



10 8 8 7

4 3

6

 

10     11                                            3 

3

10 10 9 9

9

G

3 4 5 6



0

 3   7                                             D7 3  7 7 8 3 5 7 8 10 8 4 4 6 7 6 6 5 3 8  55 7 4 7 6 6 5 6 5 5 6 5  0 0 0 6 5 0 0 

8

6 6 5 4 5

                 



G

7 7 6 5

8 8 7 6

0

3

4

5 3

3 7 10



5

         10 8 8 7

7

5

3

2

3 4

7

8

6 13 3                                        

12

Emi



5

3

3

2

3

5

4

2

3 2

5 2

0

1

2

6



2 1 1

0

2

4

2

4 5

4

3 7 10 8

7

7 9

9





7

8 10

7

10

8

7

       15                  6 

 16             

14

6

A7

 17



7 6 5 0



4 5



0



 

7

7

89

   

7 6 5 0

7 6 5 0

5 7 8 6 5

18

9 9 8 9

7

7 4 5 4

0

7 4 5 4

6

6

5

5

G

3 4 5 6



4 3

7

10 10 10 9

9 9 9 8 9

9

         G7

 5

4 6 5 4

7



8

7

10 9

10

 

7

8

22

4



5

8 8 8 7 7



0 10 8

0

12 10

7

     



6

0

6



6

5

7

6

3

6

3

5

2

5

5 3

3

1

3

3 3

3

8 3

1

3 3

8

6

7

8 8 7

6

0

0

0

     3                           

7 7 7 6 7



3

4

5

A¨7 8

7

8

3

3

                     



8



6 6 5 6

 

10 12 11 10

E¨7

3 4

12 11 12 11



  

7 7 6 7

8 8 7

7 6 6 5

5

D7

     

3 20 3 3 3        3                                   

23



10 10 9 9

 

7 7 8 7 5

3



D7

21

4

7 10 14 10 12 10 12 9 12 9

                    3



 19

2 4

2

3 7 8 10

        

3 6 6 6 5 0



5

8



6

7

6



5

2



5

8



3

6

6

5

 

8

7

  

3

4

3

5

 8

5

8

0

6

6 6 6 5

   





6 4 4 3

4

3



5 6 6

 6



6

3                                            3 3

24

C

 25



3

3 5 4 5 3

3 4 5

2 3





3

3



4

2

3

2



8

15

  

     



7





 8

15

8

5

2

5





13

11 11 11 10

26

5

28



7

7

7

89

10 10 9

13

4

3

5

3

4

6

3

5

8



11

9 10 9



0

10

7

8

10

8

7

7

8

30

8

  

  

8

6 6 5 6

7

10

 3

8

9

0



10

10 7

8

11

8

7

10

8

  

0

5

7

11

9

5

5

7

7 0

10

10

       



              0

10 9

0

7 7 6 7

7

9



E¨7

7

8

5

8

8 8 7

 

8 7

             

  

7 8





10 10 9 9

9 9 8 9

3

3

            

15 15 14 13

 

5

4 5

  

3

           

4

13

13

9

 

11

                  3



7

9

13

D7



3

  

8



5

3

4

G

10 8 8



 31

5

8





3



5

5

       



5

Cmi

27

29

4









2

3

8 6 6 5

6

7

5

6

0

3

    





3 3

4

3

2

3

7

3

Interlude

     33                                              

32

3



3

6

5

6

3

4

3

5

3

6

6

10 11 10 11

10 11 10

8

7

7

5

7

8

8

7

8

6

8

6

8

6

8

4

6

3

4

3

6

34

35                                           



4

5

3

6

5

3

6

4

3

4

6

3

 0

2

3

1

2

1

36

0 0

6 0



8

5

7

5

6

8

9

6

9

8

6

37

                                       3

3

 38

5

7

5

6

5

7

8

4

5

5

6

7

4

5

7

4

7

7

39



                  40

 

4





10

2

2

5

2

5

4

   

   

8 8 7 6

7 7 6 5 0

0

2

5

2

4

  

5

2

41

4

2

3

7 5 5

6

5

5

4

2

3

7

5







3



2

789

5

  

5

3

2

4

2

6

8

7

5

7

6

    

5

5

5

8

  

3 7

7

10 10 9 9

4

3 4

4

              

5

  

2

5

Tempo

  

8 6 6

3

9 9 8 9

8 8 7 7

7 7 6 7

7

42



    

 



   



43

 



E¨7



8

6 6 5

8

6 6 6

0

     



G 3 4

4 4

4 5 4

45



 3

5 3

3

4

3

 

