Rory Gallagher Guitar Tab Compilation PDF [PDF]

  • 0 0 0
  • Gefällt Ihnen dieses papier und der download? Sie können Ihre eigene PDF-Datei in wenigen Minuten kostenlos online veröffentlichen! Anmelden
Datei wird geladen, bitte warten...
Zitiervorschau

A Million Miles Away Words & Music by Rory Gallagher

Intro

     

    



p



3 0 2 0 0

2

0

0

    



0

0

2 0

2 3

1 3 2 0

0

3 0 3

3 0 2

3 0 0 2 0

3 0 0 2



3

1

1 0 3

1 0 2

0

3

1 0 2

3

1 0 3



1 0 3

1 0 3

1 0 3

1 0 3





2 0

7 5 7 5 3

5

X 5



      



5 6

8 6 8

8

rake 8

           3

full

1 3 2 0

0

 

3



X X 5 X







0 2 0 2 3

rake

  

    

       

1 3 2 0

0

          

0

3            



3 0 2

       





  

3



Sorgdal

3 0 2 0 0

   

3

    

X

3 2 0

0

2

a tempo q = 135

mf



3 0 2



3 0 0 0



  



             

3

                      

  



mf

let ring... w/clean tone

3



   

[Dm]



Freely q = 135

Gtr. 1 (elec.)

10 10 11 10

5 6 5 7

X X © Copyright 1973 Strange Music Limited.

5

                10 10 10 11 10 13 10

10 12

9

8

 6 7







 







1/2

12

12

10

12

10 12

12

10 12

11



        



 10

8

10

10

10





            

          P.H.

   

 







9 10

10

12

10

 12

10

10

        

9

12

12

10

12 10 12

10

8

8

10

12 10

8

0

10

$

Verse

[Dm]

    

 

1.This ho - tel 3. There’s a song on the



  

 

mp



1 3 2 0

0









is full of peo - ple. of ev - ’ry - bo - dy.

bar lips

  

 

1 3 2 0

  

0 0

0



 

 

X X X X

1 1 2 3

 

 

 

 

 

 

1 1 2 3

1 1 2 3

1 1 2 3

1 1 2 3

1 1 2 3

0 1

    

 

The pi - a - no There’s a smile



   

   

   

0

1 3 2 0

1 3 2 0

1 3 2 0

   

Sorgdal



    

w/ad lib. fills on $

[Dm]



  

[F]





        6

[F]









man is real - ly lay - in’ it down. all ’round the room.

   

   

   

   

   

   

   

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

 

  

 

1 1 2 3

X X X X

1 1 2 3

 

 

 

 

 

 etc. 

1 1 2 3

1 1 2 3

1 1 2 3

1 1 2 3

1 1 2 3

[Dm]

     

 



    

  

  

1 3 2 0

1 3 2 0

X X X X



2 0

 

     

mf







3 3 3 1

  

  

3 3 3 1

3 3 3 1

So So

  

  

  

  

  

  

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0







      

  

Ev- en the old bar - ten - der, There’s con - ver - sa- tion

[Bb]

[F]

[A]



 

3



as high as a stee - ple. o ver - flow - ing.

  

  

  

 

 

 

1 3 2 0

1 3 2 0

1 3 2 0

1 1 2 3

X X X X

1 1 2 3

 

why to - night, should I why must I sit



here





  

  

  

  

  

3 3 3 1

X X X X

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

 

 

 

 

 

1 1 2 3

1 1 2 3

1 1 2 3

1 1 2 3

1 1 2 3

[Dm]



wear a frown? in the gloom?

  

 





  

  

  

  

  

  

  

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0



omit on $



   

  

  

  

  

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0



   









mp









3

   

1 3 2 0





0

0

2



0 3

0

Verse

[Dm]

 

  

Sorgdal



     2. The joint is 4. This ho - tel

 0

   1 3 2 0



  



jump - in’ bar



 

[F]

  





all a - round me. has lost its peo - ple.

   1 3 2 0



 

 

1 1 2 3

X X X X

  



 

5 35 3

 

 

 

3  5 3

1

  



5

 

2 0 0

[Dm]

 

  

  





[Dm]









  



 



1 3 2 0

 

  

  





X X X X

[F]



  

1 3 2 0

0

1 3 2 0



[A]

 

 

 

 

    

  

3 3 3 1



2 2 2 0

2 2 2 0

3 3 3 1

 

4 1 4

4

4

1 3

  



me.

 

 

1 1 2 3

X X X X

  

af - ter ’while. here, I don’t know.

  

1

    





 3

5

3

5

5

   

3

0 0

[Dm]

 

  



1/2

3

0

  



But I’ll break out So why must I still be







3    3     

1 1 2 3

   





1/2

Right now the blues want to sur - round The old bar - tender’s a-sleep in the cor- ner,

[Bb]





And my mood is real - ly not in style. The pia- no man has caught the last bus home.

 

 

[F]

     

1 3 2 0

0



 

  









Well tell you.

Let me

 

               

3 2 0

3 2 0

3 2 0

3 2 0

3 2 0

3 2 0



To Coda Ø



I’m I’m

a a



1 3 2 0

3 2 0

Chorus

[F]

 



 

       

mf

   

   

   

   

   

1 1 2 3 3 1

2 3 3 1

2 3 3 1

2 3 3 1

2 3 3 1

2 3 3 1

mil - lion

Sorgdal





miles

   

 



   

          

  

 

 

 

2 3 3 1

2 3 3 1

1 1 2 3

1 1 2 3

1 1 2 3

1 1 2 3

1 1 2 3

a - way,

2 3 3 1

I’m a

[Dm]

  



mil - lion

miles

  





a - way.

 

etc.

  

  

  

  

  

  

  

  

  

  

  

  

  

    

1 1 2 3

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

2

5

[Bb]

   



 

Sail - ing



          



3 3 3 1

3 3 3 1

[F]

 



 

3 3 3 1

like



[Dm]

  



the drift - wood

  

  

  

  

  

  

  

  

  

  

  

3 3 3 1

3 3 3 1

3 3 3 1

3 3 3 1

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0





mil - lion

[A]

 

miles



  

 



a - way,

I’m a

                                              

[Bb]

Sorgdal



3 3 3 1

3 3 3 1

 0

3 3 1

3 3 1

3 3 1

 

like

3 3 1

3 3 1

3 3 1

3 3 1

3 3 1

3 3 1

0

[A]



  

  

  

  

  

  

  

  

  

  

  

  

  

3 3 3 1

3 3 3 1

3 3 3 1

3 3 3 1

3 3 3 1

3 3 3 1

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

1 3 2 0



    let ring...

0 0

1

3

0

Yes,

I’m

a

  

  

  

  

  

  

  

  

  

  

  

      

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

[Dm]

  



  

mil - lion

miles



X X

X X



a - way.

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0



   

on

a wind - y bay.





  

  

  

  

  

  

  

           

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

3 2 0

0 3

    



1 3 2 0

3

2

3

3

2

0

3              

1/2

0



  



the drift - wood





  

[Dm]

  

    

a wind - y bay.







0

  



[Dm]

Sail - ing



  

3 3 1



        

Solo

3 3 1

   

 



3 3 1

on



3 3 1

   





1 1 2 3 3 1



3

 1

5 5

7

7

6 5 3



      



              

     



 



5

3



10 0

5 7 5

3 5 3 5

7 5

X

      



  





13 10

13

13







3

3

3

13 12 10 13 12 10 13 12 10

10 12

14 12

[F]

                  







15

13

13

10 12



13

7

7

       [F]       

13

[Dm]

5

7

full

13 13 13 13 13

      

5 7 5

7

10 9 6 8

3





   



rake

6 7

5

5 7

5

3

5

3

5

5 7

7

X X X

[F]  3 3 3                                          [Dm]



w/ variable P.H.

full

full

8



 





6

X 0

full



    

5

6

8

6

5 6 5

5

6

8

6

5 6 5

7

5

6

8

8



8

           

full

8 6

8

7

7

7

5

7 8



7

7 5

3 5

3

                                          [Bb]

[A]

[Dm]



Sorgdal



8 5 5

5 7

5

7

7

6

5 6 5

6

5

6

8

6

5 8

6

5 7

5

7 5 7

7 5

5 8

5

       







7

7



              





    

     7

5

5

5

5

5

5

5

5

7

3

3

3

3

3

3

3

3

5



  5

Bridge

[Gm]

 

 

 



 

    



3 3 3 5 5 3

 

    

   

  

0 1 2 2 0

0 1 2 2 0

0 1 2 2 0

how I



    

 

 

 

3 3 3 5

3 3 3 5

3 3 3 5

3 3 3 5

 



 

 

 

 

 

 

3 3 3 5

3 3 3 5

3 3 3 5

3 3 3 5

3 3 3 5

3 3 3 5

feel?



I fellhook line and sink -er, lost

my

  



  

  

  

  

0 1 2 2 0

0 1 2 2 0

0 1 2 2 0

0 1 2 2 0

 5  

  

  

  

  

  

0 1 0 2 3

0 1 0 2 3

0 1 0 2 3

0 1 0 2 3

3  





Well, how does it look to you?



    

  

  

      

0 1 0 2 3

0 1 0 2 3

0 1 0 2 3

2

0

3

2





cap-tain and my crew.

  

0 1 2 2 0



 3 

[Dm]

0 1 2 2 0

  

  

  

  

  

  

  

  

  

  

  

    

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

[C]

     



 

 

 

 

 

 

 

 

 

3 3 3 5

3 3 3 5

3 3 3 5

3 3 3 5

3 3 3 5

3 3 3 5

3 3 3 5

3 3 3 5

3 3 3 5

I’m stand - in’ on the land - in’,

 



          



 

Sorgdal

ask

Why

[C]





0 1 2 2 0

[Gm]



 

3 3 3 5

[Am]





 





 

2 0 0

    

and there’s no-one there but me.

  

  

  

  

  

  

  

  

      

0 1 0 2 3

0 1 0 2 3

0 1 0 2 3

0 1 0 2 3

0 1 0 2 3

0 1 0 2 3

0 1 0 2 3

0 1 0 2 3

0 1 0 2 3

2 3

0 2

[Am]



 

 







0 1 2 2 0

0 1 2 2 0

0 1 2 2 0





  

  

    

0 1 2 2 0

0 1 2 2 0

0 1 2 2 0

0 1 2 2 0

 3

           

  

  

  

          

0 1 0 2 3

0 1 0 2 3

0 1 0 2 3

0 1 0 2 3

0 1 0 2 3







3 3 3 5

3 3 3 5

    

0 0

2

2

8

1/2

8

1/2

8

1/2

8

3 3 3 5

 

 

 

 

 

 

 

 

3 3 3 5

3 3 3 5

3 3 3 5

3 3 3 5

3 3 3 5

3 3 3 5

3 3 3 5

3 3 3 5

full

full

full

full

full

full

8

8

8

8

8

8

8

3





1/2

8

3 3 3 5

1/2

1 3 2 0

0

3

gradually release bend full

 



let ring...

3

 

on the deep blue sea.

              

  



[Dm]

8

8

8

8

     

D.S. al Coda     



full



full

8 8 6

6

8

8

8

8

7

ØCoda

[F]

    



mil - lion

           112   33

 [Bb]

 

1

3 3 3 1

3 3 3 1

  

   

   

   

   

   

        

2 3 3 1

2 3 3 1

2 3 3 1

2 3 3 1

2 3 3 1

2 3 3 1

2 3 3 1

 



        

a - way,



   

    Sail - ing

 

miles

w/ad lib. vocals



3 3 3 5

                  

full



 

look - in’ out





0 1 0 2 3

 

 

      

0 4

0 1 0 2 3

   



  

0 1 2 2 0

[C]

Sorgdal

  



That’s where you’ll see me,

             

[Gm]

like

2 3 3 1

1 1 2 3

 



I’m a

  



mil - lion

miles





a - way.

 

 

 

 

etc.

  

  

  

  

  

  

  

  

  

  

  

  

  

   

1 1 2 3

1 1 2 3

1 1 2 3

1 1 2 3

1 1 2 3

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

[Dm]

  

  

  

[A]



[Dm]





the drift - wood,

  

  

  

  

  

  

  

  

  

  

  

  

3 3 3 1

3 3 3 1

3 3 3 1

3 3 3 1

3 3 3 1

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0



   

on

a wind- y bay.







2

5

Vocal tacet 5º then piano solo to fade



I’m



a

  

  

  

  

  

  

  

  

  

  

  

  

  

       

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

X X

X X

 

Bad Penny Words & Music by Rory Gallagher

Dm

Intro

q = 100 [D5]

       Gtr. 1 (elec.)

f

         

C

G

  

  

  

  

  

  

  

  

  

  

Dm

X X X

X X X

X X X

X X X

X X X

X X X

X X X

X X X

X X X

X X X

X X X

X X X

3 2 0

    

2

0

  

Dm

0

 

3 2 0

2

      1 3 2

3 2 0

  

  

1 3 2 0

  

 

1 3 2

3 2 0 0

0

 

1 3 2 0

3 2 0

    

  



let ring...

1 0 2 3

 

0

0

0

2



3 2 0

3 2 0

3 2 0





   





Gtr. 2 (elec.)

f



Fig. 1 Gtr. 2 w/sustain 6

7



F

5

C

D

E

5

4

4



     



           3

  

    

 



5 6 5

6 7

F

  

 7

5

7

1

2 3 3 1

2 3 3 1

8









full

full



0 0 0



  

6

8

4

D5



    

8

E

open 2fr

0 0 0

7

4



6

 

2 3 3 1

  

0

D

  

5

 

Gtr. 1 cont. in slashes

0

Csus2 C

 

1

3

Fig. 2…

D5

2 3 3 1

0

1

Csus2



F

F

D5

Sorgdal

Bb

                      

  

etc.

Gtr. 1 



G/B

  



let ring...



D5

1

Csus2

1 0 0 3

Csus2

  

w/dist.

3 2 0

F

 



D5

3fr open 2fr





   









full

full

8





 

   

…Fig. 2 ends

1. Well like a 

    3

 6

5

6

5 6 5 7



D5

F

  

Verse

      

 

 

   

bad bad

    

4

have turned up a sure lost the



D5     

open 2fr

  



you you

E

4

  



  

pen- ny pen- ny

Csus2 C

D

 

   

gain. glow.

     3    When

  



You’re I’m

 



Csus2 C







E 4

 

mist on my smile’s sure gone



 

 

   

lens. cold.

  



I think you Well it can’t

    full

15



 

         how it was be



  

full



when

  





open 2fr





C



D5

 

  



    



I tripped and like it was

fell. then.





 

full

15



 



know ev - er

Csus2 C

     

  15

4

   

there’s a your

15

D

F

sights, reach



15 13 15 13

4

D5

    

in my out of

D E open 2fr

 



15

4

      



full

15

 



Gtr. 2 (2°)



F



 



Well you Well don’t you

    3    1/2

15

13 15 13 12

15



13

1.



 

F

  

 

 

               dou - ble -dealed me ba - by fool with me ba - by

          Sorgdal



15

15



and I don’t you

Csus2 C



D

E

4

4

 

   broke like



D5   

open 2fr

a



(D5)*

   

(F)

     shell.



Gtr. 2

 





Hey!



 



full

          





Gtr. 1 plays Fig. 2 Gtr. 3 plays Fig. 1. Gtr. 3 w/dist.

full

full full

full

13 15 13

13

15

13

*Chords implied by bassline

15

13

2.



(C)

(D5)

(F)







             3

2. Well like a

          3      

 



 12 13 12 13 12



15

     



full full

full

13 15 15 15 13

15

13

12 13 12 13 12

(D5)

      

mess with my plans.

 Yeah!

  

Gtr. 2











full

 

15

13

(C)

full

10 12

12

(F) (C) (D5)   3 3                                         (F)

(C)

(D5)

Gtr. 1 plays Fig. 2 Gtr. 3 plays Fig. 1 ad lib.







full full

 18 20

10 12

10

12

9

10

9 10 9

12

19 17 12



12



full full

20 18

20

17 18 17 1817

19

19

      3                           3      (F)

full full

(C)

full

20



20

20

$

C

Gtr. 1



 

Some Some



      Gtr. 2





(F)

full

(D5)

  

full

20 20

(C)

1/4

20 20

18 20 18 17 18 17 18 17 15

20

15 18

 15

17

Bridge

Sorgdal

20 18 20

(D5)

full

19 19

19

Gtr. 3 tacet



 storm storm

 -

y y





G

C









nights nights

 

 

1 0 2 3

1 0 2 3

G/B





your I

  









mem - ’ry hear you













haunts me, call - in’,

4 5 5 3



you won’t won’t you

 

 

 

 

 

  

1 0 2 3

1 0 2 3

1 0 2 3

1 0 2 3

1 0 2 3

0 0 2

15

1 0 2 3



Bb







  go go







a - way. a - way.

     







Bb



















C





  

  

  

  

  

 

  

3 3 3 1

3 3 3 1

3 3 3 1

3 3 3 1

3 3 3 1

3

3

 

 









3. Well like 5. Well like

a a





5

5







1



3 3 1

D

D5

F

  

bad bad bad



   

    

   

Gtr. 2 (2°)

pen - ny pen - ny pen - ny

 

 

13

Csus2

C







get it mist

  



E 4

open 2fr







in - side all falls on my

D5



 



  





15













F

    

      



in - to the pic- ture, you can’t to fit you won’t know what’s gone wrong when You’re in my sights there’s a

 

 









   

full

17 15 17 15 17















think got think

you to you

 







8







8



 

know learn know

 

full full

8



Try Well



 

full



  

     



full



Sorgdal

D5  

3

the frame. I down. You lens. I

Gtr. 2 (3°) w/ad lib. fills sim.

 

4

2fr





Gtr. 2 (1°)

Gtr. 2 (2°)





  

full

4

 

3

E

have turned up in the change. a - round and a - round. have turned up a - gain.



D

Csus2 C open

 

you spins you

   

 13 

4

1

full









I’m from how

still now it



F











sore on was







     









but to when



8

    



full

15

17

17

13 15

Csus2 C











D

E

4

4

open 2fr





I’m on stop play I tripped and

  



D5









    

the mend. - ing games. fell.









Times ought to double -

You Well you



full











 







   

sure have keep on dealed me



changed, mov - ing, ba by,

 



8

8







   



6

it won’t you got to I

6

13 15 13





 

13

15



3





 13

14

1. Csus2







C





hap - pen

   



D

E

4

4

open 2fr



 a







-

2. D5









  







4. Well like











full

8





Csus2



   



gain.







a

 

C







spin

on

D

E

4

4

open 2fr



 your



D5





D.S. al Coda













way.





full

8

8

5

 



 









 

full





7

 

Sorgdal

 



8



 

 

     

full

8



To Coda Ø

F

 

15

full

15



ØCoda

C

D

E

4

4

4

3fr









Solo

D5

open 2fr

     



   

cracked like a shell.



Gtr. 2 (2°)

 



 



20

F



20

        





17

20 20

20

3



17 20 18 17 18 17

 

  





   



full

full

full

20 20

20

F

   

C

  

D5

    

 

3

3





3                          full full

full

20

full

full full

17 20 17 20 20 20 18 20

20

20

20 18

20 18

20

18

18 17

18

20

20

18 20

19 1719

D5



  

3

   

19

D5

                       3

  



full

18 20

18

 

full

D5





full

C

    

  

         

19

D5

C



Yeah!



F

      



full



D5





F

 

      



    

full

20

C



full



full

20

20

full



full

20



19

Csus2 C

      

             



20

F

Gtr. 1

       





D5





D

E

4

4

D5

open 2fr

   

   



3          

 



Gtr. 3 plays Fig. 1 ad lib.

19 17

 

full

18 20

full

20 18

20

17

18 17 18 17

19

19

19 17

Repeat ad lib. to fade

D5

F



full full

Csus2 C

D

E

D

4

4

4

D5

open 2fr

F

Csus2 C open

E 4

2fr

D5

 3                                                 

Sorgdal



1820 19

20

 

 

     

  



20 18

17

full

18 1718 17

22 19



1917

20



 

 

   



full full

20 18 20

20

20 18

17

18 18 17 19

 

Bad Penny Words & Music by Rory Gallagher

Gtrs. 3+4 6=D 3=G 5=A 2=A 4=D 1=D

Dm

F

C

G

Bb

Dm*

3fr

C* 5fr

Gtr. 5 6=D 3=G 5=A 2=B 4=D 1=E

Csus2 3fr

Intro 1 bar count in:

q = 100

       Gtr. 1 (elec.)



  

[D5]

f

w/dist.

3 2 0

X X X

  

  

  

  

  

  

  

  

  

  

  

Dm

  

   F                    

X X X

X X X

X X X

X X X

X X X

X X X

X X X

X X X

X X X

X X X

X X X

3 2 0

1 3 2 0

0

0 1

1

2 3 3 1

0 0 0

2 3 3 1

Play Guitar 1 part

C

Dm

F

                         let ring...

 

1 0 2 3

0

0

2

3 2 0

3 2 0

1 3 2

  etc.      3 2 0

0

1 3 2

   

0

    

0

3 1

Gtrs. 3+4 (elec.) (composite part) Tuning: DADGAD



 f

D5

C Gtr. 1

1 3 2 0

3 2 0

C

1

2 3 3 1

    2 3 3 1

0 0 0

Gtr. 1 cont. in slashes



f w/sustain

let ring...

 w/phaser fx

Gtr. 2 (elec.)

        1 0 2 3

0 0

0

2

 

3 2 0

7

Play Guitar 2 part

  





let ring...

Harm. 12

Sorgdal



5

12 12

12 12 0

Dm

F

  

  

      



 Fig. 1



 

 

D E

4

4

4





        3

6

8

5

6





Fig. 2

0 2 0

0 2 0

0 2 0

0

5

3fr

4

4



 

   





    

 

0 0 0

0 0

3

0 0

0



full

6

8

7



         

0 0

0 2 0

0 2 0

0

0 3

 0

3

0

0 3

0 0

0 0



 

F

      

 

pen- ny pen- ny



Dm

  



 

       



  



When   Gtr. 2 (2°)     3     

you you

  

C

have turned up a - gain. sure lost the glow.



full

Gtr. 3 plays Fig. 2 sim. ad lib. 15

15

13 15 13 15







  Play Guitar 1 part









F





sights, reach

      

13

15

  

       

You’re in my I’m out of





5 6 5

   



Sorgdal

bad (2.) bad

7





     







D5

 

     3      6



 

Verse

1. Well like a

5

full

0 2 0

0

D5

open 2fr



    

0 3

0 3 E



0

3 D



 

6 8 7 5

0

0 0 C

0

  

5 6 5



  

 

7

         

F

  



full

6 8



     



7



Dm

open open 2fr







full

C

D

C





Dm

 

there’s a mist on my lens. your smile’s sure gone cold.

 



15









    



 

 



I think you Well it can’t

    full

15







  

         







know ev - er

 

full

15



F

full

15

how it was

when

      

be

C

Dm





 

   



 



Well you Well don’t you



    3  





 



full



 

and I don’t you

  

  

        broke like a



  15

15

Dm



    

13 15 13



  

dou - ble -dealed me ba - by fool with me ba - by

1/2

15



            

       

I tripped and fell. like it was then.

F

1. C

shell.

Hey!



  

Gtr. 2





full

15

13



 



full

13

13

Play Guitar 2 part to end of song



[Dm]*

[F]

[C]



[Dm]

[F]







    



2. Well like a  3            3                              

 13 15



 12 13 12 13 12

full full

Gtr. 1 plays Fig. 1 15

13

15

15

 13 15

15

15 13

full full

15

13

15

12 13 12 13 12

15



 

15

*Chords implied by bassline

2.



[C]

[Dm]

[F]

   

  



[C]

[Dm]



[F]





Yeah!   3        Gtr. 2                                     Gtr. 1 plays Fig. 1 ad lib. P.H.    10 mess with my plans.

full



full

10 12

10

10 12

10

12

9 10 9 10 9

12



[Dm]

     3        

full full

18 20 12

[C]

Sorgdal

full full





[C]

20 18

19

20

20 18 20

[Dm]



full

full

20 20

[F]



full

20 20

17 19

12

20

19

                     3     3       full full

17 18 17 18 17 19

12

[F]



19 17

full

20 20

20

18 20 18 17 18 17 18 17 15

$

Bridge

[C]

[Dm]

C



Gtr. 1











Some storm Some storm



         

15

18



  -

  



















go go

    



Gtrs. 3+4

 

       

0 2 3

0 2 3

0 2 3

0 2 3

0 2 3























a - way. a - way.

 

 

 

 

 

0 2 3

0 2 3

0 2 3

0 2 3

5 5 5

5 5 3















C*





X P.S.

 

   

 



0 3 1

0 3 1

0 3 1



 

    0 0

0 3 1

3. Well like 5. Well like

a a

 

 

    

 

3 1

3 1

3 1

3 1

0 5 3



  





1

3

3

5

0 Gtr. 5 (elec. sitar gtr.) Tuning: DADGBE





X

0

5 3

5 3

f 3

3

0 0



 

 

3 3 1







1

Sorgdal

    



 3 3

  

 

you won’t won’t you

5 5 3

3 3 1

3 1



  

4 5 5 3

P.S.







 







 

  

15



 







15







your mem -’ry haunts me, I hear you call - in’,

17





C

y nights y nights



(Gtr. 2  )

1/4



G





  

    

   

bad bad bad



F

pen - ny pen - ny pen - ny

   



Gtr. 2 (2°)





         

have turned up in the change. a - round and a - round. have turned up a - gain.





Try to Well you

1

  



3



full

8 13

 

D

E

D

E

G

4

4

4

4

4

3

open 2fr Dm



   get in - side it all falls mist on my

 





Gtr. 2 (3°) w/ad lib. fills sim.

 

 



think got think

you to you

  



the frame. I down. You lens. I

full

full







F





    

  

know I’m still sore learn from now on know how it was

full

full









Csus2Dm

 





 

 









full

15

full

13

15

Sorgdal









     

 

 

15

Gtr. 5

0 3 2 0



 You Well you

  

 

full







full

8

    







8 8

8





but I’m on the mend. play --ing games. to stop when I tripped and fell.

    

  

C

 

   

17

17

5



   



17 15 17 15



 

      

full

open 2fr open





     





17

D



fit you can’t in - to the pic- ture, won’t know what’s gone wrong when You’re in my sights there’s a



 



F





 





2 0

  

 13 

 



 

3

 





Dm

2 0

C open



  



   





you spins you

Gtrs. 3+4 play Fig. 2 ad lib.

 



C



Dm*



15

6

8

       

 15



3

13 15 13

13 14











 

1. To Coda Ø Csus2

F

 



 

     

Times sure have changed, ought to keep on mov - ing, double - dealed me ba by,

it won’t you got to I

D.S. al Coda C Dm

   







       hap -pen

 

    

a - gain.



  





  

   full

13

 

   





full

13 10

13















 



   

 



Dm

      

   



shell.

Gtr. 2 (2°)







F

   



15









Dm



 



          

20

full

20

19

19

 

             

full full

20

full

full

20

18 20

18





Gtrs. 3+4 play Fig. 2 ad lib.



15

 

C

  

Yeah!

full

Sorgdal

full

Solo

Dm

cracked like a

  





    0 3 2 0

C



 

 



ØCoda

    

full

13 15 13



 

open

    

 







Csus2 Dm

4. Well like a

7



C

spin on your way.



   

 

2.

20

18

20

20

F

C

Dm

                                            3 3 3   17 17 20 20 18 17 18 17 18 20  19 17 19 19  

 

F

  





20 18

20

 







20

18 17



full

full

full

20 20











C







  



Dm







 

F

 



   

    





3

3

full

full

20

full

20

20

full



20

20

  

   



full

20

C







full

 full

20

18 20

Dm

      

   

 

P.H.

19







  19 17





  







 3            17 20 17 20 20 20

0 3 2 0





      0 3 2 0



Sorgdal

18





20

[F]      

    

[C]



  

[Dm]

[F]

3                

Gtr. 1 plays Fig. 1 ad lib. Gtrs. 3+4 play Fig. 2 ad lib.





 19 

full

18 20

20

20 18

17

let ring...



  

18 20

20 18

20



0

0

0

0

Repeat ad lib. sim. to fade

[Dm]

[F]

18

17 18 17





full

20

     full

20

[C]

full

20 18 20





[Dm]

       

full

20

20 18

17

19

18

18 17





 

19





      



0 3 2 0



0 3 2 0





   





19

full

2



Sorgdal

19 17

full

3



 



  

0



17

19

  



    3        



17 18 17

 

[C]



18

19

     





full



 

Barley And Grape Rag Words & Music by Rory Gallagher Tune down a tone 6=D 3=F 5=G 2=A 4=C 1=D

Intro

q = 110 jq = eK x



[C]

[G7]



 





   



1. Well I

  

mf

      strum behind nut!

tap body



3 1 0 2 3

 Verse

   

 

  

care done me







let ring throughout

Sorgdal

3

if I wrong,

 



2 0 5 7

6

7

6 3





 

0

 











  



2

they’ll need more than a low I think it





ball must

  

0 0

1 0

0



and be



0

  

2

0 1 2

0 0

[C]

1

[G7]





 

 1

that

  

0

2



chain. told

 

 0 0



 



1 0

  1 0



0 0

0

to My heart’s

3

          





2

0

[G7/B]

  



1

0

3

so



  

2

3



  ’cause

2 2

3 3



2

0 2

2 3

ed it.

0

0 2

3

0 0 1

1

0

3



0

[D7]

get ar - rest you must have guessed

  

1 0 0 0 2 3

3 1 3 1

1





5

    

0

- night





0

[G6]



3

  





don’t Ba -by’s

 

2 1 0

3

[C]



3                                     



Gtr. 1 (acous.) count in cue:

2

2 3

0 0 0

0

0

3 3

   

3

3

[C]

I don’t care I don’t wan -na





 0









0

0 0









  

2

  



2

com - ing pret - ty



2 2

in soon

  

to

 

town

2



the

feel

  

0

2



1

0











1 0

      

 

2

    



  

3

 3



0 2

 



3

 

2

1 1 2 3 3 1

 

beer or take my



and ex - plain

 

   

hold... 3 1 0

2 1 2 1

 





where

the I’m







  

2



  

2

2 0



  

2

0

1 2

1 2

2

0 0

3

two. name

is, is.







[D7]

3 2

 

 

0

3 3

0 0

[F#dim]

I think I need a lit - tle a - long come a cop he can

0 1 3 2 3

0

2 3

1 0

3

1 0



0

     

 



 

1 0

  

0

[F]

tell me where that place what a fed - er - al case

 



 



2

   

  



0 0

 

0

 



 



3

so a - lone I’ve been feel - ing blue, walk-in’ down Main Street feel - ing no pain,





3

[C7]

0 1 0 2 3

 



I’ve been When I’m

3



2

[G7]

 

2

3



2 0

[C]

0



1

the same. cold.

 

0 0

friend, me

0

1

0



just I won’t

1 0

Be my to

  



0

0 0

 



3

 

  





I’m ’cause

0 2

     

3

Sorgdal



ed is

0

0

[G7/B]

 

  





3

[C]





 



3

   



 0

3

 



  

2

[C]





 

who’s in - ter - est where east and west

know

 

    



1

[G6]













 





 

 



[D7]

0

[G]

        

 



whis - key flows and the di - ces mix - ing the bar - ley with the





1. [C]

[G7/B]

 

roll grape

1

0 1 2

2

    

0 0 1 2

0 0 1 2

0 0 1 2



  





0 1 1 0



 

0

2

  

0 0 1 2

0 0 1 2

0 0 1 2

 

 

I’m

right or

wrong







 



  



 

to - mor - row

nev - er

2 2

2

  





  



0

1 2



2

0 0

1

0

0 0

0

0

1

2

3

 

   

3. I don’t 4. I don’t



care care





 

a - bout



 

   

get - tin’ if I



  

0



3

[D7]

 



in - ves - ti - gat - ed get ar - rest - ed



 

0







0





0 2

3

0 2



0

and the ’cause to



-

  

2

0

1 2

1 2

2

0 0

3

  

2

2 2

3 3

   1

0

  



2

1 0



 

1 0

1

2



comes.

   

0

[C]

0

2

[G7/B]



  



0

Verse



0 1



 

0



then

2 1

0

  

0





2 2





0



  

2 3

1 0

[G]



2 3

right.

 

2

0 0

2

 

 

2

0 0

3

   



0

  

Sorgdal

2

will make you feel all

etc.

0 0

3

[Am]

 

lights

0





3

0 0

0





0

[E]

[D7]



0

0 3

[Am]

  

 

1 0 0

3

     Bright ci - ty

1 0

3 3

[E]

0 0 0

2

3

      





Look out!

0 0

 



   

 

2. My

1

0 0

$

 



till dawn. a -gain.

1 0 0 0

Bridge



2. [C]

                                        





[G7]

0

[G6]

fa - thers, they’ll need



0 0



 

pret - ty I don’t

sure care











 

0

   



   



1

 



0 0

1 0

2



0

 0



0

  the tra ter - est

 



3

3

 

-



ces ed







  



2

 



  



2

2

0

morn - ing in - to town



[G7/B]

 

    

I’ll

take all the just the

 

  



0

 

0 1 0 2 3

   0

2

2

0 0

[C]

1



 



 

and feel - ing and I’ve been feel - ing

  0 1 3 2 3

 



    

1





0 0

 



1 0

 

2



I’ve been I’ve been



  

1 0

0

0 2

0

0 0

3 3





0

2

[C7]

[G7]

blame. same.

1 0 0

3

   

to -

1

2

0

0

bad alone



0

0 0

feel - ing feel - ing

but I’m

1

2 2



3

   

 

0 0 0

[D7]

0

2

0

 



0

3

smell in -

3

  

1 0

    0

2

3

- mor - row com - in’



 

0



  

0





3

2







I’m

0

that you can who’s

3

[C]



name. a chain.



2





1



Sorgdal

1



3

 





1 0



 



3





my and

  

0 0

[G6]







black a ball

0

0



  



  blue, blue,

3

  I I

3

[F]

      think think

    1 1 2 3 3 1

I need I need

a a

lit - tle lit - tle

3

[F#dim]

    whis - key or beer or

 





all than

0

[C]





they more

 

[G7]

2 1 2 1





ci - ty - night

  

   

[C]

 



 





 





[G7/B]





two. God, two. Hey,

   

 

hold... 3 1 0

[C]







[D7]

 



      



bro -ther you would like be my friend,



  





to

do



 



3









Solo



  

3

where that



 

3

place





0

0



3

0

2 3

That’s

true.

  



2







[G/B]



sleep on di - ces

a

2

0 0



2 0

[C]

[G7]







 

1







0 0

 



 

yeah.

 



1 0



  

1 0

0

0 2

0

0

0

3 3

3

3

3

[F]

3

0

0

0

   

2

2

2





0 1

0

3

[C]

To Coda Ø

Oh

 

0

0

2 0

1

0

1

1

2

cane. till dawn.

1 0

0

0

1

0



walk - ing roll

  





0



0

      





  

3

I’ll flows and the

- night whis - key



To where the

  







2

2

2 3

3

5

4

 



2

0 1

2

1

2

3

        

  

  

    

1 1 2 3

5 4 5 4

5 4 5 4

5 4 5 4

[F#dim]

 

1 1 2 3

0

2

3

0

2 1 2 1

2 1 2 1

5 4 5 4

3 0

3 1

[C]

3

3

Sorgdal

 2

0

2

              



is



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





1

[G]



with it too. tell me







2

[C]

       

0 3 0

5

4

3

1

3

0 1 0 2

1 2

0 0 3

3

0

 

 

 

0 1 0 2

0 1 0 2

0 0 0 0

[G7]



  



1 0 0 0

0 0

3

0 0 0

3 3

   

3



[C]

[F]

                   

 

0

0

2

1

0

2

0

2

1

0

2

0

2

1



1 1 2 3

0

2

2

1

1

 

 

2



[C]

[G7]

[C]

3

0 0

1

0

0 1 0 2

0 2 0

[C]



  





3 5 0



2 4 0

  0 1 0 2

1 3 0

1

0

0

2

2

    

1 1 2 3

1 1 2 3

5 4 5 4

5 4 5 4

5 4 5 4

3 0

0

2 1 2 1

0 1 0 2

 

 

0 1 0 2

0 1 0 2

0 1 0 2

[G7]

3

   





 

  

  







0 1 0 2

0 1 0 2

3 5 0

[C]

[G7] 3



2 4 0

1 3 0

[F]

1

2 1 2 1

5 4 5 4

0 0

1

2

0

0

5

0

4

2

0

2

3

0

1

2

   

  

  

  

  

  

  

1 0 0 0 2 3

1 0 0 0

1 0 0 0

1 0 0 0

1 0 0 0

1 0 0 0

1 0 0 0

     

 

[F#dim]

 

  

    

1 1 2 3

2 1 2 1

5 4 5 4

5 4 5 4

5 4 5 4

0 0

2 1 2 1

3 0

1

3

0



1 1 2 3

[C]

3

 



              

  

 

 

  

0 1 0 2

0 1 0 2

0 1 0 2

0 1 0 2

3

 

  

  

  

0 1 0 2

0 1 0 2

0 1 0 2

D.S. al Coda

  

  

0 1 0 2

0 1 0 2

3

3

ØCoda 

[C]

[D7]

  



 

Sorgdal

  

3





2

2

3

 



  

1

    



        

3

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



 

[F#dim]

  



  

  



[G6]

  



 



Mm





[G7]

   

  

 3 

mm







0







0







0



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

0

2

2

2

1 0

0

0 2

3

0 2

2

3 3

2 0

0 0

1 2

2

1 0

0

1

0

0

0 0

3

0

1 2

0 0

0 3

1

2 3

1. [C]

2. [C]

[G7]

 



[C]

 











                             





0 0 0



0

2

2

0

1 1 2 3

3

[F#dim]

0

0

0

0

0

[C]

      

  

 

   

  

       

1 1 2 3

1 1 2 3

1 1 2 3

2 1 2 1

2 1 2 1

2 1 2 1

5 4 5 4

5 4 5 4

5 4 5 4

2

3

  

2 1 2 1

0 2

3

       1 1 2 3

3 0 0

[D7]





3

2

2

1 2

0

1 2

0

3 1 0 2

0 1 0 2 3

0 1 3 2 3

3 1

1

0

0

3

[Fm]

0

0 0

0

0

[G7]

0 1 0 2 3

1 1 2

1 1 2 3

0 0 0

1 1 1 3

0 0 0

1 0 0 0 2 3

0

0

3

0

0

0

5 1

0 4

2

[C]

0 0 0

0 1 0 2 3

[C7]

0 1

2

1 0

3

0

[F]

1 1 2 3

3

1

3   3                                                           

Sorgdal

0 1 3 2 3

3

[C]



0 1 3 2 3

                   

2

0

0 1 0 2 3

[G7]

2

1



                  

                

3 0 0

             

2

0

0 2

3

3

 



0 0

2 3

[F]

 

1 0

3

  



1 0

[C7]

2

1

0 0

3 3

0

3

0

3

0 1 3 2 3

    

0 3

Big Guns Words & Music by Rory Gallagher C5 [A5]

B¨5 [G5] 5fr

Csus4 [Asus4]

C [A]

E¨ [C]

B¨ [G]

3fr

G [E]

C5* [A5*]

G/F [E/D] 2fr

F [D]

C5** [A5**]

9fr

7fr

2fr

Gtrs. 1+2 Capo 3rd fret

Intro

q = 169

 Gtrs. 1+2 (elec.)                                                    Gtr. 1 (elec.)

f



C5 [A5]

B¨5 [G5]

All Gtrs. w/dist.

0

7 5

7 5

0

7 5

X X X X X X X X

X X

7 5

0

7 5

7 5

7 5

7 5

5 3

0

5 3

0

5 3



0 0 X X

2

3

2

3

2

3

2

0

3

*Symbols in parentheses represent chord names with respect to capoed guitar. Symbols above represent actual sounding chords. (TAB 0=3rd fret.)



C5 [A5]



B¨5 [G5]

















1. Well,

you

                                                    



7 5

$

Verse

 



Sorgdal

7 5

C [A]



0



7 5

 

X X



X X





X X

X X

0



think you’re sit - ting pret - ty, (2.) long way from the pool (3.) nev - er felt so grit - ty,

7 5



0

7 5

7 5

7 5



5 3

0

5 3

0

5 3



 



but you’re through the yeah, the

halls,

X X

X X

E¨ [C]

 

3



2



3

2

3

B¨ [G]



2

0



3

C [A]



sit - ting on a pow der keg. rack - ets and the pet - ty crime. sweat’s pour - ing down your back.

    

  

  

  

  

  

  

  

  

  

  

     

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

  

2

0 2 3

  1 0 2

      0 0 3

0 0 0

0 0 0

2 2 2 0

 





















Csus4 [Asus4]







Well, you think you’re stand - ing stead - y, Well, you thought you were a tough You’re like a ti - ger in the jun -



   



  

  

  

  

  

  

  

  

  

  

  

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

3 2 2 0





B¨ [G]

 





weak as a match bit - ten off too much can’t find your



1 0 2

0 2 3

- stick this way

1 0 2

0 0 0

0 0











leg. time. back.

0 0 0

C5* [A5*]













but but and

you’re you’ve you



  

  

  

  

  

  

2 0

2 2 2 0

5 2 2 0

5 2 2 0

5 2 2 0

5 2 2 0





Csus4 [Asus4]

  





Well, there’s a rum - ble in the ci - ty, You’ve stepped on the wrong toes, You have - n’t played your cards right

  

2 2 2 0





there’s now



   







  

  

  

  

  

  

  

  

  

  

  

  

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

3 2 2 0

3

 

Sorgdal



             

 



C [A]



one, gle

  

E¨ [C]

C5* [A5*]

2 0

  

  

2 2 2 0

5 2 2 0

  

a look you

E¨ [C]











call - out who have - n’t

  

  

    

5 2 2 0

5 2 2 0

5 2 2 0

0 2 3

B¨ [G]





for you’ve seen

C [A]



 your



1 0 2

0 0 3

0 0 0





head. up - set. the signs.

              1 0 2



0 0 0

2 2 2 0





Now you’ve you

Well, Well,

  



  

  

  

  

  

  

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

   





 





is - n’t it a pi - ty, walked on the wrong turf, tried to run the whole game,

   



2 2 2 0



  

  

  

  

  

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

  

  

  

2 2 2 0

2 2 2 0

2 2 2 0



 



  

E¨ [C]





B¨ [G]

C [A]



 

  

your fu - ture’s just a lump of lead. you’ve got your pic - ture on the P’lice Gaz - ette. now you’ve come to the end of the line.

  

  

  

     

2 2 2 0

2 2 2 0

2 2 2 0

       1 0 2

0 2 3

1 0 2

0 0 0

0 0

    0 0 0



  

2 2 2 0

 



But now Well, now But now

  

  

  

  

  

  

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

3

Chorus



G [E]

 



 

    0 0 1 2 2 0



  

  

  

  

  

  

  

  

  

  

  

  

       

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

 

7 5

7 5

Hey!







 7  5

7 5

X X

X X

0





                                   0

7 5

0

7 5

7 5

7 5

5 3

0

5 3

0

B¨5 [G5]





0

B¨5 [G5]







7 5

big guns. big guns. big guns.

  



7 5

and the and the with the





  

            

Sorgdal

you’re caught be - tween the law you’re caught be - tween the law ’cause now you’re face to face



  

             

C5 [A5]

no place to run, no place to run, no place to run,



  



0

 



  



7 5

  



  

 

7 5



 

  

1. C5 [A5]



    

you’re run - ning scared, you’ve got you’re run - ning scared, you’ve got you’re run - ning scared, you’ve got









To Coda Ø

5 3

5 3



X X



2

3

2

3



2

3

2

0

7 5

0

7 5

7 5

7 5

0

5 3

5 3

0

5 3

X X

2

3

2

3

2

3

   

  

2. Well, it’s

a

                                   5  3

0

3

2

0

 3

  

2. C5 [A5]

 







B¨5 [G5]







Uh!

                                                   



7 5

7 5

7 5

0

X X

X X

X X

X X

X X

0

7 5





7 5

0

7 5

7 5

5 3

0



5 3

0

5 3





X X

X X

2

3

2

3

2

   

2

0

3

   

Gtr. 2



3



w/tone control 1/2

0



0

C5 [A5]







 



3

Gtr. solo

Sorgdal



 

0



7 5

5 3

7 5

7 5

0

X X

X X

 

X X



X X



X X

 

7 5

0

0

7 5

7 5

7 5

5 3

0







0





18

3

16

                                     

full

5 5 7



5 5

full

5 5 7



5 5

full

5 5 7



5 5

5 5 7

5 5

5 5 7

5 5



  





full

full

B¨ [G]



5 3

C [A]



   



5 5 7

5

7

 

1 1/2

0

0

   



   



1/4

5 7

5 3



   

         full

5 3

     8

18

E¨ [C]

full

5 3

  

5



5 3





C [A]

full

5 3

0

Slide pick down 1st string whilst trilling with left hand





5 3



  

ff

cont. in slashes

   







 

                                      

cont.





0

Hey!







B¨5 [G5]

1

5 7

7



0 12













 

E¨ [C]

       

B¨ [G]

    

  



      

3   3                    

              



full

full

8



C [A]

5

8 5 8 5 8 5 8 5 8 5 8 5 8

7

5 7 5

5

8

8

8

5

8 5

5 7



Csus4 [Asus4]

  



C Csus4 C [A][Asus4] [A]

 

  

     



               

B¨ [G]

      

 





P.S.



E¨ [C]





C [A]



7

5

14

     

 

       

    

7 0

2

2 0 2 0 2 0 2 0 2 0 2 0

X

0

0 3

Csus4











 

C

Csus4 C

 [Asus4]   [A] [Asus4]  [A]          





5 5

3

0

E¨ [C]

5

B¨ [G]

   



5 5

0

2 0

5 5

2 0

0 0

5 5

5 5

5 5

7 7

full

5 5

 





       

full

5

8

7

7

7

5 7 5

7

5

7

7

5

7

0

Csus4 C [Asus4] [A]



C [A]

2 0

                             7

0

2 0

3 5 3



Csus4 C Csus4 [Asus4] [A] [Asus4]

  

 

C Csus4 [A] [Asus4]

  

C [A]

E¨ [C]

     

  



B¨ [G]

C [A]

   



  0

0

       

                                        w/tone control w/ad. lib P.H.  10 5 0  5 7 7 5 7 5 5 7 7 7 5 7 7  3 5 5 3 5 5 3 3 3 5 5 3 5 7 full







Csus4 [Asus4]

     

      full

8

Sorgdal



10



C





 [A]  

Csus4 [Asus4] 



C

 [A]  

E¨ [C]

  

B¨ [G]



10



8 10

8

10

C [A]

    

              full

10

 



   

    

8 10 8



8 10

cont. in stave

10

10

10



 0

Bridge

G/F [E/D]

F [D]

 

      



Your back’s



G/F [E/D]



  

a--gainst the wall,

 



   

you don’t like





it there at all.

                                            Gtrs. 1+2



9 9 0

7 7 0

0

F [D]

 

  





0

9 9 0

0

0

0

0





0

0

0

0

0



7 7 0

0

    



Now

0

7 7 0

0



0



  

         

7 7 0

0

0

0

0

0

0

0

0

0

0

0

7 7 0

0

7 7 0

0

ØCoda



C5 [A5]

7 5

7 5

7 5

0

7 5



     



7 5

7 5

0

7 5

7 5

    

Gtr. 2





X X

 

0

0



0

0





you got no

0

0

Sorgdal



14

0

  

0

9 9 0

0

D.S. al Coda





friends you can call. 3.Well, you

9 9 0

0

0

0

0

0

0

0

0

7 5

7 5

0

7 5

7 5

5 3

0

5 3

0

5 3

7 5

7 5

7 5

7 5

7 5

0

5 3



5 3



X X

B¨* [G*]

5 3

0

5 3



3

0

0

0

0

2

3

2

3

   

   

   

3 3 4 5 5 3

3 3 4 5 5 3

3 3 4 5 5 3

   

        

   

   

3 3 4 5 5 3

3 3 4 5 5 3

3 3 4 5 5 3

3 3 4 5 5 3

    

  

w/slide 14 14 12 14

0

          

                      

X X

0

  

B¨5 [G5]

       

0

0

                                   

C5 [A5]



0

B¨5 [G5]

           



0

G/F [E/D]



your world’s a -bout to fall,

9 9 0

9

12 12 12 12

2

0

3

 

Gtr. 1 cont. in slashes 0 0 0 0

Gtr. solo

C [A] Gtr. 1



Gtr. 2



Csus4 [Asus4]



     

  



C Csus4 C [A]  [Asus4]   [A]

 





15

15

  

15







B¨ [G]







 

       8





8

10

10

 

C Csus4 C [A][Asus4][A]

13



  

5

3

Csus4 [Asus4]



  

5

3



Csus4 C [Asus4] [A]

 5

       Csus4 [Asus4]







10

12

12

15

10

8

8

10

8

E¨ [C]

B¨ [G]

 



C [A]

    8 8

5 5





8 8

 



  

 



17

17

17

17

17

17

17





Sorgdal



 





0

3

3

3

 

 3

5

  

 3

5



E¨ [C]

29

   5

3

5

[G] 

C [A]





8

5

5





7

8





17

   7

C [A]

C [A]



 

5 5

B¨ [G]

Csus4 [Asus4]



8

 Csus4 C [Asus4] [A]



C [A]

10

0 0

10

E¨ [C]

15



10

8 8

5

C Csus4 C [A] [Asus4] [A]

10

B¨ [G]

8 8

5 5



         

10

C [A]



E¨ [C]



12

10



15 0 14 0 13 0 12 0 13

Csus4 [Asus4]

       



   

15

cont. ad lib. sim.

   





C [A]

      

ff 12

 

E¨ [C]





  8

5





 Outro



Csus4 C Csus4 [Asus4][A] [Asus4]

     5 5

3

5

  3





5

3

[G]   

E¨ [C]





5

5

5

5

C [A]



8





3

5



5





C5

B¨5



7 5

7 5

7 5

0

7 5



                           

X X

X X

X X

X X

X X

X X

X X

X X

C5 [A5]

X X

5 3

0

5 3

5 3

0

5 3







7 5

7 5

0

7 5

7 5



C [A]

X X

X X

X X

X X

X X

X X

X X

X X

   

2 2 2 0

 

X X

2

 

 

0



5 3

0

5 3

0

5 3

 5 3

C** [A**]

    

X X

0

0 0

2

5 2 2 2 0



Sorgdal



 

3





10 7

2

2

3

2



 



 

5 2 2 2 0

Feedback 8

3

   

    

10

14



  

X X

B¨5 [G5]

    





5

                                                    





Gtrs. 1+2

0

              



 



5

C [A]

 0

Freely

    2 2 2 0

Big Guns Words & Music by Rory Gallagher Gtrs. 1+2 6 = G 3 = Bb 5=C 2=D 4=F 1=G (or Capo 3fr.)