              



4

3

8

8 6 6 5

6

8

D7

10

8 6 6 5

0

7

9

4 5 4

5

10 9

6

3

7 5 4 5

6

4 5 4



3

5

4



          

3 3

10

9 9 8 9

9

  

3 3 8

8 8 7

7 7 6 7

7

48

  

           

G

3

4 5 4

5

7

3         

47

3

0

5





4 5 4 5

   







3 4

        

3

E¨7

5 3

3

46

6 6 5 6

6

3





3



 

3

4 5 4 5

5



  





6 6 5 6

6

44



 

D7

6 6 5 6

3



  

5



4

3

3

4 4

3 4

4 4

5 5

3

5

5

5

6 5 6

50         51                          

49

B7

F#mi7¨5

 52

7 5

7

0

8

7 8 7

10 8

9 7

7

9

7

9

9 10

9

8

7 10 7 8 5 7 3

4 2

5

5

2

2

4

4

1 2

   54                                                3  3 3 3  

Emi



5

2

4

1

2

3

3

3

3

3

3

3 2

2 1

2

3

2

1

2

53

2 4

4

7

3

3

0 0 1

2

3

5

4

0

3

A7

3

7 8

8 10 12 10 9 11 12 11

8 9

7 6 5 5

5

3

7 6 5

3

4

3

5

8 7 6 6

8 7 6

4

5

6

       56     57                                        3 D7 3 

55



7 6 5 5

2 5

0

3 10 8

4

12 10

8 7



10 8 7

9 7

9

11 10

8

7

10

7

7

9

10 10 9

9 9 8 9

9

59 3                      

58

        E¨7



7 10 14 13 12 11 14

D7 8

6 6 5 6

6 6 5

6 6 6

0

8

6

6 6 5 6

6

4 5 4

4 5

6 7

0

3

7

60

  

           

G

3

4 5 4 5

5

7 7 6 7

8 8 7



5

3

4

3 4

4 4

4 4

3

5

5 5

3

5

6 5

5

6

3       62           63      64                                                                       3           3

61

A¨7

3

 65

7 7 5 0

8

7

10 10 10 9

7

9 9 9 8 9

9



   

8 8 8 7 7

7 7 7 6 7

G7

6 8 6 6 5 6

11 9 10 8

9 8 6 6 5 0

6 6 6 5

4 6 5

5 7 6 5 6

0

3

4

5

    66                   

6 5

5 4

3 2

4 3

4

2

3

67

  

Cmi



0 2 3

10

7 10

7 9

8 10

7 10 7 8 10

11 10 8 7 10 8

69 3                         

G



4 5

3 3

6 7 3 6 7

63

6 5

3

5

5

4 4 4

3



6

3

3

3

5 4

0

5 4

3

3 4

2 3

4

3

3

4

5

6 5

8 6

7

5

4

6

5

4

3

                       3 3

5 3

6

5

3

5

6

2

70

3

3

5 3 5 3 2 5

5

6

4

3

3 5

E¨7

 6

7 6 6 5

6 6 6 5

6 6 6 5

6 6 6 5

4

6 5 3

3

3

5

4 4

                           3 3

0

0 1 3

3

3

68

235

C

3



67

6 6 5

6 6 6 5

6 6 6 5

6 6 6 5

71

3

                    

D7 7 5 5 4

5 5 5 4

5 5 5 4

5 5 5 4

7 6 5 4

10 7 7 7 8 8 0

7

73               

72

    

 

G



10 11 9 10

  

  

  75                        

74

  

   

3 3

E¨7

8 9

5 3 7

     

5 3

5 4

4

3

0

5

0

5

76

77

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

10 10 8 8 8 8 7 7

8 8 7 6

7 7 7 6

8 8 7 6

7 7 7 6

6 6 6 5

6 6 6 5

 79

0

3



 

5 4 4

4

3

7 9

3

     

11 10

9

8 12

          F#mi7¨5



5

3 3 3 2

2

2

5 4

3 4

4

5

    

10 11 10

  

 

9 8 7

80

     

5 3 3 2

3 3 3 2

13 12 10

  

3 3 2 1

3 3 2 1

B7

2

3

1

A7

2

87

9

8

5

7 5

3

5

9 7

10 9 7

8

8 10

10 11

8

9

8 10

11 9 8

10 8

11 10 8

     

     