B¨5 [G5]

†C5 [A5]

C [A]

5fr

Csus4 [Asus4]

C5* [A5*]

G [E]

2fr

3fr

G/F [E/D] Intro 1 bar count in:

F [D]

B¨sus4 [Gsus4]

C* [A*]

4fr

B¨ [G] 2fr

q = 169 C5 [A5]

B¨5 [G5]

  Gtr. 1 (short scale elec.), Tuning: GCFBbDG          



                                       

f



w/dist.

7 5

0

7 5

7 5

0

  

X X X X X X X X

X X

7 5

0

7 5

0



7 5

7 5

5 3

0



5 3

0

5 3





0 0 X X



2

3

2

3

2

3

2

0

0

           w/dist.

Gtr. 2 (short scale elec.), Tuning: GCFBbDG



2

3

2

3

2

3

2

0

0

Play Guitar 1 part; ambient sound from live room mics left in mix on backing track version †Symbols in parentheses represent chord names with respect to GCFBbDG tuning (or Capoed Gtr, TAB 0 = 3rd fret) Symbols above represent actual sounding chords.



C5 [A5]



B¨5 [G5]

















1. Well,

                                                   



7 5

7 5

0

7 5

X X

X X

X X

X X

X X

0

7 5

0

7 5

7 5

7 5

0

5 3

5 3

0

5 3



X X

X X

you

    2 2 2 0

2

3

2

3

2

3

2

2 2 2 0

0

                                                       Sorgdal



7 5

7 5

0

7 5

X X

X X

X X

X X

X X

0

7 5

7 5

7 5

7 5

7 5

0

5 3

5 3

0

5 3



X X

X X

2

3

2

3

2

3

2

0

$

Verse

 

C [A]

 



  







[B¨]

    

   

   

  

                      

  

Fig. 1...

  

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

  









 

5

5

5

2 2 2 0



2º ad lib. sim.; 3º w/ad lib. fills

2 2 2 2 2 0

0 0 0





3



5

5

5 0

5

    

 

5

5



5

5



5 3

5 3





  

  

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

  

       

5

[B¨]



  

7 5 5

 

5

C [A]

as a match - stick leg. but you’re weak but you’ve bit - ten off too much this time. and you can’t find your way back.

  

   

   

  

  

   

  

 3          

  

    



2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

0 0 0

0 0

3

2 3 2

7

7

7

7

5

5

5

5

5

2 2 2 0

    2 2 2 0

7 5

 

   

7

7

5

5

7 5

7 5

7 5

5

7 5

7 5

7 5

7 5

7 5

5 0

3

5 3

5 3

3

2 0

0 3

 

   

  

5 2 2 0

5 2 2 0

…Fig. 1 ends

0

                            7

C5* [A5*]

2 2 2 0

3

  



2 2 2 0

7

5

Well, there’s a You’ve stepped You

  

2 2 2 0

7

   



    2 2 2 0



   

2 2 0

   



    

0

5

[E¨]



3

5



Well, you Well, you thought You’re like a

2 2 2

0

2 3

       

think you’re stand - ing stead -y, you were a tough one, ti - ger in the jun - gle



2 2 2

2 2 0

7 5



but you’re sit - ting on a pow - der keg. through the rack - ets and the pet - ty crime. yeah, the sweat’s pour - ing down your back.

  

2 2 2 0

C [A]

 

    

 

Sorgdal

 



think you’re sit - ting pret -ty, (2.) long way from the pool halls, nev - er felt so grit - ty,

[E¨]

    2 0

2 0

2 0

2 0

    2 0

7

7

5

5





 

 





Csus4 [Asus4)



C5* [A5*]



rum - ble

in the ci - ty, on the wrong toes, have - n’t played your cards right









there’s now







5 2 2 0

5 2 2 0

5 2 2 0

5 2 2 0

3 2 2 0

  

 

                 





5

5

5

5



5

5



5

5

5 2 2 0

5 2 2 0

5

5

 



is - n’t it a pi - ty, stepped on the wrong toes, tried to run the whole game,

0 0



5 0

0 0

0 0

3

3

3

5 3

5

5 3

7 5

5

5





Now Well, you’ve Well, you

 

  

  

  

  

  

  

   

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

7

7

7

7

7

7 7

5

5

5

5

5

5

5

 

  

  

  

  

 



2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

0 0 0 0

  

  

2 2 2 0

2 2 2 0

0

  

  

  

 3          

  

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

0 0 0

0 0

3

2 3 2

C [A]











But now Well, now But now

  

  

  

  

  

     

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

0 0 1 2 2 0

5

5

5

5

5

7 5

5

5

0

0 0 1 2 2 0

                               

7 5

5

 



3



2 2 2 0

       

7

[B¨]



  



your fu - ture’s just a lump of lead. you’ve got your pic - ture on the P’lice Gaz - ette. now you’ve come to the end of the line.

  



5 2 2 0

7

5

   



           

[E¨]

      

2 2 2 0

  

7



for your head. you’ve up - set. seen the signs.

  

0





  

5

5 2 2 0

a call out look who you have - n’t

C [A]



  

7

2 2 2 0

  

    



  

7

  

 

  

  

  

[B¨]

   



Sorgdal



[E¨]

5

5

5

5 0

3

5 3

5 3

3

2 0

0 3

2 0

2 0

2 0

2 0

2 0

2 2 2 2 0 0

Chorus



G [E]











 

    

you’re run - ning scared, you’ve got you’re run - ning scared, you’ve got you’re run - ning scared, you’ve got





  

 

you’re caught be - tween the law you’re caught be - tween the law ’cause nowyou’re face to face

and the and the with the

 



no place to run, no place to run, no place to run,

To Coda Ø











big guns. big guns. big guns.

   

 

     

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

       

0 0 1 2 2 0

2 2 0

2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

  

 

               

2 0

2 0





2 2 0

2 2 0

2 0

2 2 0

2 0

2 2 0

2 2 0

2 0

2 0

2 0

2 0

2 0

2 0

0

                       (2º w/tremolo slide down bottom three strings)

2 2 0

2 0

2 2 0

2 2 0

2 2 0

2 2 0

2 2 0

2 2 0

2 2 0

2 2 0

0

2º Play Gtr. 2 to end of song

1. C5 [A5]

 

 



B¨5 [G5]









Hey!



                                                     

7 5

7 5

0

7 5

7 5



X X

X X

X X

0

7 5

0

7 5

7 5

7 5

0

5 3

5 3

0

5 3

5 3



X X

2

3

2

3

2

3

2

0

3

                                                     Sorgdal



7 5

7 5

0

7 5

7 5



X X

X X

X X

0

7 5

0

7 5

7 5

7 5

0

5 3

5 3

0

5 3

5 3



X X

2

3

2

3

2

3

2

0

3



C5 [A5]







              

7 5

7 5

0

7 5

 7  5

7 5

7 5

0

7 5

2. C5 [A5]

 

 7  5

X X

X X

0

7 5

0

7 5



   



2. Well it’s

a

7 5

7 5

5 3

0

5 3

0

5 3

 5  3

X X

2 2 2 0 2

3

2

3

2

3

2

X X

X X

0

7 5

0

7 5

7 5

7 5

5 3

0

5 3

0

5 3

 5  3

B¨5 [G5]



X X

2

3

2

3

2

3

2 2 2 0

0

2





     

                                  







                                  

              

B¨5 [G5]





0

 

 

3



Uh!



                                                  



7 5

7 5

0

7 5

X X

X X

X X

X X

X X

0

7 5

0

7 5

7 5

7 5

0

5 3

5 3

0

5 3



                                     Sorgdal



7 5

7 5

0

7 5



X X

X X

 2

3

    P.H.

1/2

2

3

2

3

2

0

   





3

  3 0

0

0

0 5

X X

X X

X X

X X

0

7 5

0

7 5

7 5

7 5

0

5 3

5 3

0

5 3

0

C5 [A5]









7 5





3

7 5

0

7 5

7 5

X X



   



X X

X X

 

7 5

0

7 5

0

7 5

7 5

0





0





18





3

16

  







5





       

     

     

   

X X X X

4 5 5 3

X X X X

X X X X

6 7 7 5

4 5 5 3

4 5 5 3

4 5 5 0 0 3



full

5 5 7

5 5

full



8

[E¨]





5 5 7

5 5

full

5 5

5 5

7

full

5 5

5 5

7

8

8

11

[B¨]

5 5

5 7

8 5 8 5 8 5 8 5 8 5 8 5 8

5

7

7

 12

9

C [A]



full

5

7

5 7 5

8

5 8

8

5

8 5

5 7

              

 P.S.



5

7

[B¨]

8

Sorgdal

1/4

  3 3                     full



0

C [A]

full

5 5

7

0



[E¨]





3

7

              

6 7 7 5

               

full full

5 5

4 5 5 0 0 3



Gtr. 1 plays Fig. 1 (x3) ad lib. sim. full



  

   



                     





18

C [A]





  Hey!

4 5 5 3

Slide pick down 1st, 2nd and 3rd strings

 



                                  







B¨5 [G5]

[E¨]

 



[B¨]

7

5

14

C [A]

                  7

0

2

2 0 2 0 2 0 2 0 2 0 2 0

X

0 0

0 0

3

2 0

0 3

2 0 3

2 0

2 0

2 0

2 0

5 5 0 0

[A]                                           [E¨]

[B¨]

full



5 5

5 5

5 5

5 5

5 5

7 7

5 5

C

full

5

8

7

7

7



7

5

7

0

5

7

7

5

7

0

0

[E¨]



5

7 0

             

[B¨]

C [A]

                    w/tone control full



5 5 5 3 3

5











5

3

5

5

3

5

  





full

5

3

5



7

7 5 7 5

7

5

7

7

7





10 0

7

7 5

[E¨]

   

[B¨]

     

 

C [A]





10

10

  

full

8

8

10



8

10

10

8 10 8

10

8 10

10

0

4 5 4

Bridge

G/F D [E/D] [F]

 

   



 



Your back’s

  

Gtr. 1

    

  





a - gainst the wall,

G/F [E/D]

  

 

you don’t like



  

  

0

0

2 3 2 0

4 5 4 0

  

   

  

    

0

2 3 2 0

2 3 2 0

4 5 4 0



  

   



it there at all.

  

  

w/flanger



4 5 4 0

2 3 2 0

    Gtr. 2

Sorgdal



4 5 4 0

0

    2 3 2 0

0

0

0

0

0

       0

0

0

0

0

0

2 3 2 0

0

X X X X

0

0

0

0

0

     0

0

0

0

0

0

  

   

0

4 5 4 0

4 5 4 0

D [F]

 

   



4 5 4 0

    





Now



your world’s a-bout to fall,

  

4 5 4 0

   

0

2 3 2 0

0

0

0

0

    

0

0

0

0

0

0

0



  

you got no

  

  

0

2 3 2 0

4 5 4 0

  

   

  

   

0

2 3 2 0

2 3 2 0

4 5 4 0

2 3 2 0

0



 

  

2 3 2 0

   





  





G/F [E/D]



D.S. al Coda



  



friends you can call. 3.Well, you

  

   0 0

0

0

0

0

0 0 0 0

                 

0

4 0

0

4 0

4 0

4 0

4 0

4 0

7 7 5 5

ØCoda



C5 [A5]

B¨5 [G5]

                                                       X X X 7 7 7 7  X 5 5 5 5  0 X X X 0 5 0 5 5 5 0 3 3 0 3 3 X 2 3 2 3 2 3 2 0 0                                                       



7 5

7 5

7 5

7 5

7

7

7

7

5

5

0

5

  5

X

X

X

X

X

X

5

0

7

7

7

5

5

5

C5 [A5]

5 3

0

5 3

5 3

0

5 3

B¨ [G]

 

X X

2

B¨sus4 [Gsus4]

3

2

                                 

  

  

       

       

   



0

0 0 0

0 0 0

0 0 0

0 0 0

3 1 0 0

3 1 0 0

3 1 0 0

3

3

3

3

3

3

3

3





7 5

7 5

7 5

7 5

     0



X X

X X

X X



w/slide

Sorgdal

7 0



14 14 12 14

14

0

7 5

7 5

7 5

7 5

7 5

0

         w/fingers



9

 

5 3

0

5 3

0

B¨ [G]

   

2

   

3

2

0

   

   

3 0 0 0

3 1 0 0

3 1 0 0

3

3

3



w/slide 12

5 3

3

0 0

0

  0 0 0 0



     3                        Gtr. 1 w/Fig. (x3) ad lib. w/slide  solo

[A]

14



14 15 15



15

15

15

15

15

15

13

13

15

15

14

12

5 5

5 5

5 5

3

 12 10

5

5 5

5 5

3

5

5 5

5 5

3

5

[E¨]





5 5



3



12

15

17

17

     

 

0 0

3

3

Sorgdal





3

3

3

3







[E¨]

[B¨]



     8 8

[B¨]



17



5 5

8 8

C [A]



3

5

17

17





17

17

     

[E¨]



[B¨]

5

3

3

5

[E¨]



     0 0

12 12

 

C [A]





 

3



5 5

7

8

  

5

8



 5

29



C [A]



 

5 8





14

14

8 8



14



(approx. point beyond fretboard)

   3

5 5

14

0 0

C [A]

        

                   5 5



14 14

[B¨]

14 14

 

14 14

3

3

17 17

       



15

[E¨]

 14



15

   

       

14

5 5



15

17

  



15

17





15 15



[A]

5

 

 3

5

[B¨]

C [A]





 



  



3

5

5

5



5

5

8





3

5



 5



5

Gtr. 1



 0

Outro



C5 [A5]

        



7 5

7 5

                           

        

0 0 7 5

0

B¨5 [G5]

X X

X X

X X

            

X X

X X

X X

X X



X X

X X

X X



7 5

7 5

7 5

0

7 5

0

5 3

0

5 3

5 3





5 3

0

C5 [A5]

5 3

0

5 3

5 3





P.S.



X

0

X X

            



w/fingers



5 3

 





  



0

B¨5 [G5]

                                                    

7 5

7 5

0

7 5

7 5



X X

              

7 5

Freely

    



2 2 2 0

  

Sorgdal



7 5

0

7 5

7 5

X X

X X

X X

X X

X X



X X





X X

0

  

   



2 2 2 0

2

   



0

 

w/slide 7

9

9

7

9

9

7 5

7 5

0

7 5

7 5



X X

2 2 2 0 2

3

2

5 3

5 3

C* [A*]

     5 2 2 2 0

0

5 3

5 3



2

3

2

0

    

7 2

3

2

   

3

2

3

2



 



 

5 2 2 2 0



7 0 5

3

                         0

C [A]

 

X X

   

0

5

2 2 2 0

Blister On The Moon Words & Music by Rory Gallagher E

D

G

7fr

A

5fr

D/A

C

E/G#

10fr

E5

G/B

3fr

F#5

9fr

G#5

C/E 12fr

D5

D/F# 5fr

D*

7fr

E7#9

4fr

Intro

q = 131 E



Gtr. 2 (elec.)

 



 

 

    

9 9 9 7

9 9 9 7 0

w/clean tone

     Gtr. 1 (elec.)



f w/dist.



   

9 9 9 7 0



Sorgdal

    



    

    

7 7 7 5

9 9 7



  

  



      

  

 

   

9 9 9 7

9 9 9 7

X X X X

12 12 12 10

12 12 12 10

X X X X

  



   

9 9 9 7 0

G

X X X X

X X X X

D (E bass)









 

 

  

   

9 9 7

7 7 7 5

7 7 7 5

7 7 7 5

D



   

 

     

  

 

   

5 5 5 3

5 5 5 3

X X X X

7 7 7 5

X X X X

 

X X X X

7 7 7 5

E

X X X X

G



  

  



      

  

 

   

9 9 9 7

9 9 9 7

X X X X

12 12 12 10

12 12 12 10

X X X X

  

X X X X

© Copyright 2009 Strange Music Limited. Bug Music Limited (85%)/ Warner/Chappell Music Limited (15%). All Rights Reserved. International Copyright Secured.

X X X X

 

 

7 7 5

9 9 9 7

9 9 9 7



 

  



7 7 5

9 9 9 7

9 9 9 7

7 7 7 5

C

 

 



   

       7 7 7 5











   

D (E bass)





E

  



E* 6fr

  

C

D



   

 

     

  

5 5 5 3

5 5 5 3

X X X X

7 7 7 5

 

X X X X

7 7 7 5

 

E

 







                    



9 9 7

9 9 7

9

7

7

9

9

7

9

7

9

9

 14

 

 

  

 

 

3 3  3                 





9

7







7 9 7

9 0

 

 

          

full

7 9 7 9

7 9 7

5

7 9

9 9

0

 



 





      full





0



10

10

8

8

7

9

12 9

7

6 7

0

11

11

0

0 0

0

0

D (E bass)



           



Verse



    

what to 1. Ev -’ry - one is say - ing 2. Now you lay you down to sleep, make (3.) if you learn your les - son well and you want to run a -way, o(4.) now

    Sorgdal

    mf

 

9 11

E

$

9

9



do and what to think, sure and get some rest, step up - on the line, kay, let’s see you run,

 

          



 

and when to ask per -mis -sion when you to - mor- row is an - oth - er day and save your breath un - til for - e - ver, we should run a - cross the fro - zen air, try



 



9 9 9 7

9 9 7 0

    7 7 7 5

0

E



      

  

feel you want you must pass get a - long rest - ing

  







to the just on the



blink. test. fine. sun.



  

 

  

7 7 7 5

7 7 7 5









First look left try and think too bend your heart if you feel

Don’t We’ll And







and then look right and diff - ’rent now, un - til it breaks, make it burn you,

       0



9 9 9 7 0

0

G

D (E bass)

6 3fr





    

  

 



now look straight a -head, what we say is best, sure you feel no pain, don’t yell out in pain

  

   



 

make

   



    

9 9 9 7

9 9 9 7

     

      

sure and take a warn - ing of lis - ten lit - tle man you’re no real - ly want to crush you and wish you had a vel - vet sponge

or

  



   

0 0 0

D

C D

          

      





C

ev - ’ry word we’ve said. bet - ter than the rest. give you to the rain. full of sooth - ing

   



  

7 7 7 5

0 0 0

To Coda Ø 1, 3. C

 

2. D

C D

           



 



C



D

cont. in stave

    



 

4. But

            rain.

f

 Sorgdal

5 5 3

7 7 7 7 5 5

 

        

 

         

 

        

               

 

        

   

7 7 7 5

7 7 7 5

7 7 7 5

7 7 7 5

7 7 7 5

7 7 7 5

7 7 7 5

7 7 7 5

7 7 7 5

7 7 7 5

5 5 3

7 7 7 7 5 5

5 5 3

7 7 7 7 5 5

5 5 3

7 7 7 7 5 5

X X X X X X

 

5 5 3

7 7 7 7 5 5

5 5 3

7 7 7 7 5 5

0 0 0

Interlude Gtrs. 1+2

                                   

   

E/G#

G/B

9

C/E

12 9

9

D/F#

5 12

11

7

12

5

14

E/G#

E/G#

9

5

7

7

G/B

G/B

7

12 9

9

C/E

9

Bridge

9 9

5 12

11

12 14

A

             lay be - side

       Gtr. 1



2 2 2 0

      Gtr. 2

Sorgdal



2 2 2 0

the way - side,

5

D/A

     2 3 2 0 0

     2 3 2 0 0

9

9 9 7 0

E5

F#5

7

7

      

5

7



7





7

7



7 5

5

9

E



12 9

7

12 14



 



Don’t

                       

D/F#

5 12

11

D/F#



C/E

   

G#5

E5

F#5



G#5



all a - round the road we’ve set,

                              2 2 0

2 2 2 2 0 0

4 2

            0 0 1 2 2 0

0 0

0 0 2

6 4

2 2 0

2 2 2 2 0 0

4 2

6 4

                     6 4

2 2 0

2 2 2 2 0 0

4 2

6 4

A

             

      

smile and look



hap - py fool



     

    

   

or we’ll throw you

in

the

A

C

    

      

2 2 2 0

2 0







2 2 0

2 2 0

4 2

6 4



              2 2 0

2 2 0

2 2 0

4 2

6 4

D.S. al Coda



  





  



 

(with repeats)

 3. Now    0 0 0

  

    

   



G#5

wet.

2 2 0

(B bass)

      

F#5



3 2 0

5 5 3

2 0

D5

E5

             

2 3 2 0 0

     

   

    

2 2 2 0

   

 

2 3 2 0 0

2 2 2 0



D/A

   

   



0 2 2 0

0

5 5 3

0

7 7 5

Verse

C

ØCoda

 

D

E

C D

           



 



         

  

         

5. So





      

       

let’s have that stiff up -per lip

          mf

Sorgdal



5 5 3

7 7 7 7 5 5

7 7 7 5

7 7 7 5

5 5 3

7 7 7 7 5 5

7 7 7 5

X X X X X X

9 9 7 0

now, take a

  

    

long deep breath,

  

     9 9 7 0

0 0

D (E bass)





              close your ears, you can - not hear,



    



  

pre - set.

      7 7 7 5

    

  

   

meant

    

the

word

we









  





 

said,



    

7 7 7 5

X X X X

9 9 9 7 0

X X X X

il - lu-sion - ists, but we







in com - mand,

you

   

   ti - ny



fly,



 we’ll

 

7 7 7 5

C D



          crush you

     

   

  

D (E bass)



Sorgdal

  

  

we’re

    

You thought we were

7 7 7 5





          

the rules are all

      

E

   

till you’re

  



 

 

 

 

   

2 3 2 0

2 3 2 0

2 3 2 0

2 3 2 0

2 3 2 0

 

 

2 3 2 0

2 3 2 0



  

C D

  



 

 

 

   

2 3 2 0

2 3 2 0

2 3 2 0

2 3 2 0





 

 

2 3 2 0

2 3 2 0



dead.

       f

0 0 0







C D

  



 

C D

2 3 2 0

2 3 2 0





Guitar solo

  

E

 

 

 

 

                     



            







3

full



9 9 9 7

9 9 9 7

9

7

7

9

9

7

9

7

9 9 9 7 0

9

9

E7#9

  

  



  



9 9 9 7 0

full

12 12 14 12 12

14

12

15

14

14





3 3                                       3    3

full



full

7 9

13 11 9

9 11 9 9

0

11

9 11

7 9 7

11

11

9

7 9 7

9

9

0

E 6



      





0fr

     

  

     



full



     

full

12

full

12

9 9 7 0

12

9

9

     3         3        





9

10

7 9 10

0



Sorgdal

7 9 7 9

11

0

E



full



  

7 7

9

7

7 9

9

11

11

14

9

9

7 9

7

6

7

9













   

  

cont. in stave



 

                                                                                                     P.M.



7 0

7 0

7 0

7 0

7 9 9 7 7

9 7

9 7

7 9 9 7 9 9 7 7

9 9 7

9 9 7

7 9 9 7 9 9 7 7

9 9 7

9 9 7

7 9 9 7 9 9 7 7

9 9 7

9 9 7

7 9 9 7 9 9 7 7

9 9 7

9 9 7

7 9 9 7 9 9 7 7

9 9 7

9 9 7

9 9 7

 

0 0 0

Outro Gtrs. 1+2

                   

E/G#

G/B

9

C/E

12 9

5

9

12

11

12

           5

7 5

5 7

E/G#

7

 Sorgdal

11

12 14

12

12 14

D/F#

5 12

12

7 5

14

5

7

7

D/F#

E Gtr. 2

 

7

0 0 1 2 2 0

7 5

5 7

7 9

7 9

                5

12

9 11

12 9

C/E

12 9

12 9

C/E

11

           9

7

G/B

9

G/B

9

7

               

9

E/G#

       

9

9 7

G/B

9

5 7

D/F#

E/G#

7 5

14

C/E



D/F#

Born On The Wrong Side Of Time Words & Music by Rory Gallagher

D

C'9

G

FŒ„Š13

E‹

E‹7/B 9fr

Gtr. 1 (acous.)

    

         

    D

C'9

mf 2 3 2 0



G

0 3 0

0

0

   

0

2

C'9

  

         

2 3 2 0

0 3 0

0

 Sorgdal

0 3 0

3 3 0 0

3 0 0

3

3

             w/clean tone

2

0

2

2 3 2 0

D

C'9

              0 3 0

0

0 3 0

3 0 0

2

0

2

2 3 2 0

0 3 0

0 3 0

3 0 0

  

  

3 2 0

7 7 0

3 3 0 0

3 0 0

3 3

 cont. in slashes

0

2

0 3

                   

3 3 0 0

0

    

2

3

3



[A]

0 3 0

3 3 0 0

3



0 3 0

        0

             

3

 

   3

0

    

G

3 3

3

 



2

0

2

3

    

w/dist.



0

0 3

3

    

    



7 0

10 7 7 0

   

full

2 3 2 0

G

3

3



3

0

2

D

Gtr. 2 (elec.)

         

  

      

3

2 3 2 0



  

3

           

D

CŒ„Š9 7fr

3 3 0 0

3 0 0

  



8fr

q = 145

Intro



Em*

E‹(b6)

9fr

10 9

© Copyright 2009 Strange Music Limited. Bug Music Limited (85%)/ Warner/Chappell Music Limited (15%). All Rights Reserved. International Copyright Secured.

0 3



0

5

2

   



$

D



 

 

 



       

                2º ($) w/Gtr. 3 ad lib. sim.



 

 

 



       

     cont. in slashes

5



7 5

7 5 7

Verse

7 5 7

7 5 7

D

     



            Gtr. 2 w/clean tone



     

     

  



 

 



Fmaj13



   

 

 

D









  

           

Fmaj13

Gtr. 2

3



   

die. to watch you to your - self it’s a crime you’ll do just

Fmaj13

 

  

 

 



     

      



3

2

cont. in slashes

2

0

Fmaj13

 





 

so you’ve got to sweat till you’re dead When you cry out, your friends just on - ly find out what went wrong

to



 

D



    



0 3

D

you’ll



3

     



  

5 7

You don’t want to live on the street, that you should be liv - ing in fear. You know that you live through a lie,





7 5 7

e - ven your best friend’s rea - dy your days are so cold that you curse pre - tend to your - self that some day

fine.

   

7 5 7

D

1. Born on the wrong side of time, 2. Born on the wrong side of time, 3. Born on the wrong side of time,

D

7 5 7

Fmaj13



Gtrs. 1+2

7 5 7

       









 





  

To Coda Ø 1. Fmaj13





make ends meet. don’t want to hear. when the sun makes us fry.











Gtr. 2

3

3

     

  

cont. in slashes

Sorgdal



3

2

0 3

2

0

2. Fmaj13

  



D

cont. in stave



Gtr. 1



C'9

G

 

      

2 3 2 0

0 3 0

0 3 0

[Em]

  

         

3 3 0 0

3 0 0

3

0 3

 

3

3

     



3

2

  

      

2 3 2 0

0 3 0

0 3 0

0 2

0 0

         

3 3 0 0

0

0

2

3

3 3

0

3

  

3 0 0

2



3

2

0

2



0

3

3

0

Interlude

q = 109 Em

  

Em7/B



           







Emb6











Em*















 

 

And you

mp 0



0 0

0

10 0

0

9

  

Em



Em7/B



 

Sorgdal



 

 



8 0

0

7 0

9

0

7 0

9

0

0

9

0 9



0

0 0

0

0 9





10 0

9







of the day your bro - thers their fear

           

   

0 9



dream watch smell



8 0



0

   

 

0 9







10 0

9



Em¨6

     

when the great shake with fear as they stand

  

10 0

0





8 0

9

0



0 9

 Harm. 12









mas - ter time as they watch and curse

will his

          

8 0

9



    

Em*

the

7 0

0 9

7 0

 7

0 9

0

0 9

Em

   

Em7/B

 





call us ser-pen - tine fact that they’re

   0

 



0 0



10 0

9



  to

  0

1, 2. Emb6



    







his a

-



10

0

0

0

9

side. eye.



8 0

0

0

9





            7 0

0

 

7 0

9

0

0

0

9

9

 Harm.



 

And you And you can

9







8

0

9

Em*







 

ad lib. sim. on repeats 12

12

 3. Emb6

    

Em*





            

Cmaj9









live.



X

0 9

0 9

7 0 9

3

3

0

0

0

0

0

7

0

5

4

2

0 0

2



   

0 0 0 0 3



8 0



8

3

   





           

q = 145

    

D

C'9

      mf

2 3 2 0





3 0 0

  

       

3 3 0 0 0 3

2 3 2 0

          0 3 0

0 3 0

3 0 0

3 3 0 0

2

0

2

            0 3 0

0 3 0

3 0 0

0

2

0

2

G

  

       

3 3 0 0

3

0

3

        3

C'9

0

3

3 3

D

2 3 2 0

3

    Sorgdal

0 3 0

   

G

0

3

              2 3 2 0

0 3 0

0 3 0

3 0 0

   3 3 0 0

2

0 3

0 3

0

       

3 3

2

3

3

2

0

2

0 3

   

D

  

    

2 3 2 0

0 3 0

G

      

0 3 0

[A]

  

3 0 0

0

0 3 0

  

3 3 0 0

3 0 0

2

0

2

0

  

0

3

             0 3 0

 

 

cont. in slashes

3 3 0 0 3

2 3 2 0

  

      

3

    

C'9

3

  

      

3

0 3

2

0

2

0

3

0

3

5

 

  

3

5

0

3

3

0 2

 

0

3

0 2

D

  



   

      



          



    



       

 



        

     



full



2 3 2 0

3 2 0

X X X X X X

10 7 7 0

0 10

10 7 0

9

0

0

9

11

Solo

D

  

 

C'9



     



D



      

   



full







C'9



   

full

12 10

13

10

   

1/4

10 12 10

12

1/4

10 12 10

10

  

3



C/D





D



 

    

                 

       



full

10

12

12 10

10 12 10

12 10

0

8

C'9

  

3

1/4

10 12

  0

12 10 12 10 8

3



10 12



Sorgdal

  

10

12

D





3                3

full

12 10

       



D

C'9





    



  

 

   12 10

3









  



10

12

10

D

3







      10 9 12



C'9

 

 

   

        

12

10

   



D







C'9





10

 

8

   

              3               full

full

full

full



full

13

10

12 10

12

10 12 10

10 12 12 10 12

10 12 10 10 12

10

10

12

12

0

12

D

  

   

C'9

   



  



D

  

3

3

 

10 9 12

C'9

     

10

10 12 10 12

10 12



12

      

 

full

0 12

12





 

     

full

 

12

12

4

14



D.S. al Coda



 



full

10 10

10



9 12

10 12



    

12 10 9

10 12 10

       



                      

D

  1/4

10 10 12 10

12

12

12

12

ØCoda

  

Gtr. 1 2º+3º to fade

µ



 

3 3 3 3                        



 

Gtr. 2



3

    3

2

3

3



0

    3

3

2

0

2

Repeat and fade

3





Sorgdal



10 12

full



   

9

11

           





12

D



C'9

3



0 3

2

0

  

7

9

7

5

7

9

3

   

1º w/Gtr. 1

3

2

7

9

3

7

9

3



    3

2

5

5

0 3

7

3

0

2

7

9

3



9

    3

2

5

3

0 3

7

5

0

2

7

5

3



0 3

2

0

    

Bought And Sold Words & Music by Rory Gallagher

E5

D

A

C5

B5 3fr

q = 118 iq = qK e E5 Intro  Gtr. 2 (elec.)        mf w/slight crunch

 

                     

       Gtr. 1 (elec.)

mf



9 79

7

7

3

6

0







3

5

4

6

   

Sorgdal



  

0 0 1



0 0 1



7

2

2

1 7

0

0

D







 





   



2 2 2 0

0 0 0

A

E5







        0 0

2

 

D



1



0

0

9 9

0

7

5

7

6

0

3 2 0





3

5

4

6

E5





0

0





  

    

     

   

2 3 2 0

2 2 2 0





       0 0 1 2

0 0 0 0

 







 



           0 0 1 2

 

0 0 0

0

 

 

0 0 1 2

0 0 1 2

0 0 1 2

0



0







    

 







0

Hey!

2 2 0

A



            

2 3 2 0





  

Al -right!

etc.

0

6

A

0

    

3

0 1 2

0

 

2.

              



5

4 0

    





3

5

7

0

D





w/pick & fingers + crunch dist.

1.

    



3                               









 

 

    

  

D

A









   0 0

        0 0

1

1

2 0

2 0

3 2 0

     2 2 0

0 0

$

E5

    



 

Verse

      



  

1. 4. I’m 2. You 3. You

      

 



 

9

      

  

 



trick num num

        

    



5

4

6

2 3 2 0

 All I ev

3      



3

Sorgdal

     

E5

















9 79 7

2 0

1 0

0









 

0 0 0





 -

6

That’s

     









some You’d I’ve







the good’s don’t in ’ry - thing’s

  

 

7 7

0 0 1





just a think you’ve think those

three got days

1

0

  

7

2

2

0



1

0

 



  







- thing I bet - ter had it

0





5

7

9

7

6

4

6









sure tend come







gone to a

 

5

3

5

6

4

6

0

6 0

  

-

0

 









known. gain. here,

3

0 0 1

0 1 2

0

  





0



 





-





2 3 2 0 0

1

2

0

A







bit stay sun

    

0 0

0

D



7

                3

 

5

0

  

5

0

7

 

should have check a up - to

7

0



9 79

0 0

9

0







7

  



3



-

 

 

                              

          



 you’re you I

    

0

  







3

0

0





0 1 2

0

A

 

5

4 0

2 2 2 0



    



6

0



sold, made, friend,

  

- ster. - ber. - bered.

   



3

bought and got it world my

3

0

card my are

 

5

7

0





 

3 7

D



 

    



9



  

             



7

0

feel - ing think you’ve want your

    

7

 

 -

   

ter. here. der.

    2 2 2 0

To Coda Ø

 

0 0 0

E5



  

    

      

  

  



   





         

  



  

w/dist. + harmonic feedback

   



  



3 4

2

0

4

4

  

4

2 0

  





  



3

4

0

Solo

 

    

 4



E5

 

   



    

 



 





 

full

full

10 10

A









     





 

D

  



              



3

full

10 8

10

3

full

10

full

10 8

10

10

9

3

full

10 8

10

9

9

0

E5



 









 





             





A

E5









9 11 9 11

14 12 13 13 11 12

12 11

A

    

E5



3                 



 



3

full

 

  

 12  12

 





 12  12



 



 16  17



13 12

13 12 12 14 12 14 12

14 12 14 14

full

15 15

12



3

15 15 14 12

15 14

14 15

12 14

cont. sim.



        

full

15 14

12 12 12 12



3

full

15 14

 

 

3

12 12 12 12

            3



         3    3

0



 





 

 

 11

full

9

12 12

 

D

3

D



  

3





Sorgdal

1.

      

Hear me right.

  

     



 

Hear me now.

2.



       

14

 



D

  



   

 time

-



-

check

- in’

3

you.

3

3

w/crunch dist. 0

7

8

8

10

10

0

8

0

7

8

8

10

10

8

0

7

0

9

10

9

7

9

D

   

 

    

on

3

E5







up

3

0





           

ing

3

3

3

mf

wast





3

             It’s



   







    



4

2

2



    4

3 2



You’re

      

3 2

4



 3

3



10



9

 3  

high

-

fly

-

in’

           3

3

3

3

0 0

0

7

8 7

8

10

9

10

8

10

9

D.S. al Coda C5



    you’ll

3





be

crash



  











land - ing

B5











soon.

3

3

true.









 





3



 







All right!

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

0

7

8

8

7

10

9

10

8

10

5 5

5 5

9

3

5

6

7

8

8

4

5

6

7

8

8

ØCoda 

 

E5

  





Hear me

   







   

    P.H.

  



Hear me

now.

full

Sorgdal



3

0





That’s

                  3



(with repeat) 3



 









full

3 2

2 0

2 2

0

    full

3 2

0

  

  

right.

P.H.

full



2







  mf

   

A

3



 





    

3

    



3

   







 



    

3

    



   



w/crunch dist.



3 4 0

2 2

5 6

3 4

0

3 4

5 6

3 4

2 2

3 4

2 2

0

0

2 2

3 4

0

5 6

3 4

5 6

    

 

 

3 4 0

     

      



2 2

0

3

3 4

5 35 6 46

3 4



2 2

      



(A)

2

2

    



 0

2 2

2 2

0

Solo

3

3 4

3

f

 5

full

5 9

0

   3  5

8

5

5

7

8

2

0

0



                                                     3

full



8 5 8

5 8

    

Sorgdal



 

 14 3



full

8

8

 full

8

8



3

8 8 10

8

10

10







1/2

full

1/2

15

15

15

 12

full

full

full

15 13

15

full

15 15

15 15

3

8 10 8 10 8

9

3



3

full

15 15

15







3

full

full

full

15

15

15

15

15

15

14

         3

15 15

8

3





5

8

1/2

3

3

3 3                        

       10



full

8

1/2

15

3

           3

3

3



13 14

14

14

14

14

14

14

14

14

14

14

14 14





12

    Gtr. 1

A

3

3

mf

 

3 4 0

2 2

0

3 4

5 35 6 46

3 4

2 2

3 4

2 2

0

 

0

 17

 

3

0

 



 

    

14

 3



 15





5 6

 



3 4

15

17

3 4

2 2

0

15

13

2 2

2 2

0

15

 



2 2

0



  3 4



5 6

  



3 4



5 6

3

    3 4

2 2

2 2

0





3





15

15

15

13



   



3 4

5 6

3

   

   



3 4

5 6

3 4

2 2

0



3 4



17

3 4

2 2

5 35 6 46

 

 17



3 4

0

3



2 2



 

3



   

5 6

3 4

2 2 0

3



2 2

             



2 2

0

3 4

3

3

0

12

 









3 4 0

 

3 4

3



5 35 6 46

0

3     

Sorgdal



2 2

0



15



  3 4

3 4

w/slide + sustain





0

   





2 2

Gtr. 3 (elec.)

Gtr. 2 cont. w/sim ad lib. rhythm

   

3

3

                           

3



3 4

2 2 0

3



 









10

8

8

8

0



2 2

   



3 4

5 6

   



3 4

5 6

3

    3 4

2 2

2 2

0

 10

 

     





  3 4

  0



3

   



 



5 6

3 4

5 6

3 4

3



2 2







8

8



3 4



0



2 2

0



3 4



5 6



3 4

   

5 6

3 4

2 2



3 4

2 2









15

17



2 2 0



3 4

2 0



  

2

0

  

0

0





15

17

3 15

17

   



5 6

3 4

5 6

3 4

2 2





3 



17

17

17

17





 

3

  

  



3

0 2

15

Sorgdal





“Last orders please!”

3

3

0 2

0

2 2

3

 

3

2 2

15

17

Gtr. 2



3 4

0

   

                   3

5 6

   



P.M.

3 4

3

15

  

 

2 2

0

15



 



0



5 6

0

3

0

 

0

3



3 4

   





15

  

2 2



3

   

 

15

 



    







  3 4

0



 



2 2

0

3



    

3 4

0



   



2 2







3

2 0

0

 

2 0

0

0

2 2

Calling Card Words & Music by Rory Gallagher

Gm7

C7

Cm7

3fr

Intro

3fr

F

Am7

8fr

8fr

D 5fr

5fr

q. = 109

     Bass arr. for Gtr.

[Gm7]



[C7]

 

[Gm7]





 

 

mf



[C7]

 





 

[Gm7]

 

0



 



 

0

3

1

0

3

3

1

3

3



 

[C7]

1

3

*Gtr. 1 (elec.)

   

     

[Gm7]

[C7]

[Gm7]

    



[C7]

[Gm7]





[C7]

    

   

 

[Gm7] [C7]



w/vol. cont. w/amp gain distortion 1/2

1/2

3



5

5 3

3 5

5 0

*play with pick + fingers

                              [Gm7]

[C7]

[Gm7]

[C7]

2

 

5 3 5 3

5

5

5

7

6 5

7

6 5

7

6

8

   [Gm7]

 

2

8

8

full

8

8

8

8

8

8





[C7]

  

      2

full

8

8 6 7

5

                                              [Gm7]

[C7]

[Gm7]

2

2

[C7]

[Gm7]

[C7]

1/2

1/2

3

 Sorgdal

3

5

5

5 3 5

5 3

3 5

5

3 1

1 3

3

© Copyright 1976 Strange Music Limited.

3

3

5

3 3

5

5

5 3



[Gm7]

[C7]

        

  

           

[Gm7]

10 11 13



[C7]

10 11 13



10 11 13 11 10



           [C7]

10 13 10

X 13 10 10

X

5

X

11 10

X

[Gm7]

[C7]

         

12

    

[Gm7]





[C7]

  



1 1/2



[Gm7] 3

   



10 12

10

12

12

10

10

12

[Gm7]

    

X

[C7]

 

  

 

   

8

8

     

[Gm7]



10

12

[C7]





1 1/2



$

Verse

12

12

Gm7

12

C7

       2

12

12

Gm7

      4



12

12



C7

     



      6 3 5

lands,





where you don’t

 



    

  



3 3



stand. re - ply



  3 5 3

Gm7

 



  



  

3 5 3

3

C7



          

6 3 5



 to

your



love - sick

   6 3 5

3 3

  

3



C7

it -’ll find you hid-ing no mat - ter It ain’t no plea - sure when that

3 5 3

6 3 5

3

girl

Gm7



    

  

3

  



  

3 5 3

6 3 5

Gm7

Sorgdal



    

12

       

where it Well the rain ain’t fuss - y a - bout Well it ain’t so fun - ny when you’d ra- ther die.

Pno. arr. for Gtr.

12

 

C7





It’s gon - na let - ter

rain



 



  3 5 3 3

3









bro - ther

  

that you

Gm7

C7

        

Gm7

    





and it’s gon- na rain hard, when the blues comes in tears wrote a - bout feel - ing so

    

 





     



card.





6 3 5



(Bass)

  0









Well,

It the

ain’t rain





Gm7











1





too fun - ny fus - sy ain’t



 





when you’d

  

3 5 3







ra - ther die. a - bout where





it

falls,

 



3 5 3

6 3 5

3

 



C7

 



Gm7



 

plea- sure no when that it rains on one just like it

  



3 5 3

6 3 5

    

girl don’t re -ply rains on all.

    

3



 



to your love

  

tears hard,

[Gm7]

  



a- bout when the

 



feel - ing so blues comes

  

2º Gtr. 1



1/2

3



C7



 

 



- sick let - ter (that) you But when it falls bro- ther, it’s

    



 

  

3 5 3

6 3 5

3 3

        

3 5 3



3

C7

          

3

  



Gm7

3

wrote in gon - na rain

6 3 5

C7

3 5 3

6 3 5

3

   

  

3

         

Gm7





3

Ain’t

2

C7

  

3

 

 

3

C7

6 3 5

Gm7



 

call- ing mil-lion years.

 

3

Gm7



Sorgdal



 

3

(Piano)







call - ing with his bad for a

    

3

  



  

3 5 3

6 3 5

Verse





 



  



6 5



  

bad for call - ing with his



    

a



mil - lion years. call - ing card.

 





Bridge

Cm7

  

F

  



 

Watch out



  

      

(Piano)



 



bro - ther,

10 10 10 8

8

F

   be

  



8 8 8

Cm7



Cm7

 

a - lert,

    

  

8 8 8

10 10 10 8



 





F

     

  

  

what -

ev - er you

  

 



8 8 8

8



do

  

10 10 10 8

8

To Coda Ø Cm7

F

   



    







don’t



  













Gm7









show that

  

C7





hurt,



Gtr. 1

 

 2









show that

 

  

2



1/2



8 8 8

10 10 10 8

3

5

5

3 5

8

Gm7

       

  

3

C7

Gm7

   

hurt,

C7

Gm7



yeah.



7                     



C7





1/2



5

3 5

5 3

3 5

5 3

1 3

Gtr. solo

  

Sorgdal



Gm7

 

10 11 13

C7

  



Gm7

 

 

10

10 11 13

   12

C7



 

10 11 13



 

10 11 13

Gm7





  

C7

   

10 10 11 13



  

13 10 13

Gm7 



   

 

C7



Gm7

C7

           





Gm7

C7

          

 

full



1/4

11

13

11

11 10

11

12

12

12 10

10 12



10 10 12 10

12

                   Gm7

C7

10 10 12 10 10 12 10 13

      C7   

Gm7

   









 



full full

full

full

full

15



12 12

10 12 10 12

12

  

  



full

Gm7











17

 

15

18

17

C7

       



full

18

18

18

 

1/2

15 15

17

17

Gm7 

    

   



 

C7



    

full

full

Am7

  

         5 5 5 5

7 7 7 5

Am7

 

G7





  

18

D

 

full

18

Pno. solo

Sorgdal

  

C7

17 18

full



  

0 18

Gm7



15

   D

full



 



18

   D

full

18

1, 2. Am7

18

   D

        

        

5 5 5

5 5 5

5 5 5

5

5

7 7 7 5

 





full

         7 7 7 5

C7

   

full

18

Am7

 

5

7 7 7 5

 



full

18

3. Am7

               

5 5 5 5

D

7 7 7 5



Middle

 

Cm7









sub - ject



-

  

  



8 8 8





ed,

F





I’ve been

  

10 10 10 8



so



















dis - tressed,

  

  

8 8 8

8

10 10 10 8

8

Cm7

  





F















ba

-

by



come back

    



Cm7









so









I’ve been

    

F



  

  





8 8 8

Cm7









and

clean







  

10 10 10 8



F





up

this

mess,





  

  



8 8 8

8





10 10 10 8

8

Gtr. solo

 

Gm7

C7

Gm7





                        3 full



C7









clean up this mess.

        



1/2

3 3





6

3

5

3 5

3

5

5

6

3 5

3 5

6

3

                                      Gm7

C7

Gm7

C7



1/2

Sorgdal



3 5

6

5

3

3 5

5

5

3

5

X X

5

5

3

5

3

5

3

5 3

5

 1











Gm7

C7

 

Gm7

        

C7



   

    





3

3 5

3

0

5

5

5

3

5

5

3

   

Gm7



C7



 





  







D.S. al Coda



 

Gm7

C7

  







1/2

5 3

3

5

5 3

ØCoda

Gm7

hurt,

   

5

5

C7

    



Gm7



 







6

3 3 5



     

             3 3 5

C7

don’t

show

that

     1/2

6 6

C7

  

5

3

7







Gm7



hurt,

5

5

  



C7











yeah.

      















full

Sorgdal





5

Gm7

6 5



 



full





3 5

3

8

3

Gm7

C7

Gm7

C7

Gm7

C7

                                        Gtr. solo

full



11

13

1 1/2

1 1/2

1 1/2

13 11

13

12

12 10

10 12 12 12

12 10

12



10 12 13

Gm7



C7

   

 



Gm7

  

 

     

C7

Gm7

 



     

C7



   

  

1/2



13 13

11 13

13 11

11 13

10 12



12



Gm7

C7

             

Gm7



C7

Gm7



     

     





C7

  

          

1/2

13



1/2

13 10 11

11

10 12

10 12

10 12

11

12

11 12

11

10 12

Gm7 C7 Gm7 C7       C7                                     Gm7

full

 



13

11 13 11

11 12

10 10 12

0

10

10 12

10 10

12

12

10 12

12 13 10

Gm7



  

C7



Gm7





C7





   Gm7    

C7



Gm7





C7



 

  full

(‘Trade’ with piano) 15

Sorgdal



18

11

15 12 12

17 18

17

X 17

 

Gm7







C7

Gm7

 





C7



 

Gm7

C7

Gm7

            

full

full

full

full

C7







  

full

full

full

18



18



18

18

18

18

18

19 17



Gm7



18





20

C7

 

Gm7



  





Gm7

    



full

18





full

 

C7



Gm7



 





C7



Gm7



18

full

18 15

18

C7

Gm7

Sorgdal



C7

                   4        4



17

15 15 17



15 15 17

15 15

17

15 17 17

17 15 17 15 17

15 17 15

17

15 17

C7

Gm7

     



  

15 17

15 17

18

       

C7

  

15 15 17

15 15 17

18

       

15 15 17



18

17

       



15 15 17



15 15 17

17

Gm7



18

18 15

      

  

full

18

full

Gm7



    

full

full

18

C7

17

Gm7



C7

C7



          15 15 17

18 17

18

Gm7





15 15 17

     



15 15 17 17

18

C7



        

15 15 17

15 15 17 17

18





15 15 17 17

Gm7





      

 

15 15 17

   

C7



         

15 15 17

18

15 15 17

18

Gm7



   

15 15 17

17 18

17



     

   



15 15 17 18

18

18

18

18 15

15 17

15

17

 



full



15

17









full

17 17



17 17

15 17 15 17





15 17

      



 

full

15 18 15

15 17 15



18 17 15 17

                 15





17

full



         

15 15 17 18

17

17

 



   





15

15 17

17 3

                                                Freely



P.H. full



6

full

6

full

3 3

5

5

5

full

full

Sorgdal

5

3

5

3

5

3

full

3

7

6

8

8

8

8

8

8

6 7

3 5 3 5 3 5 3 5

                

full

5

3

5

3

5

3

5



     3 3 5 0

 





 

Catfish Arranged by Rory Gallagher

Free time e c. = 124

                    3               Intro Gtr. 1 (elec.)

µ[E]

mf w/dist. + short delay full



7 7

     

9

full

9

9

9

7





12

12



full

7 9 7

    

12

12

9

full

9

7

full





full

   

 

1/4

9

9

14









 

 

X

      

0



full

2

full

 Sorgdal

 



     full

X

14

14

12 14

3



 full

12 14 12 14 12 14

2

0

3

12 14 12

0

2

X

14

2

2

0

                     12

12

0

0

3

full

  

2

2 0

9

 

9

e = 124

    

9

9

1 2 2 0



14 12 14 12 14

        3       

14

14

© Copyright 2009 Strange Music Limited. Bug Music Limited (85%)/ Warner/Chappell Music Limited (15%). All Rights Reserved. International Copyright Secured.

full

14

1 1/2

14

2

14

12 14 12

12 14

   

    







12



full

2

full

full

full



full

2

0

2







1. Well,

      

          





 



2 9

X

      

Verse

I

9

0





    





                     wish I

was a

  

 

cat - fish

swim- ming





in

 





the deep

blue

             1/4



8 7

9

9

16

7

7 9

     

 

7 9

9





sea.