10

7 6 5 0

5 6 5

6 0

11

8

9

12

7 10

7

5 9

5

3

4

5

3 4

5

5

2 5

4

3

5

5

2

4 5

4

2

3 5

85   84                                  3  

3

Emi

7 8 7 7 6

7

8 5 7 6

7 4 5

7

5

3

4

5

0

3 2

2 1 2

1

2

1

0 0

4 5

0 0

3 4

4 5

7 7

3 4

7

0

    88                  3 3 3               3 3 3 3 3

7

10 8 7

81              

10

        3

2

11

83

3

               

12 11 10

13 11

86

10 7 9 7

5

7 5 5 0

10

G

82

3 3 3 2

6

8 8 9 7

E¨7

3 7

7

5 5 5

       78                           

3

D7



3

5 3

6 6

6

6 5

8

6

G 5 4 4

D7

14 12 10 12 10 12 9 12 9

3

7 7 7 5

5

3

8

7 6 5

7

8

D7

3

5

6 7 6 5

5

8



57

5 5

3 3 5

3

7

3

2

3

5

4

5

3

5

3

3

5 3

89

       90                     3

  



 





7

7

89

5

3 3

3

3 3

10

10 10 9

9 9 8 9

9

E¨7

8

8 8 7

7 7 6 7

7

92

93

                  

8

6 6 5 6

6 6 6

0

6 6 5 6

6

        

3 4

4 4

5 5 5

4

3

3

5

7 6 5

8

5

7 5

7

0

7

8

9 10 9

10

9

4 6 5

 98





5 4

3 2

4 3

4

2

3

4 4 4

6 4 4 3

3



6

3

3

5 4

0

5 4

3

3

5

4

     

3

8 9 8

7 8 7

6 7 6

8

7

6

6 7

6

9

7

6 6 8 6

6 5 4

6

4

5

           

97



3 4

2 3

4

3

0

0 1 3

0 2 3

10

7 10

7

9

8 10

7 10 7

8 10

                           99

3

3

11 10 8

3

C

3

                Cmi



4

5

6 5

6

3

3      96                                        3 3

4 5 4 5

3 4 3 4

  94               

95

G7

4 5 4 5

A¨7

10 11 10

7

6

3 6

4 5 4 5

5

3





6 6 5

3

     

    

D7

          3

G 3

91        

   

3 7

10

8

6

5

8

6

7

5

6

4 5

3

4

5

7

3

4

10

8

10 11 13 12 11 10

13 11

11 10

13

100

101                                   

G



12

 10 10 11 11

12

10 10 11 11

12

10 11

10

8 9

8 9

10

8 9

8 9

10

8

8 9

9

7 7

7 7

7

5 5

5 5

7

5 5

3

5

3

4

5



3

     103                                   

102

D7

E¨7



3

4

6

5

6

4

6

6

8

11

             

9

10

10

11

7

13 10

14 13 11

106

12 10

12 10

7

8

           

  

    

10

9

10

7 5 5 4

6 6

108

    



2 2 3



2 2 3

0

  



8 6 6 5

9 7 7 6

5

2

2 2 3

0

   

2 2 3

2 2 3

11 11 10 10 11 12 12 11 11

9

12

9 9 10 10

8 9

              

   

5

2 2 3 0

0

8 6 6 5

10 5 5 5

10 5 5 5 5

7 5 5 4

6 4 4 3

4 4

3 3

7 8

8 9

7 8

  

  

7 5 5 4

5 5 5 0

6 7

6 7



8 6 6 5

8

  

  

  

  

  

  

  

 110           

       

  

  

  

2 3 2 2

2 3 2 2

5 3 2 2

2 3 2 2

2 3 2 2

2 3 2 2

2 3 2 2

5 3 2 2

2 3 2 2

11 6 6 6

8 6 6

8 6 6

8 6 6

8 6 6

3

3

3

3

3

3

3

3

3

6

6

6

6



E¨7

11 6 6 6 3

6

6

8

0

3

G

5

10

112 113                                                  3

D7



7 5 5 4

8 6 6 5

       109         

 

G



10 12 14 19

12 15 13

D7

5 5



11 10

107

  

  

9

E¨7

111

9

8

9

                         

10



7

3

15



3

105

3

G

8

9

104



3

7 5 5 6 5

7 5 5

3 4

5

 3

4 4

3 5

3

6 7 3 6 7

6 3

3

9

6 5

3 5 4

5

2 5

X

1

4 5

4

3

2 5 2 3

5

2

5 3

2

114

   

   117       116                                        3  3

F#mi7¨5



   