      

9

9



14

 

      full

2

2

Sorgdal





2 2 2 0

0

2

 

1/4

7

9

        





  0







0





  

      2 2 0

3

     2 2 0

0

9

9

0

0

             fish - ing af - ter me,

     

0

0



9

All you pret - ty wo - mens

2

    

7

0

      



 



fish - ing af - ter me.

1/4

 



3

   2. Well, I

  

9 0 3

0

9

1/4

      

Verse



   

        went down





 

to my ba - by’s



house

     and

         

     

9

7

7

9

9





9

9

9





steps.





        full

10

10

9

9

9

7

2 2 0

2 2

9

her

   1/4

16

9

7

9

          



0



      

    

1/4

 

3



1/4

0 3





10

7

7 7 9 7

7 9 10

          1/4

0

9

     

9

1/4

2 2 0 3

0

3

3                         3

full

9

      



2 2 0

      3   3            9



0

0

0

7 9 7



just now left.”

  





0

Guitar solo

Sorgdal

on

2 2 2 0

0

2 2 2 0

9

9

9

4

my old man just left,

7

9

 

       

2

0

    

X

8

14

            



  

 

She said, “Come on in here babe,

     





sat down



8 7

      



I





full

10

8

9

7 9 7 9 9 7

5 7 5 7

5

7

7

14

7

                     3                               P.H. 

1/2



1/2

full

full

12 16 12 14 12 14 12

16

16 12 14 12

16

14

12 14

14 12

14

15

1/4

15

15

2

12 14 12

14

14 14

14 14

14

14

12

12 14 14

    

                             7

14

14

8

7

7

10

9

9

7

8

7

9

7

9

7

8

7

7

9

9

9

                                        

7

8 7

7

9

7

9 7

9

7

9

7 9

7

9

7

9

9

9

1/2 1/2

1/2

9

9

9

9

7

7

9

7

7

9

9

9

                                                full full

full

12

10



10

10

8 10 8

7 9 7

8 9

7 9

9 11

9 11 9 11

11 9

9

9

7

11

9 9 7

5

7 9

9



9 11 9 11 9 9

11

11

                                    

Sorgdal



11

full full

full

full

full

full

full

11

11

11

11

11

11

full

11

9

9 11

11

9

11

11

9

9 11

11

9

11

9

9 11

             



full full

full

full

full

full

14

14

14

14

14

           3             full

12 14

13 11 9

11

9

7

9

full

full

12

12

7 9

7

6 7

7

14

            3   3                     

full

full full

14 12

15



12 15

15

15

12 14 12

14

14 12 14



1/4

      

full

12 14 12 14

3                               



full

12

15 14 14 13

15 12 14 12 14

12 14

15 14 12 14 14 12

12 14 12

11

14



0 2 5 7 7

0 0

3

14

            

12

3

12

0 2

2

0 2

3

0

3

3

3

                                  0 2 0 2 0

0 2 0

0 2 0



0 2 0 2 0

3

0



0 2 3

     



0

0 2 0

2

2 2 0

0

   

0 2

0 2 0 2

3 0

                      

mp w/clean tone

1/4

Sorgdal



0 1 2 2

2 2 0 0

3

0

0 1 2 2

2 2 0

1 2 2

2 2 2

2 2 2

0

1 2 2

0 1 2

3

5

3

5

3 4

   

                       3

3



  



3

5

3

5

3

3

5

3

3

5

3

4

        

  





2

0

2

2

Verse

        



 

0

  

2 0

0

   



 

1 2 2

2 0

      

trains a run - nin’,             Harm. 

two

       

 



3. Well, there’s

0 1 2

0 0

 



0

0 4





   and there’s

                   1/4

0



8 7 6 7

0

2 2 2 0

7 4 0

3 0

      

    

not one



2 2 2 0



      2 2 2 0

2 2 0

0



 

     

go - in’ my

            1/4

2 0

0

2 0



      

Sorgdal



9







0



    

     

2 2 0 X

            One runs at mid-night,

2 0

0

 

2 3

3

way.

2 2 2

0

2 2

3

0

10 4

9

full

full

10

10





8 10 8

 

 3       

2

4 2

1/4

8 10 8

10

0

oth- er just for day.

full

full

10

          

                

     

1/4

2 2

2 0

8 9

0 20 2

020 2

Free time

    

     







O - ther

just

for





day.











 







  

1/2

0 2

2

0 2

0

           

     

 



Oth - er

just for





day.





       

Oth - er just



for



day.

       

Oth - er just

for

day.

0

3 3 3                                                    

mf



1/4

0 1 2

7

9

7 9

9 11 9 11 9 11 9 11 9

7 9 0 2 0

0 2 0 2 0 3

0 2 0 2 0 3

         



0

5

9 11

10

9

11

3



                    



(Feedback)







 f

w/dist.



11

11

11

11

9 11

1/2 1/2

1/2

1/2

full

full

full

full

full

full

full

full

full

11

11

11

11

11

11

11

11

11

11

11

11



A tempo

      

    

  

 



Hey!

         1/4

Sorgdal



  





2 2 0 0

      1/4

2 2 0 3

0

0

 

 

2 0

2 0

 

 

4. Well, she’s

 



0

2 0

 

    9

3



9

             Verse

        

long

and she’s

    

      

tall,

and she

shakes

like a wil - low

                                           (Feedback)



7

9

7

9



7

7 9

     

   





9



9

 

tree.

  

       

9

1/4



3

0

3

she’s all right with me.

8 9 7

9

7

9





good,



    

 

0

0

  



           

Right





1/4



8 7 7

1/4

9

me.

10

10

8 9

7

 

Right

with

    

    

full

9



     with

3





full

10

10 8 9

9

0

     



   

     





                                          10 8 10 8    2 020 7 9 7 9 7 2 7 9 7 9 7 9 9 2 2 2 0 2 0  0 me.

Right

with me.

Right

full

10

Sorgdal



2 2 2 0

             

  

9

 



 

9

9

7

2 2 2 0

2 2 0 0

 

7

      

They say she’s no

1/4



 19

1/4

full

10



with me.



      

       







5.

Well

I



   wish



7 9 X X

   



    











 

was

a

cat - fish

 



     

9

X

7

9

  



    

in



blue



(Feedback)





9



  

the deep



7 9

swim -ming





I

        

7 0





sea.

                            8   7 9 9 9 7 9 9 7 9 0 1/4



7

9

9

9

7

9

 

    

0

             



All you pret - ty wo -mens

    



   





 

 

   full



     



swim - min’ af - ter me,

1/4

  







full

15

15



10 7

8

14

0





swim - min’

   







af - ter

me.





 









 





1/2

15

Sorgdal



12

12

0

    

  

10





 3 

full

15

0

19

17

19

17 18

             3     3

3

  



 

full



17 19 17 19 19 17

17 19 19 17 18

     full

17 19 19 19

19 17

19

18

17 18

      



 

      mf

1/4

7 7 9 7

9

4

2 2 0

9

0 3

  

                                

w/pick + fingers



0

X

2 2

2 2

2 2

2 2

2 2

0

3

0

3

0

3

0

2

2 2 3 0

0

3

0

3



1/2

 



0

0 3

3

2

2

2

0

Free time                                             Outro

full



7

9

7

9 7 9 7

7

9 7 9 7

9

7

9 7 9 7

9

7

9

11

11

9



9 11

         Sorgdal





  



12

9

9 11

12 11

X

I wish



I

was your cat - fish.





9

7

9

11 12



     f  8 7 6 7 0



       

7

(Feedback)

full

Freely                



9 7

9

9

                     



1 1/2

9



full

9

full



    7



 

 

Continental Op Words & Music by Rory Gallagher Gtr. 4 Tuning: 6=D 3=G 5=G 2=B 4=D 1=D Capo 2nd Fret

A7

A6

A5

A7*

D

E

G5

C

2fr

G/B

A

3fr

q = 138 (qa aq =[qp ]e)

Intro

                                                A7

Gtr. 1 (elec.)

mf

w/dist.

2

5 0



A6

2

A5

2 2

A7

2 2 4 2

4 0

3

2 2

A6

2 2

2

5 0

4

A5

2

4 0

2 4 3

4

2 0

0

Gtr. 1 + Gtr. 2 (elec.) (composite part)

3 3 3                                                   

A7



2

     3 2 2



Sorgdal

2

4 0

A7

2 3

 

 

 

3 2 2

3 2 2

3 2 2

3

4

2 2

 

 

3 2 2

3 2 2

3 2 2

3 2 2

5 0

 

          

3 2 2

3 2 2

3

2 3 2 0

2 3 2 0

2 3 2 0

 

 

3 2 2

3 2 2

3 2 2

 

 

3 2 2

3 2 2

3

   2 3 2 0

4 0

2 2 3

 



4 2

4

  



3 2 2

15 14

A7*

3



  

  

  

2 3 2 0

2 3 2 0

2 3 2 0

3

  

     

2 3 2 0

2 3 2 0

3 2 2

© Copyright 1988 Strange Music Limited.





          15 14

2 4 3

A7*



 

A5

2 2

D

3

 3

A6

2 2

4

 

3

2 2

D

 

     

A5

2

5 0

A7*



A6

15 14



4





2 4

 



 

1.Well there’s a





  2



     

bo - dy in the bay,



2 2 0

2 0



2 2 0

2

2 0

2 2 0

tak- ing it

2



a-way.





2 2 0

2 0

E

2 2 0

0



0

2 2 0

  







 

They said this



A7

A6

0



2 2 0

2





2 2 0

2

2 2 0

0



2 0

 







So



           0

2 2 0

2 0

2 2 0

2 0

2 2 0

0

       



Here’s my





card, I’m the

  

Con - ti - nen- tal

Op.



 

  

5 5 3

0

2

A7



0

     



G5

A5

2

3

  



2 2 0

that you’ll nev- er know.

0



1 2 2 0

2



2

trou-ble’s got to stop?

  

1 2 2 0

2

    

 

  

2 2 0



it on - ly shows



2

2 2 0

0

3      



who they gon - na get when the



2 2 0

0



      

 



                

      



the cops are





case was closed,

0

Chorus





3

                                       

   



    

   





0

   



A5

      

Verse

A6



A5





  



                                                   

2. Jane

 

2 5 0

 

2 2

4 0



2 3

4

2 2

2 2

4



2 2

5 0

 

Gtr. 3 (elec.)

2 2

4 0

 

2 3

4

2 2 0

4 0

 



    

w/dist.

Sorgdal



5

4

5

4

3

3

2 2

3

2

$

Verse



Doe in () me - nace on







now

the bay, the streets

                       

2 2 0

0

2

2 2 0

0

 

2



        

Sorgdal

 

7 57

5

 





2 2

2 2

 

 

7 5 7 5

5

 



2 2

2

0

2 2 0

2





5







2 0



2 2 0





of the lock your car



         

2

2 2 0

0

2 2

2 2

4

      

     (1º)

5 5

2





2 2 0



5

           

2

2 2 0



      



Blood - stains on the dress give this man a ride,



    

 

    

0

      

(1º)



       

2 2 0

0

don’t







   

Ex - hi - bit ‘A’. ’ring in - fants sweets,

0

 



that’s off -

3



      

(1º)





2 2

5

   







       

2 2 0

0





 

A5

     

7 57 5

5

 



5 5

     

 













But He’s

I

saw sus





mil - lion - air - ess. from the in - side.

 









you leav - ing town, pect num - ber one,

-

                                              

2 2 0

0

2

2 2 0

0

 

2 0

7 57

5

   3  



5

5

   



   





2 2 0



2 2 0

0

2 2

2 2

2

2

2 2 0 0



3





       





5



  







2

2 2 0 0



2 2

 



2 2

   

2 0

0





3

  



2

3

2

3

2

3

2

3

0 3

3

3

   

You’ve slipped through the web He left a set of prints,

w/slide + crunch dist.

Sorgdal

2



2º Gtr. 4 (elec.) Tuned D G D G B D, Capo 2nd Fret

 

2 2 0

  5



2 2 0 0

0

 

                          



2

5

I’m gon - na have to track you down. but I guess his race is run,



2 0

        



 

2 5

2 2

(1º)





2 2 0

5

2 2 0





      2 0

2 2 0

2



 



  





and you he’s not

 





2 2 0

0

 



2 2





 

2 2 0

2 0



 









2 2 0

But



who Who

         

2 0

2 2 0

2 2

2 2 0

2 0





7

 



E

    

     



0



        

 















3

  

Sorgdal



0

5

Chorus



full



8 7





2

     full



2 2







might have dodged the Feds. as smart as he thinks.

                       







 

they gon - na get when you’ve they gon - na get when you’ve

  1 2 2 0

1 2 2 0



7

7 7



  





out- foxed the cops? out- foxed the cops?

  

   

G5

 



        

To Coda Ø



Here’s my num - ber, I’m the Con - ti - nent - al Op. Yeah. Here’s my card, I’m the Con - ti - nent - al Op.

      0

0

1

  

 

5 5 3

   

 1010

    X X X



10 10

2

 

 0 0



 

A7

A6

A5

A7



A6

A5

 3   3      



 

 



3



3                                              I’m the Con - ti - nent - al Op.

 

2

2

5 0

2

 

4 0

2 3

2 2

4

2 2

2 2





Gtr. 3

    

 

5

4

5

4

2 3

4

2 2 0

4 0

2

      



3

3

2



      2

2 0

 

  

 

2

2 2 0

2 2 0

0

     

3

3

                 

Gtr. 3



5

5

5

5

5

5

5 0

5 0

5 0

5 0

5 0

5 0

                        



0

 

3

A5



 

2 2 0

2

 

2 2 0

0

2 0

2 2 0

      2

  5 5 0

7



 0

2 2 0



     2 2

 

   

2

 

2 2 0

0



5



5

2









cont. ad lib. sim.

2

3                      3 full

Sorgdal

4 0

2

Gtr. Solo Gtrs. 1+2



2

 





2

5 0

4

Yeah.



full1/2

  

       1/2



8 7

7

7

5

7 7

5 7

5 7 5

3 0

5

3

3 5

3

0

3

    

3

3

     3  3                              

3

          3 5

3

5

3

5

3

5

5

5

        

7





5 5

5

7

3

3

3

7



 

3



3

P.H.

5

7

9

7

7



3

8

8

8

8

8

8

9

   3     

 

1 1/2

8

9

8

8

9



10

2

10



 

1/2

13

15



3

5

7

5



5 8 7

7

7

7

   

7



5 5



1/4

5

5 5

 

P.H. 1/4

5

7

0

  3                            3 full

7

8

13

14

full

8

     5

8

8 9

7

5

7

5

7

3  3   3                         3 P.H. P.H.

3  3        

full

    

Sorgdal



5

7

7

5

7

5

7

7

5

5

5

5

5

5

5

5

5

5

7

3

7

   

             3



3



P.H.





5 5

7

5 5

7

5 5

7

7



 3    



 

      full

5

7

7

7

1/4

5 7

5



3

P.H.

5 5



1/4

3





7

7

 

5



Bridge



D

      

   

 

Call the a - gen- cy,

C

 

G/B

C

D

 3   

 



we nev - er close,



2 3 2

0

2 3 2

2 3 2

2 3 2

0

0

D

      



my re - pu - ta- tion,

2 3 2 0

2 3 2

2 3 2

2

C

 



check

          





G/B

2 3 2

2 3 2 0

   



pose,

    

but

2 3 2 0

0 0 0

0

0 2

3





   

0 0 1 2 2 0

0 0 0



   

2



G5

first you ought to check my

      

3

          3

C E

  



Check

3

 

my



C

free.

0 3

           



0





          



Gtr. 3 tacet

2 3 2



first con - sul - ta- tion’s

                         2 3 2



C G/B

D.S. al Coda

 



fee.

3. There’s a

       

0 0 1 2 2 0

3



    2

5 5 3

ØCoda 

 

A7

A6

A5

A7



A6



A5







                                                  Gtrs. 1+2

 

2 5 0

 

2 2

4 0

2 3

4

2 2

2 2

2 2

4





Gtr. 3

 





Yeah,

2 2

4 0

 

 

5

4

5

4

2 3

4

4 0

 



3

     3

2 2

 





    

Gtr. 4

3

Sorgdal

5 0

 

2

3

3





E

 

    





3 



who they gon- na get when you’ve

 

  

1 2 2 0

1 2 2 0

     











    

 

            2 2 0

2 2 0

2 2 0

  

 

   5 5 3

2

   

  

  

 101010

A7

A6

 

A5













A7



A6





A5



Yeah.



Ow!

                                              

2 5 0

 

2 2

4 0



2 3

4

2 2

2 2

2 2

4



  



 

  

5 0

2 2

4 0

2 3

 

4





6

8

6

8





2 2 0

4 0



 (Gtr. 3 ad lib. fill)

Sorgdal



Here’s my badge, I’m the Con - ti -nen - tal Op.

 77 7







G5

out- foxed the cops?

      



7 5

2

Gtr. Solo

                                      A5

 

2 2 0

2 0

 

2

2

4

2

2 2

4

2 2

0

3



3

0

2 2

2 2

2

4

2 2

2 2

0



3

            



0

A



  

0

2 2 2 0



3 0 2

3 0





 

 



X X

X X

X X

X X

3

       2 2







   

   





  

2 2 2 0

2 2 0



  2









19

19

3

3

1

3 0 2

  

      

  

0 2

   



2

4

3





2 2

1/4

3 5

3

4

4





0

                                    A5



0



   

2 2 0

2 0

 



15

Sorgdal





 17

  

15

2 2 0

  

 17

2 0

2 2 0

2 0

2 2 0

15

cont. ad lib. sim. to fade

13

10



    3



12 14



2

 3   3   17





 

12 12

10

10



                       



10

 12 10  12

12



17 17

5

7



9

3

3

2

0 1

3

8

8

8

8

8

8

3

15

15 15

3

8

15 15

15 15

15 15

15 15

15 3

12

9

7

9

10

12

15 15

14 14

  

 9

3

3

15

15 15

3

15 15

5

5

5 6

12



13 13

6

5

3

5

3

15 15



8

8

8

15 15

15 15

        



11 11



12 12

11 10

 12 10

       0

12 10 12

0

8

15 15



3

15 15

15

17

0

15

          3

 12

12 11 10 12 10

  3   3    

15 15 15 15 15 15 15 15 15 15 15 15 12 12

8

7

3

Start fade

3

3       3   

Sorgdal

8

3

3





0

3

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

5

                  

3



15



4

0

8

3

3



 5

3 2

3

8

3 3 2

3

              

   

10

   3  3                            





10

3



3



12 12

           3

11

3    3          3

12 13

3

5

15



15 15





Fade out

Cradle Rock Words & Music by Rory Gallagher

C

G

Bb

3fr

Intro

q = 202 iq = qK e

      Gtr. 1 (elec.)



    

   

Sorgdal



E5

G5

A5

[G5] [A5] 3



        





  

     

w/crunch dist. + reverb fx

2 2 2 0

2 0 0

2

3

3



[E5] 3

      





[G5]











[A5]

3

0

0

 

3

       

2 0 2

[A5] 3



 

full

2

0 3

[G5]

       

   





[A5]

3

2

0

3

3

[G5]

0 2 0

[E5]

0

0

2 0

0

3

2 3

[E5]

0 3

2

3

full

2

0 2 0

0

0

2

w/ ad lib. vocals



G*

[G5] [A5] [E5]

       

f

  



[E5]



F

3fr

3

0

0

0

0

[E5] 3

    

[G5] 3

        







3

 

full

2 0

2

0 0 2 0

0 3

0 2 3

0

0



[E5] 3

      





0



2 2 0

0 2 0

0

3

[G5]

 

[A5]

0 3

     3

full

3

0

0

[E5]

2 0 2

0

      

1 2

0 3

2

0 3

0

0

0

0

[G5] [A5]

3 2

[A5]

0

0 3

3

0

             3 1 X 2 0

2 0

2 0

2 0 3

    

[E5]

[G5] [A5]

                                     2 0

   

3 1 X 2 0

2 0

X X

X X X

[E5]

1. If 2. If

       

I I

Sorgdal

0 X 3

X X

3 3 1

X X X

X X X

3 3 1

3 3 1

3 3 1

  



  

was was

cra ba

- dle, - by,

a a

2 0

2 0

2 0



2 0 0

0 X 3

2 0

2 0

2 0

2 0

2 0

2 0

  



was was

po ny, out - law,



 

I I

2 0



a an

0 X 3

2 0

2 0

2 0

2 0

2 0

2 0

2 0

2 0

2 0



2 0

0 X 3

3 3 1



X X X



X X X

3 3 1

X X X

X X X

3 3 1

3 3 1

3 3 1

0 0

0 X 3

2 0

0 X 3







let let

2 0

[G5] [A5]

    me rock. me fall.

                           2 0

[E5]



2 0

2 0

2 0

2 0

2 0

2 0

2 0

2 0

2 0

2 0

let have

2 0

0 X 3

2 0

[G5] [A5]

    



then you’d would - n’t

2 0

0 0

0

[E5]



you

2 0

3 3 1

                           

2 0

[G5] [A5]

  

3 3 1

[G5] [A5]

then you’d would - n’t

you

2 0

X X X

[E5]

0

[G5] [A5]

2 0

0

3 X X 3 X 3 X X 3 X 1 X X 1 X X 2 0 (chord/hand position)

2 0

                           2 0

sim.

3 3 1

0 0



[G5] [A5]

                            

                          

      If If

X X X

 

[E5]



0 0 X X

0

         

   

X X

                           

Verse



X X

[G5] [A5]

0



X X

3 1 X 2 0

[E5]

3 3 1



3 1 X 2 0

[E5]



me trot. me caught.

                           2 0

2 0

2 0

2 0

2 0

2 0

2 0

2 0

2 0

2 0

2 0

2 0

0 X 3

2 0

[E5]



     



    

If If

2 0

2 0

2 0



         

a - tom, ti - ger,

  



the a





2 0

2 0

2 0

2 0

2 0

 





2 0

2 0

0 X 3

2 0

2 0

2 0

  

want was

ba - by, bo - dy else,

 

2 0

[A5]

[E5]

2 0

2 0

2 0

1. [E5]

2 0

2 0



3

      





2 0

2 0

2 0

2 0

[G5]





2 0

2 0

    

2 0

2 0

[E5]

2 0





how come you

0 X 3

2 0

2 0

2 0





lock your door you would act



 

2 0

on you



2 0

2 0

 



0 X 3

2 0

2 0

   

 me? age.

Ow!



2 0

[G5] 3

       



[A5]

     



3 2

4

2

1

0

2 0 2 0

0 3

2 0

0 2 0

3

      

0

3



[E5]

[G5]



 

2

2



[A5]

3

0

2

2

0

[E5]

[G5]

3

    

0

0

3

       



[A5]

      3 2

0

2 0 3

0 3

0

0

3

0

0 2

0

2

2

1

0 3

3

0



0

4

2

0

[G5] [A5] [E5]            





But

[E5]

Sorgdal



in - to three. have me caged.

 

 

2 0

[G5] [A5]





[A5]

                          2 0

   

                          

[G5]

to see you some -

 

you’d split me you would - n’t

    



when I If I



was was

2 0

     

   



[E5]

                          

[E5]



  

 

I I

[G5] [A5]

[G5]

[A5]



  

   

3

      

    



[G5]

[A5]

[E5]

      

[G5] 3

[A5] 3

         

       

 3 2

4

2

1

2 0 2 0

2

0

0

0 2 0

3

0

3

0

3



[E5] 3

       

[G5]

[A5]

3

       4

2

2

0

3

      

C

cont. in slashes



 

    

 

    

C

 

    

0

0







0

3

  





out

     

G



day and

night.

  





 



hear what

I



G

 

  





 

I’ve

 

 





been



try’n to



Bb

 

 



It’s all

 

F

 

  





you

F

 

your

     

 

      

say.

    of

make

     



     

out

     



     

    

Bb

F



leave me

    

got - ta

3

  



     

 

  

 

if you

 



Bb

     

  



You’ll miss

C

2

3

  

2

0

0

G

see

     Sorgdal











     

  

 

a - bout

me







and

and

G*



2

[G5][A5]      

2

0 3

0

1

2 0

2 0 3

3 2

2

0

[E5]



 Bridge



2. [E5]

cont. in stave







you.

   



[E5]

Solo



3



      











[G5] [A5]



[E5]

 





full



full

2





full

2



 





full

2

full

2

0

2

0

full

2



  2

2

0

3

[G5]

[A5]

[E5]

[G5]

[A5]







w/slide

X 0

2

2

0

                   

[G5] [A5]

[E5]

                 

7

7

7

7

7

9

7

7

7

7

[G5]

             7



7

9

[E5]

              

9

9

10

10

10

10

10

7

7



10

10

8 9



[A5]



7

9

9

7

7

7

[A5]



7



         7

[E5]

7

[E5]



[G5] [A5]



10



 9

9

[G5]

     

[E5]







0 3

[E5]

Sorgdal

full

2

        



   

2

[E5]









[G5] [A5]

[G5][A5]





12

9

 3

[G5]

[A5]

3     

 3   

10

12

3

 10

10

10

10

10

8

8

10

[E5]     





      

[G5]

   



[A5]

[E5]



 

8

8

10

9



[E5]

7

[G5] [A5]



 15

15

14



 

[G5]

9

9

9

9

7

0

14 15 15 15 15 15 15

[A5]

[E5]

  0 0

15 15 15 15 15

[G5]

[A5]

      

 3   3  

 15

12

[E5]

9

[G5] [A5]

 14

 



0 0

15 15 15 15 15

 [E5]                   15

[A5]

            



14



[E5]

                 



[G5]

8

9

14 15 15 14 15 15 15 15 15 15

 



 10

 

10

[G5] [A5]

10

10

12

  12 12

12

12

[E5]

[G5]

[A5]

                                     

7

7

7

7

7

7

9

9

9

   3    

0

7

6

7

6

7

[E5]

Sorgdal

9

[G5] [A5] 3



 3   

10 9

9

9

9

9

8

8 9



7

6

7

7

6

7

7

[G5]

[E5]

6

7

7

[A5]

3        3   3   



 10

10

10

10

10

10

10

10

10

8

8

8

               [E5]



[G5]

9

9

9

9

[A5]



[E5]

  



0 7

7

[E5]

7



9

9



9 7







[G5]

[A5]

    

7

7

7

7

7

7

7

7

7

7

7

 9

7

7

7

7

9

10 10 10 10 10 10 10 10



   

10 12

12 12

X

 12



X



X

9

X

[G5]



[A5]

   

0 7

7

7

7

                         

[E5]

9

 10



7

7

    

0

           

7

[G5] [A5]

[E5]              [G5]   [A5]   [E5]     10 10 10 10 10 10 10 10

    7

[E5]

w/ ad lib. vocal 7

[A5]

9

                          7

[G5]

[G5]

9

2

4

4

4

[E5]

[A5]

4

[G5]

[E5]

4

4

[A5]

7

[G5] [A5]

9

9

9

9

9

[E5]

0 0

4

[G5]

[A5]

                                 

5

[E5]

    

0

0

5

0



5

0

     12

Sorgdal

0

10

12

10

12

0

5



0

0

5

0

0 5

[G5]



[A5]

   

10 11

3

 



12 11 12

5

0

0

5

0

0

5

0

0

5

0

[E5]

 



11

          

 12

11

 12

11

 12

10

0

5

[G5]

  8

0 5



[A5]

 3  8

8

8



[E5]

    



[G5]





7

7

 

    







7

7

7

 9

     







9

      





9

9

F

     

cont. in slashes



     

[A5]





[E5]

      







[G5]



Play 3 times







3

9







9

[G5] [A5]

 

    

9

Bb



[E5]

[G5] 3

[A5] 3

         

       

3 2

4

2

1

2 0 2 0

2

0

0 3

0 2 0

0

3

0

3



[E5] 3

      





[G5]

[A5]

3

2

2 0

0

0

2

3

[E5]

      

[G5] [A5] 3

       

    

3 2

4

2

1

2 0

2

0

 

2

0 3

     

Sorgdal

7

G



Harmonica solo



7

     

G*

  



 3   3   

9

C

   

[E5]



7

    

[A5]

0

[G5] [A5]

                            0

0

3 X X 3 X 3 X X 3 X 1 X X 1 X X 2 0 (chord/hand position)

0

0

3

[E5]

0

2

3

X X X

3 3 1

3 3 1

3 3 1

0 0

0

0

0

3

[E5]

[G5] [A5]

cont. in slashes                            3 3 1

0 X 3

3

2 0 0

0

X X X

X X X

3 3 1

X X X

X X X

3 3 1

3 3 1

3 3 1

0 0

0 X 3

2 0

 

E5

G5

       

      

Verse

3. If 4. If

I I

    

  



  

was was

blind man, cra - dle,



 

a a

A5

E5





G5

      

    

 

  



then you’d then you’d

make me let me

see. rock.



 



A5











4º slide gtr. doubles vocal ad lib.

E5

G5

       



  



If If

  



was was

deaf po -

 

I I

    

a a

  





  



If If

I I

give me then you’d

if you if I

were want

    

true to to see you

me ba - by, ba - by

1. E5

   

legs in -

A5

E5

 

 

to to







G5

A5

    



   











 

then youwould lis - ten when I don’t lock your door on

A5

E5

    



       

 

  But But

  





walk. three.

G5

 







       



   

you’d give me you’d split me

G5



   

 



to hear. me trot.

       

     

       

ears let

A5

    

     



       

 



    

lame man, a - tom

  



E5

E5

      



G5

      

A5

was was

a the



G5







man, ny,

  

 

E5



E5

       

A5







Ow!

talk. me.

G5

A5

    









Ow!



  

   

Sorgdal



2. [E5]

[G5] [A5]







3

      





0

2

0

0 3

3

[G5]





“Lock the door!”



     

0

2

[E5]

[A5]

“Lock the door baby!”







  





   



2 2

0

2

0

2

2

0

2

0

        [E5]



[A5]

  

    

7 7

7 7

9 7

9

9 9

[G5] [A5]





7



7 7

[E5]

                         



7 7

[A5]

   



0

    



[G5]

w/slide

7 2

0

[E5]

       



[E5]



[G5]

7 7

9

7 7

7 7

7 7

7 7

7 7

7 7

7 7

7 7

7 7

7

[G5] [A5]



9 9

9

9

[A5] [E5]              [G5]   [A5]   [E5]             [G5]  play 4x           



 10 

      

cont. w/ad lib. solo 10 10 10 10 10 10 10

10 10 10 10 10 10 10 10

[E5]

 

[G5] [A5]

    

2 0

1 2 2 0

   X X X X

   X X X X

  

  

1 2 2 0

X X X X

      

[E5]



  

1 2 2 0

[E5]

                X X X X

2 0

2 0





9

9

9

 

9



2 0

2 0



3

0 X 3



[G5] [A5]

    

  

  

  

  

                    w/ad lib. solos (harp & gtr.)

2 0

1 2 2 0

2 0

 



 



3

X X X X

X X X X

1 2 2 0

X X X X

rit.

  

X X X X

2 0





w/slide 10



9

Repeat until cue

Freely

Sorgdal

10 10 10 10 10 10 10 10

 12

2 0

2 0

    

 2

2 0

0 X 3

w/ ad lib. fill 10 12

10

12

10

12

10

8

9

2 0

2 0

 

Crest Of A Wave Words & Music by Rory Gallagher Tuning 6 = E 3 = G# 5=B 2=B 4=E 1=E

Intro

q = 104

[Em7]

      

                      

Gtr. 1 (elec.)





mf

   

 

  

3 5 3 0

3 3 3

3 5 3 0

etc.

     

     

          

3 5 3 0

3 5 3 0

3 5 3 0

w/slight crunch

3 3 3 0



       

3 5 3 0

3 5 3 0

3 3 3

3 5 3 0

3 5 3 0



3 3 3

3 5 3 0

3 3 3

3 5 3 0

3 3 3



3 3 3

3 5 3 0

3 3 3



$

Verse

3 5 3 0

 

3 5 3 0

[Em7]

      

ride see say

3 3 3

Sorgdal



3 5 3 0

3 5 3 0

  

3 3 3

3 5 3 0

3 5 3 0

  

on the crest of by the way it’s a lie, it’s

         

3 5 3 0

  3 5 3 0

3 3 3

if

  

  

  

   a

joke

  

  

3 5 3 0

3 5 3 0

3 5 3 0

3 5 3 0

3 5 3 0

3 5 3 0

3 5 3 0

3 3 3

1. Well you can

                                 

 

3 5 3 0

3 3 3

3 3 3

 

 

3 3 3

3 3 3

3 5 3 0

3 5 3 0

3 3 3

3 5 3 0

3 5 3 0

3 3 3

3 5 3 0

3 5 3 0

3 3 3

3 5 3 0

[Dsus2]

   

a wave

3 3 3

   



              

3 5 3 0

  

 



that’s where you wan - na be. that they are talking, living, that you are

But does the that But

  

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

3 5 3 0

3 5 3 0

0 0

0 0

2 3 1

0 3 1

0 3 1

© Copyright 1971 Strange Music Limited.

0 3 1

0 3 1

0 3 1

0 3 1

0 3 1

0 3 1

0 3 1

0 3 1

0 3 1

0 3 1

0 5 3

0 5 3

[Em7]



   



 



  

look on your face mean you’re real -ly it’s time for you, to take up you know one thing they don’t:

         3 5 3 0



3 5 3 0

  

  

  

  

  

  

  

3 5 3 0

3 5 3 0

3 5 3 0

3 5 3 0

3 5 3 0

3 5 3 0

3 5 3 0





feel - in’ your grip start you won’t

 

hap walkin’. give in.



   



py?

Or do you ’Cause ’Cause

  

  

  

  

                                 

3 5 3 0

3 5 3 0

3 5 3 0

3 5 3 0

3 5 3 0

0 3 1

0 3 1

0 3 1

0 3 1

0 3 1

0 3 1

0 3 1

0 3 1

0 3 1

0 3 1

0 3 1

0 3 1

0 3 1

   

 

 

    

               *Gtrs. 1+2 (elec.)

3 5 3 0



3 5 3 0

3 5 3 0

3 5 3 0

3 5 3 0

3 5 3 0

3 5 3 0

   



  

page don’t

 

or



 



  

        

   

  

   

   

  

  

        

3 5 3 0

3 5 3 0

5 5 5 0

5 5 5 0

5 5 5 0

5 5 5 0

5 5 5 0

5 5 5 0

5 5 5 0

3 5 3 0

3 5 3 0

3 5 3 0

3 5 3 0

3 5 3 0

[D/E]









3 5 3 0

3 5 3 0

5 5 5 0

5 5 5 0

5 5 5 0

5 5 5 0

5 5 5 0

5 5 5 0

 









            

8 8 8 0

8 8 8 0

   

8 8 8 0

8 8 8 0

8 8 8 0

10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 0 0 0 0 0

1.





      

8 8 8 0





3 5 3 0

3 5 3 0

3 3 3

10 10 10 10 10 10 10 10 10 0 0 0

 





3 5 3 0

3 5 3 0

 

3 3 3

3 5 3 0

3 5 3 0

 

3 3 3

3 5 3 0

3 5 3 0

          

     

  

 

  

  

  

    

3 5 3 0

3 5 3 0

3 5 3 0

3 3 0

 

3 5 3 0

3 3 3 0

3 5 3 0

3 5 3 0

3 3 3 0

3 5 3 0

3 5 3 0

3 3 0

3 3 3

3 5 3 0

3 3 3



2. Can’t you 4. Well you can

3 3 3



   

2.

        3 5 3 0

5 5 5 0



  

3 3 3

5 5 5 0

all. all.

     8 8 8 0

5 5 5 0

To Coda Ø [Em7]

from a book that can’t be read at stop to turn around and wave goodbye at Some -times you just don’t under - stand.

8 8 8 0

Or a and

   

                                     

Sorgdal

0 5 3

 



a poor man much too proud to beg? Go to the place where the earth meets the sky, makes a million circles but you’re gonna fail.

tail,

*composite part

[C/E]

[A/E]

 

feel like you’re stand - ing on a wood - en leg they want to see your long legs a - fly - in’, you’re like a cat who’s chas - ing its



0 5 3

3

[Em7]



[Dsus2]

  

3 5 3 0



3 3 3

  

Bridge



[E/D]

[A/C#]

[E5/B]

      



   

[E/D]



[A/C#]

They won’t be sat- is -fied

                  

    

  

       





till you’re out

of their sight.

    



0



3

3

2

0

0

0

3

0

3

0 3

0

0

3

3

0

2

0

3

3

0

2

0

0

0

0

0

0

3

3

0

2

0

[E5/B]

[E/D]

       



[A/C#]

[E5/B]

            





But I won - der how will that be

                          





0

0

0

0

3

3

0

3

3

0

2

0

0 3

3

0

2

[E/D]

[A/C#]



3

0

 

3

1

2

1 0

3

  

and you’re not a - round to deal.

0

0

2



0



1

1

1

0

0

0

1

0

0

1 1 0 0 0 0 0 0 0

[Em7]



       

     

                     

                     

         

3 3 3 5 3 5 3 3 3 0 0

3 3 3 3 5 3 5 3 3 3 3 3 0 0

3 3 3 3 5 3 5 3 3 3 3 3 0 0

3 3 3 3 5 3 5 3 3 3 3 3 0 0





1







Yeah.

0

1



           

 

0

0

  

0

0

        





          

0 3

[Caug]

with a deck of cards

  

3 0

0

         



0

3

0

0

  

0

3

0 0

0

0

0

0

   

Sorgdal



0

0 3

        

 



3 5 3 0

3 3 3 5 3 5 3 3 3 0 0



3 3 3

3 5 3 0

3 3 3 5 3 5 3 3 3 0 0

3 3 3 5 3 5 3 3 3 0 0



3 3 3

3 5 3 0

3 3 3 5 3 5 3 3 3 0 0

3 3 3 5 3 5 3 3 3 0 0



 0

                          f



             

[E]

Solo

Gtr. 1 w/slide and sustain Gtr. 2 cont. w/ad lib. rhythm

 15

 15

15

15 15

  1515



w/bar 15 15

14

15

15 15



 15

13 13

 15

15 13

15

13

15 15

15

15 15

                                



15 15

17 15 17

15

 12 12 

15

13 15

15 13 15

15 10

14



9

12 12

12

10 12

10

15 13 12

  



       12

10

12

15 15

17 15 17

15 13 15

17

 17

3

12  12  12

3



10 9 12

15 12 15





12

12

12

15

12

12 10 12 10 12



17

17



16

3

3

12

15 17

15



                 

                      

Sorgdal

12

15 13 12





15

12

               





14

12

      3                     14

 

gradual slide



 15  15  15

 



16 17 16 19





 

  

16 17

19

3



19

21 19





        3

17

16



17



       



3

19

17

3

16

17

16

17



18

19

     3 19

21



19

 

        





3









   

    3

19 21 19 17

16 17 16 17

16

   



3 16 17



  12

16



12



                                                       



5

0 0

 55 

0 0 0 0

 55 

0 0 3 0 0

4

2 0 0 0

5

0 0

 55 

0 0 0 0

 55 

0 0 3 0 0

4

2 0

0

4 2

0

4 2 0

4 2



4 2

0

0

4

0

3 3 3 3 3  3                                           4 0



0 0

5 2 1 0

0

3

0

2 0

3

2 0

0

3

2 0

0

3

5

2 0

3

2 0

0

3

2 0

0

3

2 0

0

6

3

2 0

0

6

6

                                                 3

Sorgdal



4

3

w/pick & fingers

0 0 3 3

2 0 2 0

0 0

0

0

0

7 0

4 0 0

0

7 0 0

4 0 0

7 0 0

4 0 0

7 0

0 0

0

0

0

0

0

0

0

0

0

6



                     7 0



4 0

5 0

0 0

0

4 0 0

0

0

6

9 0

7 0

0 0

6

0 0

      

 

    

3

0

9 0 0

0

0 0

3 3 0

0

     3

0 0

               



7 0 0

0

9 0 0

7 0 0

0

9 0

12 0

0

0

0

9 0

12 0

0 0

0

0

0

9 0

12

0 0



0 0

0

0

4





4

0

   

0

2

0

0

5 5

  

3 3

0



0

5 5

0 0

5

0

0

5

3

0

3

5

            

5 5

                  

2 2

3 3

2 2

3 3

2 2

3 3

[A]

 



0 5 5

3 0

3



5

0 0

0 0

5 5

0 0

3 3

0 0

[D]

8 8



15

3

  0

0

3 5



15

5 7

0

[E]

10

  0

2 2

   

    

  5

5 3

5 5

8 8

3 0 3 0

                       

        

5 3 3

[C]

Sorgdal

6

0 0

   



6

6

                                              

6



15

5 7

  0

0

7 9



15



0



15



3

12

  0

 

12

 

10 0 0

0

   



12 0

0

0

17



0 12 0

[A]

 





0 12 0

[C]

  







20 17

15



0 12 0



20 20





  0

0



0 12 0

[E]

3

17





0

0

Bridge



  

[E/D]

[A/C#]

      



[E/D]



[A/C#]

  

       





Theywon’t be sat- is -fied

   

[E5/B]

till you’re out

                  

    

of their sight.

    



0



3

3

2

0

0

0

3

0

3

0 3

0

0

2

3

0

0 0

0

3

3

   

[E/D]









0

[A/C#]

      



But



  

   

    

I

won - der



 

3

2

0

3

0

3

3

3

0

0

how

will you

 

0

feel



0

0

0

0

0

3

3

0

2

0

[E/D]



[A/C#]

       



[Caug]

        





with a deck of cards

and you’re not a - round to deal.

                                 

0

 

 



0

0

0

3

0

3

0

3

3

3

0

2

1

0 0 0

3

1

0

0

0

3

0 0

0

0

2

0

0

1

0

1

0

   

    

Sorgdal

   

0

0

[E5/B]



0

2

0

       



2

0

0

0

         

3

3

0

[E5/B]



0

3



      



You’re not

  



1

1

1

a - round



     

0

1 0 0

0 0 1

to deal.

1 0 0

0 0 0

[Em7]



   3 5 3 0

               

            

3 5 3 0

3 5 3 0

3 3 3

3 5 3 0

3 5 3 0

3 3 3

3 5 3 0

3 3 3

3 5 3 0

3 3 3 0

3 3 3

D.S. al Coda (with repeats)

   







   



    

    

     

           

  

    

     

           

  

    

     

      

 

3 5 3 0

3 3 3 5 3 5 3 3 3 0 0

3 3 3 5 3 5 3 3 3 0 0

3 3 3 3 5 3 5 3 3 3 3 3 0 0 0

3 5 3 0

3 3 3 5 3 5 3 3 3 0 0

3 3 3 5 3 5 3 3 3 0 0

3 3 3 3 5 3 5 3 3 3 3 3 0 0 0

3 5 3 0

3 3 3 5 3 5 3 3 3 0 0

3 3 3 5 3 5 3 3 3 0 0

3 3 3 3 5 3 5 3 3 3 3 3 0 0 0

3 3 3



3. Well they say

ØCoda

   



     3 5 3 0

 [Em7]



   







 



       

       

                   

  

       

         

 

3 5 3 0

3 5 3 0

3 5 3 0

3 5 3 0

3 5 3 0

3 5 3 0

3 3 3

3 3 3

3 5 3 0

3 3 3

3 5 3 0

3 3 3

      



3 5 3 0

3 3 3

3 3 3

 



3 5 3 0

3 5 3 0

[A/E]



3 3 3



3 3 3

Do you

3 5 3 0

3 3 3

3 5 3 0

    



3 3 3

 



                                   feel

like you’re stand- ing on a wood- en leg

or

a

poor

man

much

too proud to beg?

Or a

       

    

Sorgdal

3 5 3 0

3 5 3 0

3 5 3 0

[C/E]



3 5 3 0

3 5 3 0

      

  

8 8 8 0

8 8 8 0

3 5 3 0

3 5 3 0

3 5 3 0

  

  

  

  

  

8 8 8 0

8 8 8 0

8 8 8 0

8 8 8 0

from a book

3 5 3 0

[D/E]

  

page



3 5 3 0

  

      

8 8 8 0

8 8 8 0

3 5 3 0

3 5 3 0



  

3 5 3 0



  

3 5 3 0

 

  

5 5 5 0





3 5 3 0

at

all.

5 5 5 0

5 5 5 0

5 5 5 0

5 5 5 0

5 5 5 0

5 5 5 0

5 5 5 0

5 5 5 0

5 5 5 0

5 5 5 0

[Em7]

10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 0 0 0 0 0 0 0 0

read

  

5 5 5 0

  

be

  

3 5 3 0

  

that can’t

  

3 5 3 0

5 5 5 0

5 5 5 0

5 5 5 0

5 5 5 0

  





    

  

                 

 

3 5 3 0

3 5 3 0

3 5 3 0

3 3 3

3 3 3



Read at all.

3 3 3

3 5 3 0

3 5 3 0

3 3 3

3 5 3 0

3 3 3

    

    

  

                 

   

  

                 

   

  

     

3 5 3 0

3 5 3 0

3 5 3 0

3 5 3 0

3 5 3 0

3 5 3 0

3 5 3 0

3 5 3 0

3 5 3 0

3 5 3 0

3 3 3

3 3 3

3 5 3 0

3 5 3 0

3 3 3

3 5 3 0

3 3 3

3 3 3

3 5 3 0

3 3 3

3 3 3

3 5 3 0

3 5 3 0

3 3 3

3 5 3 0

3 3 3

3 3 3

3 5 3 0

1º [A/E] 2º [A]

3 3 3

Outro                                  3   5

[E5]

 



5 3 0

     [E]

 12  12



5 3 0

5 3 0

5 3 0

5 3 0

5 3 0

5 3 0

     

12 12

11 11



12 12

5 3

 

1º [G/E] 2º [A]

    

       

      



0 0 0 0 0 0

5 5 5 5 5 5

11 11

[C]

3

5

5

3

 

[D]

  

 10

1

 12  12

11 11

12 12



11 11



12 12

11 11

       [D]

8



19

12 12

[E]







17

17

0 0

8

8

10

                                  

17 15 15

[A]

  

Sorgdal





[E]

5

[C]

  

 15  15

5

8

3 5 3 0

[E]

0

 

5 5

0

  

[C]

3 3 3



11 11

12 12

11 11

11 11 11 12

 

0 0

Repeat 3 times w/ad lib. solo

 

12 12

  









16

17

 





16

17 17

[D]

    

  

8 8 8 8 8 8

10 10 10 10 10 10

[E]

             0 0 0 0

0 0 0 0 0 0

[A]

       0 0 0 0 0 0

       5 5 5 5 5 5

[C]

     8 8 8 8 8 8

[D]

       10 10 10 10 10 10

5 5 5 5

       

[E]

  

12 12 12 12

  

Do You Read Me Words & Music by Rory Gallagher F

C5

Dm7 3fr

G5 10fr

A5

Am('9)

10fr

5fr

G

5fr

Em

C

G7

4fr

A7

C7

3fr

5fr

8fr

Intro

q = 196 Drums cue





Gtr. 1 (elec.)

 

µ





   

    3



rake

mf

 













6



Sorgdal







 



      

    





  





  





5

5

X

5

5

7

7

7

X

        

10 7 10 7 10 7 10 7

7

 



        5

5

7

5

7



 full

5 7

7

5

0 3

      



          full

6 5 3 3



5

3

3

5

5

5 7

3

5



3

   



 full





6

            







1/4

w/dist.







etc.

8

6

6

5

3

5

3 5

5

8

8

6

3

* 



*Tap with R.H.

8

7

7

F

   

  

3

  

5 7

5

7

17

© Copyright 1976 Strange Music Limited.

2 3 3 1

1

1

1



C5

Dm7

   



 





5 5 3 3





  

10

12 10

  





10

10





   10

(1.) me, (2. 4.$) wait - ing, (3.$) - ing,



   

Sorgdal

10



12 12 10 10

X

10 10 10 12 10

10 12 10

10

X

10

10 10 10 12

10

 

 

 

 

       

 

3 3 1

3 3 1

3 3 1

3 3 1

3 3 1

3 3 1

3 3 1

3 3 1

5 3

5 3

5 3

Dm7



12 12 10 10

X

 





                      10

X



4 2







1. Do

you

read



 

10 12 10

Dm7

10

5 3

 

10

X



12 12 10

 



4 2

A5



     



10



10

 



10 12 10



 

G5

10 10 10 12 10





 



 



  

 



  



 

Dm7

  

  

10 12 10

    

Dm7

C5



$

10 10 10 12 10



G5



Verse

 

G5

F

Dm7



    

10 10 12 10

7 5



G5



 

Dm7

  

well won’t you tell me? seems like for - ev - er, my hearts been burn - ing.



  



G5

 

   





  

2º ad lib. fill 12 12 10 X

X

10 10 12 10

12 12 10 X

Dm7









    



X

F



 

 







If you read me, I’ve been wait - ing, I’ve been hurt - ing,

  



10 10 12 10 10



10 12 10 10

0

  

  

  

  

2 3 3 1

2 3 3 1

2 3 3 1

2 3 3 1

2 3 3 1





10

3º($) Gtr. 1

 

 

 

10 10 10 12 10

10 12 10



  



10 10 12 10

     

4º($) Gtr. 1

Sorgdal



X X

10

10 10 12 10

  

  

2 3 3 1

2 3 3 1

2 3 3 1







  

10 10 12 10

10 10 12 10

10 10 12 10

  

  

  

10 10 12 10

 

Well, I’ve been wait

  

10 10 12 10

10 10 12 10

12 10

 

 

full

5

 

full

5

5

5

 







full

5

5



- ing,

when I ain’t got much just the same.

                5 5 3

5 5 3

5 5 3

0

3 3 1

3 3 1

3 3 1

3 3 1



       

   

0

3 3 1

3 3 1

2

3





 full

3

10

5 5 3



   

   





10



full

  To Coda Ø

C5

 

 

10 10 12



full

si - tu - a - tion

3 3 1

3 3 1



full



3 3 1

5 5 3

2. Yes, I’ve been 4. Well, I’ve been

10 12 10

 

3 3 1

5 5 3





10 10 12 10

     

3 3 1

5 5 3

   

       

3 3 1

5 5 3

  

    my

3 3 1



           10

full

F

 



Take repeat on $

X

    

5

    

X



5





  

 

10

full

2, 4. Dm7

X

12 12 10 10





    



full

5

5





     full



    

C5

then please be - lieve me my si - tu - a - tion but I’ve been learn - ing





say. bet - ter.