115

1 3 3

Emi

B7

1 3 3

1 3 2

3

1 3 2

2

3

4 5 4

1 2

1

7 8 7

10 12 11 10

8 8 8 7

10

7

2

7 8 7 9 7

3 3

3

10

3

7

8

9

9

7 7

5

7

8 6

7

8 7

10 9

12 11

10 12 11

7

9

10

11 12

     119 120  121 Rubato 3                                                                 3 3 3 3

118

A7

14 17 14 10 12 12 10 12 12 9 12 12 9



D733

3 7 7 7 5

7 5 6 5

0

5 4 5

5

4

5 7 6 5

3 7

4

6 6

3

10 8 7

5 5

3

10 8

8

0

3

10 9 7 5

       123                           3 D7 E¨7   3



122

 125



6 6 5 6

 126

 

11

9

8 6 6 5 0

6

 



 

 

12 12



 

4

5

4

3



  

6

3

7

5

8

6

10

5

8 8 7 6



3

                

7

8

7

10 10 10 9 9

9 9 9 8 9

8 8 8 7 7

7 7 7 6 7

10

9 9 8 9

9



7 7 6 5 0



7

8

6 5 5 6

7 7 6 7

8 8 7 7



3

4 3

56

5

       

7

5

127

    

9

8

   

9

6 6 6 5 6

8

11 9 10 8

10 10

11 11



   





9

8 6 6 5 0

6

5

A¨7

3

7 10 10 9

7

3

7

5

 

 

6

8

6



89

                      

3

3

8 8







3

6



3



7

5

3

3

3

5

4

 

5

4

3

3

5

4

6

3

3

3

7

5



0

3

 G

8

124

3

5

128

    

                  

G7 4 6 5 4 5



4



3

5

         C

 131



3

5

6

5

3

3

5 4

3

9 15

8

6

6

5

4

5 3

7 5

7 5

10 8 15 13 12

10 8

13

12 10 9

10

10

13

11

10

7

8

10

8

8

9

8 8 8 10

11

8

4

3

5

6

4

5

3

6

5

3 3

15 13 11 13

8

8





7

8

     



15

13

0

7

8

10

8

8

0

8

9

7

10

7

9

5





6

5

D7

  8

8

7

7

6

6

6

7

5

7 7 7 7 10



8

6

9

7

7

5

4

3

5

3 4 6

11

3 5 10 8 8 7 6

10 10 9

3 3

10

9 9 8 9

9

8 8 7

8

7 7 6 7

7

137

                   3

3

4

11 11 11 10

3 3

3



3

E¨7

13

                        3

136                                            



3

8

135

6 6 5 6

3

13 12 11 10 9



10 10 9 9

4

3

7

134                   

G

3



12

3



15 15 14 13

    

5

      132            

   

133



5 3 2 3

Cmi



5

6

                  

           130                

129

5 4

     

3 7 7 6 5

7 6 6

7 5 5

6

5

3

4 3

2

3

7 6 5 4

5

7 4 5 0

3

      139           

Coda     

138

3 3 3 3 6





11

12

10

13

12

11

  



 

9 11 10 9





7

8



3

3

 143

4 6 6

4 5 5 0

5

4 5 4

6

4

3

3

2

7 4

3



5 7 6 5

        

141

      

10

            140          9

142

 





6 8 8

7

6 6 6

6 6 5

6

5



 5

           



3

3

7

8

2



0

144

5

3

2

4

5

3

4

3

5

145

                                                 



             

4

5

2 4

5 4 2

5

2 5

4

4

5

4

5 5 2

4

5 5 2

4

6 5

4 3

5 2

5

3

5

3

6 3

6

3

6

5 6 5 3

6

6

5

3

        147                               

146



2 3

2 5

4 5

4 7

7 8

7 10 14 15 12 14 10 12 8 10

7 5

8 7 6 8 6 5

7

5 4

10 7 4 5

9

8

7

6

0

  

149

   

     3



        

 

             



148

3 10

6 6 9

6 6 8

7

6

6 6 5

6 0

5

4 5 5 0

12

3

4

3

2

3

7

  



6 6

7 6 5 4

7 5 5

7 4 5

0

3

7

3

    

150

3

 151



                            



3

3

5

8 9

4 5

6 7

6



 



 

3 4

4 5

6 7

3

5

3

5

6



 

6



 



6

152

4 6

6 8

4



7 4

 



 



7 6

4

  3

 

6



 



6

5 6

4 3



6

5 6

6



7

4



3

6

4



7

5

13

 

6

5

3



 



4

7

4



 

8

10 10 9 9

6

153

5

 



6

5 6

6

6

6

5 6

3

4

 

15 15 14 14

7

5 6

4

6

4

6

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