 

1, 3. Dm7

G5

   

 



  

Dm7



 









  

ain’t got much

 

 

       

5 5 3

5 5 3

5 5 3

 



5 5 3

5 5 3

5 5 3

         full

full

3

5

5

Dm7



 



G5





bet - ter.



10







  

  

  

  

  

    

 

10 10 12 10

10 10 12 10

X X X X

X X X X

X X X X

X X X X

12 12 10



 

Dm7





12 12 10

10





 

  

12 10

10 10 12 10

  





Interlude Kbd. cue

Am('9)   

G

 

    



F

Em

[Dm]































 



 





0

0

5



2

5











 





0

0

3





0

4

7



C

0

2

0 3

Dm7

 

  





f





  



   Harm. 

full

full



   full



       full

full





full









full

full







6 5

5

5

5

0

Kbd. cue

Am('9)



 



   

G









mf

Sorgdal











0







 



Em

[Dm]













 





0

5 7

F











2 3



0 2 5





    

0

4 5



C

3

Dm7

 

  





 









       3

1/2

5

0

7

5

5

3

5











You don’t





 

5

5

 



3

3





Bridge

G7









do

un

  











as

 



X X

4 5 3





why

am

I

the

on

- ly



   X X X X

10





  

  

10 10 12 10

X X X X

10









you

got

that

4 3 5 3



    4 3 5 3





X X



4 5 3

un

-





X

4 3 5 3

Dm7





that

you

treat

this



  

X

10 10 12 10

 



and it’s

hard

 



to



  

 







4 5

-



X X 3





a

way?









Well,

3







X X







 







Well,

 

 

  

12 10

12 10

12 10









spe - ci - fy,



  

   

X

4 3 5 3

4 3 5 3

X X 3

me.

4 3 5 3

X



to



12 12 12 10

some - thing,

 

  

 

   



one





   

G5





do

X X



10 10 12 10

you





3



 



oth - ers



  

Sorgdal





G7



to





  





4 3 5 3





-

   

4 3 5 3

Dm7





X X

 I

 



4 5 3







X X 3

3

A7









 

just

can’t

di

- ag - nose

    

 

6 5 7 5

X X









C7





that



 

5

X X

 









look

that’s

 



in your

eyes.





 

  

  

  

 

9 8 10 8

9 8 10 8

9 8 10 8

9 8 10 8

9 8 10 8

6 5 7 5



5







 

P.M.

0



0

Gtr. solo



[Dm7]

[G5]

[Dm7]

               3

f

 

7

10



[Dm7]









7



 

5

3

[F]

5



 



 



3



[Dm7]



P.H.

P.H.

full

full

5

5

7







 

full

 

5





full



5

5

5

5

3



  



3 full

13

full

[C]        









full



13

    3

 

10

13

13

[G5]

13

10



  full

13

13

13

10 13 10





full





13

13

12 10 12

12





10 13





10

[Dm7]

1/4

full



full

13





3

12

[Dm7]



3

6



Sorgdal

3

10 7 10 7 10 7 10 7 10 7 10 7

[G5]

5

full



5

3

6

 



3                  

3

7 10 7 10 7 10 7 10 7

 



3

[G5]

13

10



     

 17

 19

18

20

3

   

[Dm7]





full





   

[Dm7]

   





3

full

20

[G5]

20

18

18

20

     





full

20 18

20



[G5]

20



3

full

20 18

20

19

   

[Dm7]







[Dm7]









full





3 full

  

 

1/4

 

[F]

20

20



    

18



20

18

20

18



   

20



  20

full

20 20

20

19

[G5]

   



20

[C]





  









 

full



5 5

7

5

5

7

5

7

5

7

3 3

[Dm7]



[G5]







 







3

         

 5

3

5

3

3

5

5

[Dm7]

 3

5

3

5



  

3

3













You don’t





3 5

5

3

1

3

5

Bridge

G7











do

un



 

to

me



  

   

4 3 5 3

4 3 5 3

mf

Sorgdal

-





X X 3



   4 3 5 3

 3











 

like

I

know

that

you

could.



   

    

X

6 4 3 5 3

6 4 3 5 3

   4 3 5 3





  





  



  

 

3

4 3 5 3

3

4 3 5 3

X X

X X

Dm7















Why

am

I

the

on

- ly



  

  







10 10 10 12 10

10 10 10 12 10



 

Ash

- es

to

ash - es



   

4 3 5 3

4 3 5 3





if

you

won’t

  take





    

6 5 7 5

6 5 7 5

 

X X

 5

6 5 7 5





who’s

mis

- un

   X X X X



  

10

10 10 10 12 10



  



4 3 5 3

3



 



then



   

5

6 5 7 5

I

 -

  

  

10 10 10 12 10



X X X X

10



X

4 3 5 3

4 3 5 3

10







well,

  



X X 3

-

vil

   



4 3 5 3

3

must.

   

  



4 3 5 3

      de





to dust,



the



X X X X

 

   

guess



13

  

C7

  

 



dust







der - stood?





 



me

  







and it’s

4 3 5 3

3





  



one

10



X X



      

10





X X X X



A7



X X X X



  



  



G7



  



X

 



D.S. al Coda

I’ve

been hurt -

   



9 8 10 8

5

ØCoda [Dm7]











[G5]





  









bet - ter.



[Dm7]





   

       

14

5







 

5

5

5





full

Sorgdal



5

5

5

7

7

5

5 7

7

5

3

3 5

 







  

 



X



my



     

     



3 3 1

3 3 1

3 3 1

0 0

3 3 1

3 3 1



3 3 1

3 3 1





  

  

    

 



X

10 10 12 10

10 10 12 10

X X X X

X X X X

X X X X

X X X X

12 10

 









12 12 10

 

[C]







13

13

[Dm7]

       

5 5 3

5 5 3

5 5 3

5 5 3

5 5 3

5 5 3

5 5 3

5 5 3



 

 

12 10

10 12 10

12 10

12 10



   



 

 

12

12



10

[G5]



got much

full

12





       

3 full

13



ain’t

 

w/open wah full



Hey.

  







  

 



Dm7







si - tu - a - tion

   

[F]

f



 



Gtr. solo





C5

  



G5



 

F

 

been wait - ing,

bet - ter.











Dm7



I’ve

 











12 10

12

12

10

[Dm7]





Yeah,



10



yeah.

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

Sorgdal



10 11 12

10 11 12 10 11 12

8

9

10

10 11 12 8

9

10

8

9

10 8

9

10



[F]

[C]

               

 

10 10

10

10

12

10

10

10

12

10

12

               

10

10

12

10

10

10

12

10

10

10

12

                  [Dm7]

[G5]



10 10

10 10 12







10











     

2

5

3 3

5

3 5

               [Dm7]

[G5]

3



5

full

full

8 6 5

6

8

8

6

5

8

7

3 3

5

5

5

           [Dm7]





w/bar full

full

12

12

3

5

5

              [C]                [F]







3

3

1 1/2

13

15

15

13

15

1 1/2

3

1 1/2

15 13

15

15

13

1 1/2

15 13

15

15

13

15 13

15

12 14

[G5]

[Dm7]

                         1 1/2

Sorgdal

12

12

[F]

3

12 10 12 10 12 10 12 10 12 10 12 10

[Dm7]



3

12

0

full



10 10 12

      







10 10 12

[C]

 



10 10 12

3

10 10 12

[Dm7]

3



10

12

1 1/2

13

 



3

 14



full

full

13 12

10

12

12 10

13







Kbd. cue

Am('9)





 

G





      mf











F





[Dm]









          

0

0

5



2

5











 



0

2



f 10 10

0 0

0

12

3

Am('9)









     



Dm7

    

0

3

C





0

4

7



Em

10 10



 

12

Em



10

12

10 12

[Dm]















12

C







0

   











0







0

5

4

2

5









0





   



0 0 0

0

3



15







  



12



3

Kbd. cue

[Am('9)]



 

  





[G]



  









[F]







[Em]



[Dm]





       











  





[C]





 3





[Dm7]  

 

 



full

12

Sorgdal



10 13

12

10

10 12

10

9

10

12

12

13

12



    

  

7

0

2









0



F

Dm7

    

0





      

  









10 10 12



G

10 12 10

13

12



Dual Carriageway Pain Words & Music by Rory Gallagher D

C

G

5fr

3fr

G7#9 3fr

C7#9

D7#9

9fr

4fr

q = 203 D Gtr. 2 (elec.)

C







D







C













                                      Gtr. 1 (elec.)

mf w/dist. full

 D





  

11

12

12



     



Sorgdal



  

10

11

9

10

10

     is

11 10 9 10







out,

you’ve

    X X X X



  11 10 9 10



  

        

found

an - oth - er

11 10 9 10



X X X X

  11 10 9 10

 



cont. in stave

1. The

    

8 8

Gtr. 1        

news





12

G7#9

9

10

12

              3



full

12

 

11

12

G





10 10

Verse



9

8 8

10

full



full

10 10

10

C

 



full

8 8

10





full

10 10

X 6 3

5

3

4

5

4

3

5

 









man,

          

Gtrs. 1+2



 

3

5

© Copyright 2009 Strange Music Limited. Bug Music Limited (85%)/ Warner Chappell Music (15%). All Rights Reserved. International Copyright Secured.

3

3 5

5

3

5

    

C7#9



 

news

is

out,

       

you’ve

4 3 2 3



   

  

could you

    



6 5 4 5



X X X X

4 3 2 3

X X X X

  

things

to

me

  

6 5 4 5





Gtrs. 1+2



 

3

           5

  

  

when you

know

  

X X X X

3

3

5

3

5

5



4 3 2 3



How

D7#9

    



man.

4 3 2 3

   

these

  

Gtr. 1

 

C7#9



    

do

  

an - oth - er

4 3 2 3

  

[G]

            

  

X X X X

D7#9



found

    

Gtr. 1







4 3 2 3



    

  

C7#9

6 5 4 5

I’m

do - ing the

  

  

X X X X

 

      

6 5 4 5

best

I

    

4 3 2 3

X X X X

can?

   4 3 2 3

[G]





  



Gtrs. 1+2

 









           



      3



 

full



3 3

G7#9

 

Gtr. 1        

Sorgdal

3

    

2. Ba - by, why



3

5

3

5

5

3

5

3

5

3 5

3

5

Verse



5

11 10 9 10

you

    X X X X

  11 10 9 10

 

  

    

do

    

things

these

11 10 9 10

to

    X X X X

  11 10 9 10

 



me

        

 I’ll

11 10 9 10

  

ne - ver

X X X X

  11 10 9 10

 







know, Gtrs. 1+2

        3

3

5

3 5

3

2

C7#9

     Ba - by,

       

    

 

why

do

Gtr. 1

     when you

  

  

 

    

4 3 2 3

D7#9



you



these

  

X X X X



know

I

    

 

things

to

    

4 3 2 3

  

X X X X

    

 



6 5 4 5

4 3 2 3





  

X X X X

  

        

me

I’ll

ne - ver

 

11 10 9 10

X X X X

11 10 9 10

4 3 2 3

 

love you

G7#9

  

C7#9

  

X X X X

  

  

4 3 2 3

  

6 5 4 5

  

D7#9

  

  



and you

know

I’ll



  

4 3 2 3

    

6 5 4 5

 

know,





   

 

11 10 9 10

C7#9

ne - ver

    

6 5 4 5

 

 

X X X X

11 10 9 10

    

  

  

X X X X



    

let

you

4 3 2 3

X X X X

   4 3 2 3

[G]

  









go.

   Gtrs. 1+2

                     3

   



full



3 3

5

3

3

5

3

5

5

3

5

3

5

3 5

3

3

8

5



Interlude

   Gtr. 1



[G] 3

3 3

3

Gtr. 2



Sorgdal



3

3

                            3



3

  3

3

5

3

3

5

3 3



3

  3

3

5

3

3

5

3 3



3

  3

3

5

3

3

5

3 3



3

  3

3



5

5

3

    

3 3 3





3

Gtr. 2



   Gtr. 1



5

3

3 3

3

3



 

Gtr. solo 1

3

5

3

C7#9





 

5

5

5

     









 

G7#9



 





  

3





5







5

3









 

             3

3

3

3

5







5









5

3

3

7

5

3

5

5

  





1/4

6 5

5

3

3 3 3       3  3                          

3 3

5

5

3

4

3

3

1/4

3





1 1 1

3

6

   3  3        5

 

     

5



 3             3

3

6 1

5



 

3 3 5 3 3

5

C7#9



3

  

full

3 3





5 3



cont. in slashes



3

3

3

5

3



full

  

3

1 1 1

9

10 10



3





3 5 3 1

   3     

Sorgdal



3 3 5 3 3 3 5



4

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

3

5

4 3 5

3



3





4 3 5

3

full

3

 

3

5

5

   

  

                        3

3

5

3

5

3

3

5 5

3

5

3

3 5

3

1

3 3

5

5

3 5

5

3

G7#9







 





















  





3 3                                                3 3 3 3

3

1/2

full

1/2

1/4

3



3 3

3

Bridge

5

4

3

3

5

5

5

3

3

5

5

3

5

4

C





5

5

5

D



5

3

D







C













                                       full

5

10 10



full

8 8 11

12







  

      



full



10







   





3. You’re a

    

          

8 8 11

9

10

12

10



3 5 3

bad,



full

10 10 12

12

  

9

10

G







8 8 11

12

10

C



full

10 10 9

10

12

D



full

3

4

5

3

4

5

Verse

G7#9



   bad

Sorgdal

    wo - man, you

          

 



11 10 9 10

11 10 9 10

X X X X

  

just

won’t



   do what’s

       11 10 9 10

X X X X

  11 10 9 10

 











right,

  a

          

Gtrs. 1+2



 

3

5

3

3 5

5

3

5

C7#9



 



   

              bad,

bad

wo -man, you

  

just

 D7#9



 

4 3 2 3

X X X X



  

           You

just

wan - na

Gtr. 1

 

6 5 4 5



           



4 3 2 3

do what’s

4 3 2 3

C7#9

  

play

  

X X X X

  

won’t

Gtr. 1

a

X X X X

-

6 5 4 5

 







           5

3

  



5

just

4 3 2 3

wan - na

6 5 4 5

C7#9

 

         

  

3

3

5

5

you

X X X X

 

3



round,

4 3 2 3



Gtrs. 1+2

4 3 2 3



    



right.

D7#9

  

   



[G]

  

X X X X

   

stay

 

  

              

out



6 5 4 5

ev - ’ry

4 3 2 3

X X X X

night.

4 3 2 3

[G]





    Gtrs. 1+2









    

                          3

full



3 3

5

3

3

5

3

5

5

3

5

3

5

3 5

5

3

3

8



5

Interlude

   Gtr. 1



[G] 3

3 3 3



Sorgdal



3

3

                            3

Gtr. 2



3

  3

3

5

3

3

5

3 3



3

  3

3

5

3

3

5

3 3



3

  3

3

5

3

3

5

3 3



3

  3

3



5

5

3

    

         G7#9

3

3

              

full

4 3 3 3





5

3

3

5

3

3

3



 

4

5

5

5

5

3



 





   

  



cont. in slashes

11 10 9 10 3

3

3

3

3

Gtr. solo 2

Gtr. 2

C7#9





 









3 3              

  

Gtr. 1





3



 



  





            3 3              3

3

3

full

8 10



8

8 8

8



10 8

10

8

9

8 10

8

8

9

G7©9



full



8





  









10 8

10

10 8

9

10 9

 



  





3 3 3       3                                          3

3

3

3

3

3

full



full

15 12 14 12 12 14



12

14

14

14 12

14

C7#9



12 14

 







  

  3                  3

3

10

10

13

11 13

13





11

13

10 12 10

12

12











  

      3            

3

3

full

Sorgdal



11 12

13

11

13 11

11 10 12

10 12

13

12

13

11 12

10

10 12 10 10

12

12

G7©9





 

        



11 10

10

  

      

full



 

full



G7#9

 

11

       4. Try

to

do

Gtr. 1



11 10 9 10

C7#9



 

to

Gtr. 1



X X X X

4 3 2 3

do

    

what’s

X X X X

    

best

10

4 3 2 3

best

you,

9

    X X X X

 

   4 3 2 3



     

 

full

8 8 9

10

10

you,



     X X X X

6 3

5

3

4

5

4

3

5

    

    

try

to

treat

you

   

11 10 9 10

 

4 3 2 3



X

I

  

cont. in stave

3

11 10 9 10

   for





            

  

11 10 9 10



  

for

7



    

  

11 10 9 10

    

        try



   



11



10

 

8

full



10

what’s

10 10

12

8 8

    

12

C

12

12

Verse

10 10

full

10 10

  

G





            12

      

10



  





10 10

C









9

10

12

D



      



8 8 11

12

 

0





full

10 10





     

 

10

D







 

12

C



13 11

13

12

Bridge



3

full

[D]

Sorgdal

  

        



3







I

G7#9



X X X X

to

11 10 9 10

treat



   

you

X X X X





kind,

       

Gtrs. 1+2

11 10 9 10

    

    

try

 

 

3

3

5

3 5

 





3



kind,  Gtrs. 1+2      11 10 9 10

8

10

2

D7#9



 

You

C7#9

  

 just

  

wan - na

play

Gtr. 1              



6 5 4 5

X X X X

a

  

-

6 5 4 5



round,

    

   



D7#9

4 3 2 3



you

just

  

wan - na

4 3 2 3

6 5 4 5

X X X X

up

   



6 5 4 5

   Gtrs. 1+2





my

    

4 3 2 3

X X X X

[G]

    



 

    

wor - ry

           

  

X X X X

C7#9

  



mind.

   4 3 2 3

   



5. You’re a

                          3

bad,

 



full



3 3

3

3

G7#9

   bad

    wo -man, you

 Gtr. 1           

 



11 10 9 10

11 10 9 10

C7#9



 

bad,

 bad

X X X X

Sorgdal

3

wo -man, you

4 3 2 3

X X X X

4 3 2 3

  

just

5

5

3

5

3

5

3 5

  

won’t



do what’s

        11 10 9 10

   

Gtr. 1                



5

3

3

1

5

Verse



5

  

just

won’t



X X X X

 

 







  a

            

Gtrs. 1+2

11 10 9 10

3

5

3

3

5

3

5

5

[G]

   do what’s

X X X X



right,

            4 3 2 3



4 3 2 3

 









right.

          

Gtrs. 1+2



 

3

5

3

3 5

5

3

5

D7#9



 



You

C7#9

  

just

  

wan - na

play

              Gtr. 1

 

6 5 4 5



X X X X

a

  

-

6 5 4 5



round,

    

 



D7#9

4 3 2 3



  

you

just

wan - na

C7#9

 

stay

           

  

X X X X



4 3 2 3

6 5 4 5

X X X X

   

 

  

out

ev - ’ry

night.

           



6 5 4 5

4 3 2 3

X X X X

4 3 2 3

[G]





   









    

                         

Gtrs. 1+2

3

full



3 3

5

3

3

5

3

5

5

3

5

3

5

3 5

5

3

3

8

5

Outro

D Gtr. 2





C







D







C



D







C













Gtr. 1                                                full

full

10 10



full

8 8 11

12

9

10

12

   

12

full

8 8 11

10

Freely G



full

10 10

full

10 10 9

10

8 8 11

12

12

10



3                           3

full

3

full

3

full

3

Sorgdal



3 3 5

4

6

6 5

5

3

5 5

5

5

3

3

5

9

10

12

3 5

3

5

3 2

10

 



Eat My Words Words & Music by Rory Gallagher G

C

Bb 5fr

Gtr. 1 (elec.) 6 = E 3 = G# 5=B 2=B 4=E 1=E Capo 3rd fret

h = 102 µ                    Gtr. 1 (elec.)

                

 

mf w/slide

0



0 0

5 5

5

5

5

          

3

3

3 3

2 2

3 3

2 2

0 5 5

3 3

5

5

5

3

3

3 3

2 2

3 3

0

         

2 2

0

               

0



3 3

5 5

5

5

G

      0 0 0 0 0 0



5

3

3

 

       

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

                   G

 Sorgdal

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

12 12 12 12

10 10 10 10

0 0 0 0

   0 0 0

3 3

C

2 2

   

  

5 5 5 5

5 5 5 5

0 3 3

  

2 2

 

5 5 5 5

C

   

  

   

5 5 5 5 5

5 5 5 5 5

5 5 5 5 5

  

0 0

0

3 3

5 5

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

       

5 5 5 5

0 0 0 0

Bb

3 3 3 3 3

Bb

      5 5 5 5

G

0 0 0 0

0 0 0 0

3 3 3 3 3

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

               G

0 0 0 0

0 0 0 0

3 3

0

3 3

2 2

3

0 0 0 0

0 0 0 0

© Copyright 2009 Strange Music Limited. Bug Music Limited (85%)/ Warner/Chappell Music Limited (15%). All Rights Reserved. International Copyright Secured.

12 12 12 12

10 10 10 10

 

    C

  

   

0 0 0 0

5 5 5 5 5

5 5 5 5 5

5 5 5 5 5

   0 0 0

C

   

  

   

5 5 5 5 5

5 5 5 5 5

5 5 5 5 5

  

3 3

     

Bb

5 5 5 5

  

2 2

3 3 3 3 3

Bb

      5 5 5 5

3 3 3 3 3

G

     

        

0 0 0 0 0 0



0 0 0 0

G

     

$

Verse





0 0 0 0 0 0

0 0 0 0

      

0 0 0 0 0 0



0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0 0 0

 

    C

  

   

0 0 0 0

5 5 5 5 5

5 5 5 5 5

5 5 5 5 5

 

 

0 0 0 0

0 0 0 0

  

     

Bb

5 5 5 5

    C

  

   

5 5 5 5 5

5 5 5 5 5

5 5 5 5 5

G



3 3 3 3 3



                   0



0

0 0 0 0 0 0

  

0 0 0 0

0 0 0 0

0

3 0

0

0 0 0 0 0 0

     

Bb

5 5 5 5

3 3 3 3 3

eat my eat my

0 0 0 0

  





wrong, wrong,

I’ll I’ll

pay pay

3 0

0 0

3 0

the bill. the bill.

0

0 0 0 0

5 5 5 5 5

5 5 5 5 5

5 5 5 5 5

     

0 0

  

     

Bb

5 5 5 5

3 3 3 3 3

     

  



  

words, words,

I I

swear I swear I

        will, will,

0 0

  

No cards No cards

for me, for me,

3 0

0

0 0



  

I’ll I’ll

look but look but

0 0

        still, still,

there’s

                3 0

0

0 0

0

if if

0 0

0

0 0

0

   

0 0 0 0 0 0

0

0 0

0

  

               

        

0 0

C

0 0

0

                   3 0

 

   

G

0

I am I am



        

0 0

0

   

Sorgdal

  

    



1. I’ll 2. I’ll

3 0

G

0 0

3 0

0

0 0

0 0



   

     

one here one here

up up

my my

   





0 0

0

   

- lieve I’m

3 0

0 0

  



wrong, words,

I’ll if

0

0

0 0

 

nev - er win, I am wrong,

but



0 0

3 0

0 0

    

Will I don’t hate

miss you? me, you

            

0 0

 

  

I

bet I hate my

’round count when

3 0

0 0

0

3 0

0 0





when I

times sing

0 0

will, tongue,

3 0

0 0

             

        

0

0 0

0 0

      were thin. my song.

I might ev - en lose you won’t ev - en read

 

some my

        

0

0 0

0 0

3 0

0 0

0 0

   

sleep. will,



To Coda Ø

        

0

0

You

0

0

0

0



0

                 

0 0

 

3 0

0

0

0 3 0

0

0

0

   

0

I’ve been you can

Be I’ll

0

0

    





0 3 0

3 0

0 0

                    eat my

 



                          

0 0



sleeve. sleeve.

            3 0



0

0

0 0

3 0

0 0

0

0 0

3

                                    w/vol. control 0

Sorgdal



0 2

0 2 3

0 2

0

0 2

0 2

3

3 0

0 2 3

0 0 2

0

0 2 3

0 2 3

3

0 2 3

0 2 3

12 12 12 12

Interlude

   

G

 

 

 

 

 

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

 

C  

 

  

0 0 0 0

5 5 5 5

5 5 5 5

5 5 5 5

G

C

     

0 0 0 0

Guitar solo

       

 

11 11

 

11 11

 

 

 

 

 

  

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

5 5 5 5

         

[G]

12 12 12 12 12 12 12 12

12 12 12 12 12 12 12 12

11 11

          

12 12 12 12 12 12 12 12 11 12 12 12 12 11 12 12

 

11 11

 

11 11

 

 

  

5 5 5 5

5 5 5 5

 Bb G    

 

 

 

 

5 5 5 5

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

 

3 3 3 3

0 0 0 0

Bb

3 3 3 3

    

 

  

0 0 0 0

5 5 5 5

5 5 5 5

5 5 5 5

 

 

 

 

 

 

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

 Bb   5 5 5 5

Bb

5 5 5 5

         

 

11 11

12 12 12 12 12 12 12 12 11 12 12 12 12 11 12 12

11 11

14 14 14 14

14 14 11 11

12 12 12 12 12 12 12 12

12 12 11 12 12 12 11 11 12 12 12 11

12 12

 

     12 12 12 12 12 12 12 12 12

                     12 12 12 12 12 12 12 12

3 3 3 3

     

C

 

12 12 12 12 12 12 12 12 12

 

  

G

     5 5 5 5

 

C  

12 12 12 12 12 12





0

0

0

                           3           3

Sorgdal



0 0

3

3

0

0 3

3

5

3

0

0 3

0 3

0 3 3

2 2

3 3

0

0

0

3 3

2 2

0

3 3

2 2

0

3 3

2 2

0

3 3



                                     

5  5

5 5

3 3

0

0

0

3 3

5 0 5

0

3 3

5 0 5

0

3 3

5 0 5

0

                     0



3 3

5 0 5

0 5

0 0 0

3

0 3 3

5 5

3 3

0 0

5

0 5

3

3 3

0

5 0 5

0

3 3

5 0 5

0

3 3

5 0 5

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

5 3 3

5 0 5

3

0

3

5

3

5

3

0

3 0 0

2 2

                               

3 2 3 2

3 3

3 3

2 0 2

          

0



0

0

0

0 0 0

3

3 3

3 3

0 0

0 0

0 0

0 0

3 3

5 5

5

3

3

0

0

0 3 3

3

3

3

                                   0



5

3

0

0

0 3 3

2 2

2 2

0 0

Sorgdal



0

0

0 3

0

0 5

0 2 2

0

0

3 3

2 2

0

0

3 3

2 2

3 3

0

0

0

5

0

0

                 3

0

0

0 5

0

                           

3 3

0 0 0 0

5 5

0 0 0 0

5 5

0 0 0 0

5 5

0 0 0 0

5 5

15 15 15

14 15 14 15 14 15

0

                                       

0 0

0 0

0

0

0 3

12 0 0

0

0 0

0 0

0 0

12

11 12 12 11 12

10

10

10

10

10

10

10

12

12

12

12

12 12

12



0

                                  

12

12 12

10

10

10 10 10

10

10

10

9 9 9

11 11 11

     

              

12 12 12 12 12 12 12 12 11 12 12 12 11 12 12 12 12 12 11 12 12 12 11 12 12 12 11 12 11 12

12 12 12

12 12 11 12 12 12 12 11 12 12 12 12 11 12 12

 00 0

                                                               

10 10 10 10 10 10

9 9 9

10 10 10

9 9 9

10 10 10 10 10 10

               

12 12 12

11 11 11

12 12 12

12 12 12

12 12 12

10 10 10

  12 12 12

10 10 10 10 10 10

9 9 9

10 10 10

10 10 10

10 10 10

10 10 10

10 10 10

10 10 10

10 10 10

12 11 12 12 11 12 12 11 12

12 12 12

12 11 12 12 11 12 12 11 12

12 12 12

12 11 12 12 11 12 12 11 12

                                       9 9 9

10 10 10 10 10 10

10 10 10

9 9 9

10 10 10 10 10 10

10 10 10

9 9 9

10 10 10 10 10 10

10 10 10

10

10 10

10 10

10 10 10

                                         

Sorgdal



12 11 12 12 11 12 12 11 12

12 12 12

12 11 12 12 11 12 12 11 12

12 12 12

12 11 12 12 11 12 12 11 12

12 12 12

11 11 11

12 12 12

12 12 12

12 12 12

12 12 12

12 12 12

12 12 12

11 12 12 11 12 12 11 12 12

12 12 12

11 12 12 11 12 12 11 12 12

12 12 12

11 12 12 11 12 12 11 12 12

        

12 12 12

12 12 12

12 12 12

ØCoda

12 12 12

 

G

0 0 0

0 0 0 0

12 12 12

G

         won’t ev - en read

my

         

   

 

will,

   

  

won’t ev - en read



my

0 0

3 0

0 0



D.S. al Coda





will.

                         0

0

   

        

 

0 3 0

   

0

0

0

0

2

0

0

0

2

2

0

3

2

0

  

                            0



0

2

0

2

0

3

      

Sorgdal



 

      

 

0 0 0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 3

   

G

2

3

Interlude

G

0

2

  

 

 

  

 

 

 

0 0 0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

  C

 

 

 

5 5 5 5

5 5 5 5

5 5 5 5

  C

 

 

 

5 5 5 5

5 5 5 5

5 5 5 5

5 5 5 5

2

0

2

3

0

2

3

   

 

 

   

 

 

5 5 5 5

0 0 0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0 0 0

0 0 0 0

0 0 0 0

 

0 0 0 0

G

  

 

 

  

 

 

5 5 5 5

0 0 0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0 0 0

0 0 0 0

0 0 0 0

3 3 3 3

0 0 0 0

0

C

  

 

5 5 5 5

5 5 5 5

  

        Bb

12 12 12

2 3

G

3 3 3 3

0

3

        Bb

0

3

        Bb

5 5 5 5

  C

 

 

5 5 5 5

5 5 5 5

5 5 5 5

 

 

3 3 3 3

0 0 0 0

Bb

  0 0 0 0

[G]   

Outro



  





         Eat

12

my

words,



10





     

eat

12

12

eat

10 12

   my

12

10







  

my

words,

eat

10

12 12

my

12 12

10

11 11

12 12

11 11

10

12 12

12

5



0

0

0 0

3

0

3

0 0

words.

10

12 12





              

                0 0



                     

words,

10

12 12

 

5

0

3

0

0

3

3

0

0

0

0

0

5

0

3

3

3

                                         

3

0 5 0

0 0

3

0 5 0

0 0

3

0 5 0

0 0

8 8

3 0 0

5 5

0 0

0 0

0 0

0

0

11 11 11

12 12 12 12 12 12 12 12 12 11 12 12 12 12 12 12 12 11 12 12 12 12 11 12

12 12 12

                   

Sorgdal



12 12 12 12 12 11 12 12 12 11 12 12 12 11 12 12 11 12 12 12 11 12 12 12 11 12 12 11 12 11 12 11 12

12 12 12 11 12 12 12 12 11 12 12 12 12 11 12 12

 0  00 0

5 5 5

0

3

                                                               

0 0

3 3

0 0

0

    

             

12 12 12 12 12 11 12 12 12 11 12 12 12 11 12 12 11 12 12 12 11 12 12 12 11 12 12 11 12 11 12 11 12

12 12 12

12 12 12 11 12 12 12 12 11 12 12 12 12 11 12 12

                          12 12 12

15 15 15

12 12 12

0 0

0 12

0

3

0

0

0

0 12

12

0

11 12 12 12 11 12 12 12 12

 0  00 0

                                       10

0

12



12

0 12

9

12 12 12

12

11 12 11 12 11 12 11 12 11 12 11 12

12 11

12 12 12 12

12 12

12

11 12 11 12

12 11 12 11 12

11 12 11 12

            3                    

12

0

12 12

12

0

12 12

12

12 12

12 12

 0

3 0

0



5 5

   



5

0 0

3

0 0

3

0

5

0

0

      

0

0

5

0

0

5

3

3

        3 3

0 0

0 0

3 3

0 0

0 0

2

 



0

0

3 3

0

                                        0



0

5

3

0

0

3

0

3

0

0

0

0

0

0

0

5

0

0

4

3

2

1

0

0

5

0

4

3

                                  

Repeat to fade

Sorgdal



0

0

0

0 2

0

0 1

0

5

3

0 4

0 3

2

2

1

0

 

0

0

0 5

0

0 4

0

0 3

0 2

1

0

 

Edged In Blue Words & Music by Rory Gallagher

D

G

A

E

F#m

C#m

Bm

E/D

E/C#

E/B

4fr



2 2 2 2 4 2

        



       







2 2 2 0

2 2 2 0

2 4



X X X

2 4 4 2

X X X X

2 2

4

[E]

2

1 2

X X X

 

  

0 0 1 2

0

0

1

16 18 16

18 16

      2 2



  2 2 0

      1 2 2 0

4

2 4

2 2 4



16 14

hold... 3 2 2 2

0

3 2 2 2

0

0







 

 

2 4

2 4



2

0







16

14

18

   

3

 





0

4



full

full

16

3





4

0

       2







2

14 15 14 16

[A]

2 2 4

    full

14 13

       

[A]

  

18

4





2 2 4



full

Sorgdal

   

0

4



 

[F#m] 3

                 16

[F#m]

2

3

1/2

[E]

2 4

4

2 4

3

3

 19 18

2

2

 

w/sustain

       

        

    

15 17

2 2 0

  





mf

             





[A]

 3       

    

Gtr. 2 (elec.)

 

2 2 4

2

[A]



w/clean tone

[F#m]



mp

    

[E]



          

[A]



e = 124

Gtr. 1 (elec.)



Intro

0









2 2

3 4

 

 

2 0

2 0

 







2 2

3 4

2 2



 



1 2 2 0

2 2 0





  

 



  



[F#m]



   

[E]

4







2

4





2

4

2 2 4







  







 full

     

14

16

      



2 2 2

0

2 2 2





11





12

2

12

Sorgdal



12

3



0 2 3

 

11

12

[A7]



 

0

14

 3

2

       

full

full

12

0



full

12

2

2

 





12

0

 

 

2

16



2

0



 0

14

 2

full

3

 12

 3

      full

3

16

     

[D]

 

3

3

 14

14

 



  

 

  

16

[G]

2





      full

2

3

2

14

16

  

 



   2

0

5 0

14

[A]

3

14



14

   

2



  

  



[D]

14

14 16 14

   2



full

9

7

3

2



   

[G]

  



3

3

0

0 2 3

 





[A]











 

0

3

0 0

2

2

2

[E]



  

2

1 2 2 0

3 3  3 3      3                                full



full

full

14

12

12



17 14

14

14

17 14

     



  

  

  

 

     



       

 



1 2 2 0

2

$

D

Gtr. 3 (acous.)





Verse

     

         

*Gtrs. 1+2

Sorgdal



 

[F#m]

2 3 2 0

2 4

2

[A]

 

4

    

4 4 2

 

4

















   

1. I’ve cried e - nough tears 2. You’ve made up your mind 3. Our lines got crossed

    2 3 2 0

    2 3 2 0

*composite part

    2 3 2 0

    2 3 2 0

    2 3 2 0

    2 3 2 0







  

2 2 2 2



2 4

  2 2

2.





 



0



   



 

2 2 2

2 4

G



17 16

1.

2

2

16 14

  

2 2 2

2 4



[A]

        



2

[E]

16 14

Gtr. 1

Gtr. 2 tacet



17 15 14

17

14

e=e

Drum cue



full

A







 



    

  

3 3 0 0 2 3

3 3 0 0

    3 3 0 0 2 3











3 3 0 0

   

  

3 3 0 0 2 3

3 3 0 0



 

to fill up an and no - thing can the wrong things were

  



    3 3 0 0 2 3

  

o change spo -

  















cean. it. ken. etc.

 

     

1º play slashes 3 3 0 0

7 0

7 7

5 6

7 7

5 6

7

7

D









  











 7 0

7 7

6 7

5 6









          



G

7 7









   



Sure - ly you You wan - na be A tan - gle of

 

5 6

0

0





















 





that my will’s been bro but I can’t re - ar - range not ea - si - ly o -

see free knots

  

  

  

  

  

  

      

 

  

 

  

 

  

 

2 3 2 0

2 3 2 0

2 3 2 0

2 3 2 0

2 3 2 0

2 3 2 0

2 3 2 0

3 3 0 0

3 3 0 0 2 3

3 3 0 0

3 3 0 0 2 3

3 3 0 0

3 3 0 0 2 3

3 3 0 0

3 3 0 0 2 3

Chorus

A

To Coda Ø

E







      - ken. it. - pened.

     









 





 





    



Here Here

am. am.

          



A

I I



    

let ring...











E



7 7

  



5 6

7 7

5 6





you? you?

   

Sorgdal



Help Tell

 



     

 full



2 4

9



full

full

 





  



 









are are

  



 me me

 

full

full

full

4

0

F#m





2





please. please













4

2

A





Pull what

me to





2

4

 through. do.



full

11

4



5 2

12

0



Fig. 1…

9 6



Where Where

full

7 0



sim.

2

4 2

2

2

2

0

days days

   

    

A

1.





in in

blue.



are edged are edged

4 5 6 6 4

  

  

  

  

 

4 5 6 6 4

4 5 6 6 4

4 5 6 6 4

4 5 6 6 4

5 5 6 7

4



 

 

 

 

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

full

full

full

11

2



4

 



 



 

2 2 0



 

2 2 0

C#m



 

C#m

 

full

   

12

…Fig. 1 ends









my my

2

2.



0

4

    









 

     

2 2 2

2 2 2

blue.

  

I’d go an - y - where I’ve tra-velled the world

 

 

 



  



All All



2

2



full

you? two.



0

A

       







2

    

full

0



C#m

full

2

2

Bridge

Sorgdal

2



4

full

5

4

2

            

4

   



  

are bro - ken in

 





 

 

 

 

 

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7



  



’Cause I’ve made up Told by

my my





  

    

  

  

  

4 5 6 6 4

4 5 6 6 4

4 5 6 6 4

4 5 6 6 4

4 5 6 6 4

0 0 0

A



  

A



mind heart

  

 

4 5 6 6 4

5 5 6 7

there. told.

  

  

  

  

  

 

4 5 6 6 4

4 5 6 6 4

4 5 6 6 4

4 5 6 6 4

4 5 6 6 4

5 5 6 7

4 5 6 6 4





 



2 2 2

if I thought you’d be ’cause I could - n’t be



   





Where



E



2

F#m



      

2

   

am. am



  







I I







 



Here Here









   





  





 



 







 

 

that

5 5 6 7

5 5 6 7

5 5 6 7

 



that’s a you real -

 

 

5 5 6 7

5 5 6 7

1. Bm

   

 





where -

I

   





be

-





full





full

 





long.

   

2. Bm

E





11

E/B

       

E







ly

had



E/D









gone.

      

            





full

 

7 7 9



E/D

full

full

full

11

11

 









E/C#







full

full

12

12

11

11

        E/B

  7

let ring... full



full

12

10

13

9

D

        



Organ Solo

2 3 2 0





 

2. E

G

12

10

13

X

   

   

   

   

   

   

      

  

   

  

   

  

   

  

2 3 2 0

2 3 2 0

2 3 2 0

2 3 2 0

2 3 2 0

2 3 2 0

3 3 0 0 2 3

3 3 0 0

3 3 0 0 2 3

3 3 0 0

3 3 0 0 2 3

3 3 0 0

3 3 0 0 2 3

3 3 0 0













full full

full

full

full

full

full

full

full

 

4

4

4

4

4

4

4

                       

Sorgdal



11

10

9

11

9

X

8

9

4

7

9

A 1.

etc.

  

 

  

 

  

     

  

 

  

 

  

 

  

   

0 2 2 2 0

0 2 2 2

0 2 2 2 0

0 2 2 2

0 2 2 2 0

0 3 2 2

0 2 2 2 0

0 2 2 2

0 2 2 2 0

0 2 2 2

0 2 2 2 0

0 2 2 2

0 2 2 2 0

0 2 2 2

A

 

0 3 2 2

0 3 2 2

     

E

                  sim.



full

full

2 4



let ring...

11

E/C#



 -

12

7 7 9



E

2

4

2

1

2

4

5

2

4

 

                F#m

A

3

3



       



full



2

3

2

3

2 3 2

4

2 4 2



4

2

2

4

2

9 11 7



C#m

     

   

    

Sorgdal







A



  

  

  

  

  

 

4 5 6 6 4

4 5 6 6 4

4 5 6 6 4

4 5 6 6 4

4 5 6 6 4

5 5 6 7





 



14 16 14

14 16



 

C#m







 

 

 

 

 

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

   4 5 6 6 4

16

14 16 14

16

14



 

16



 

 

 

 

 

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7



 14

14

my my



A

mind heart

  

  

  

  

  

 

4 5 6 6 4

4 5 6 6 4

4 5 6 6 4

4 5 6 6 4

4 5 6 6 4

5 5 6 7

12

 







full

full

16



 



16





A

 there. told.

  

  

  

  

  

 

4 5 6 6 4

4 5 6 6 4

4 5 6 6 4

4 5 6 6 4

4 5 6 6 4

5 5 6 7

4 5 6 6 4

’Cause I’ve made up Told by





16



  





12

if I thought you’d be ’cause I could - n’t be





10

full

C#m



I’d go an - y - where I’ve tra-velled the world



     







13



Bridge

14

10 12

full



12 14 12





14

A





F#m





  

9

3                          

E



full

4

4

   



 







  

 

5 5 6 7

5 5 6 7

that

  5 5 6 7



that’s a you real -

 

 

5 5 6 7

5 5 6 7

1. Bm

   

 





2. Bm

E









 









                             P.H.  - where

I be

-

long.

1/2



7 7 9

9

9 11

11

full

11 9

11



E/C#



full



11

11

11

full

9

ØCoda

11 9

A





am.

   

   

   

9

11



 



 

11



E





12 0

9



full

11

E/B

          

13















7 7 9

E/D

 

  



2

   

Sorgdal

2



         full

12

7 7 9

9 11

9 11

       9

X

14 12

D.S. al Coda E/B

E/C#

10

 

are

you?





 

9

8

8

7

8

7







      

 







Help

me

    

let ring... full

full

full

11

4





2

  



4





  





I

            

  am.





full

full

2

4

  



      

full

4

2







Where are







  

let ring... full

2

0

2

0

Here

full



gone.



sim.

 

Pull me through.

   

4







E

 

A

2



full

0

2

7 7 9

E/D

12

please.



7 7 9



full

16

F#m

had

11

17

     

   

full



11

let ring... full

7 7 9

10 X

Where



7 7 9

12 13



     

full

ly

-

E

4

full

full

full

17 16

2

0

2

4

2

E



  

   

you?







F#m

  



  



All

      

my



 

days



full

2 4

    

A







am.



 

Where are

 



 full

full





  you?

  

full

0

 

2







  



2



  

4

 11

10

12





12

E

  









full

7

 full

full

10

12



full

11



  

F#m

   



                 please.

Pull me through.

full

11

9

4

2

4

 11

10

7

9

Can’t you

see

 





2

Gtr. 3 w/full rhythm











 

Where

are

                



full

full

full

full

full

full

12

12

12

12

12

12

12

12







 2

0

4





full

full

2

A

full

 

2 2

A

 

am.

10

4

0

I

2 4

2



full

(7)

full

I

 

you?

   

 

   

12

F#m

0

Here



  



11

11

2

4

0

Help me

full

full

9

   

 



2

4

4



12

4





2

E

5

   

Sorgdal

2

4

2

full



2

0



Here

full

11

   



blue.

full

12

Outro



full

  



            

let ring... full





 

are edged in

    

   

A

4

A

  I





  miss you.

3

  





4

4

2



    

 Oh.





full

2 4 2

12



4

2

4





 

A

E





                                    9

 

 

10

9

9

12

12 10

F#m

 

10

 

12

10

11

11

9

A



         

10 12 10

11

 





11

9



 

full

full

full

12

12

12

12

11

9

12

12 9

12

F#m

10

12 9

10



   

 

 

   

Sorgdal



12 9

9

9

12 9

A

        

9

12 9

9

9

12 9



10 9

9

11

9

12

11

12 9

9

11

9

11

9

12 9

10

10

12 9 9



12

       gliss. 

full

full

full

12

12

12

glis s

.



                               12

9

10

9

12

9

F#m

10

9

12

9

10

9

12

9

9

10

12

9

10

9

12

9

A



10

9

12

9

10

9

12

9

12

9

10

9

12

9

10

9

12

9

10

9

12

9

10

9

12

9

10

9

12

9

10

10



Repeat to fade



                                9

11



E



10

A

                              12 9

9

         







9

11



  



full

E

9

11

9

12

9

10

9

12

9

10

  

Follow Me Words & Music by Rory Gallagher Csus4

Cm7

3fr

Cm6

Gm

3fr

F

Gtr. 1 chords F* Dm

C

3fr

3fr

Gm

C

q = 172

6

Gtr. 2 (elec.) 8fr  Tacet 1°



    

Gtr. 1 (elec.)



 

15

8

8

8 10 10 8



6fr



       

8

5

8

X X X

8 8 6

8 8 6

8 8 6

6 6 4

6 6 4

C7sus4 8fr

8fr

C B Bb 6

10 10 10 8

8 10 10 8

6 6 4

6

6

8fr 7fr 6fr

X X X X

  

10 10 10 8

  

  

        

10 10 10 10 10 10 8 8



               

8 8 8 6

Cm7

C5 3fr

8fr

8fr



Eb



8fr

                     f w/crunch dist.

 

C* 3fr

Gtr. 2 chords F C 10fr

Intro

G

8fr

  

  

  

   

5 6 6 4

5 6 6 4

5 6 6 4

5 6 6 4

1.

8 8 8 8 6 6





  

  

  

   

7 8 8 6

7 8 8 6

7 8 8 6

7 8 8 6

8 8 6

6

Db 5

4fr





 

          

cont. in stave

6 6 6 4

X X X

6 6 4

6 6 4

6 6 4

0

4

2.

G 6

        



4

3

4

3

4

3



15fr

f

4

3

4

3

4

3

4

3



                        Gtr. 2

Gtr. 1

Sorgdal



3

4

3

4

3

4

3

4



w/dist.+ chorus

      

       

3



Gtrs. 1+2

       

mf

 

3

4

3

4

3

4

3

4

             

5

6

5

6

5

6

5

6

5

6

5

6

5

6

5

3

4

3

4

3

4

3

4

3

4

3

4

3

4

3



Csus4



       

*Gtrs. 1+2

f

 





Cm7

      

   

6 5 5 3

6 5 5 3

   

3 4 3

3 4 3

3 4 2

3

3

3

Cm7



      

   





6 5 5 3

Cm7

  

   



 



3 4 3

3 4 3

3 4 2

3

3

3



   

1. I 2.

     

    

  







Gtr. 2 fill





4

4





5

5

Gtr. 1 let ring... 2° Gtr. 2 w/ad lib. fills 4



  

  



4



Gtr. 2 fill

4





4

4





 



Gtr. 1 let ring... 4

4

4 5

C



       

the one you can find gonna break a - way

at

5

    

  

[Gm]

  

  

the end of the be - fore it’s too

night. late.

1° cont. w/rhythm using Gtr. 1 chord shapes

                            

5 5 3

3 3 1

5 5 3

5 5 3

5 5 3

5 5 3

3 3 1

3 3 1

Gm



 





 I

  

  

want to plant a star in the sky, I’ve been locked in this cage

                   



   

F



  

Cm6

   

Gm Verse



Cm6

   

*composite part w/dist. + chorus

Csus4



  

Cm7















3 3 1

[F]

F







wan - na climb a I’m gon - na

           



3 3 1

3 3 1

5 5

5 5

7

7

5 5

5

7

7

5

7

7

5

5

3 5

C







lad - der to re - write the

 

5



















space page,







and

         



 

 





leave with - out trace take the stage,

 



  ’cause live

     

now to -





full

5

Sorgdal



3

5 5 3

5 5 3

5 5 3

5 5 3

3 3 1

3 3 1

3 3 1

3 3 1

3 3 1

3 3 1

5 5 3

7

7





 



-



 

is the morrow to







Gm









 -

(Gm)



time. day.

            full

full

full

5



7









years from run - away,



 

 

 

8 8 9 10

8 8 9 10

8 8 9 10

in

 

all



 

 

8 8 9 10

8 8 9 10







tear from your eye to de - part,

Sorgdal



10 10 10 8







 



 

 

 

 

 

8 8 9 10

8 8 9 10

8 8 9 10

8 8 9 10

8 8 9 10







8 8 9 10

10 10 10 8

10 10 10 8





  

  





space. paid.

  

Gm















   10 10 10 8

   10 10 10 8



  





  

  

10 10 10 8

  

  

10 10 10 8

10 10 10 8



 Let Yes

  

  

  

11 12 12 10

11 12 12 10

11 12 12 10

11 12 12 10

11 12 12 10









  

     

 



and

   10 10 10 8

   10 10 10 8

  8 8 9 10



leave it be - hind, go with your heart,

  8 8 9 10

  8 8 9 10

  8 8 9 10

  8 8 9 10

  8 8 9 10

  8 8 9 10

  8 8 9 10









  

stay

by my fol -low the

 

 



8 8 9 10

8 8 9 10

  8 8 9 10





clear when I’m light mis - laid they won’t

  





 

 

8 8 8 8 9 9 10 10

(F)









are going to be so find the dreams you

(Gm)



  





  8 8 9 10











me take the it’s time

  

  

  

11 12 12 10

11 12 12 10

10 10 10 10 10 10 8 8

C

     

    











some oth - er the dues have been

F







7



here

    











C









5 7





F



  full

5





Things You’ll

full

5 7





(F)





open



 3     side. flame.



      full



15

13

15

  





F* Chorus











 

      Won’t



 

you



     



  



 

fol

-







Dm

low

 



me,



G



    



 

 

I’m





F*



 







    

 



Time’s

for

 

 

bound.



     

bor

-



  

 



row - ing

now.



    

9 10 9

     





 you  

7

9

Dm



 

 fol



10

10

 

 



Gtr. 2 fill 1°

10

9

8

[Gsus4]

10

G

       





     full

   



  -

low

 

me,



be-fore





things

Dm



 swal

    3

G



    







 



time

is

C*



 





12

   

tight

10 12 10

     



  



low

down.

 

-

 



me





     



  





 





 



10

9



8

12

1. G



     

3

10

       









                







Gtr. 2 fill 1° full

9 10 9

15

12

8

10



12

  

10

    

 

 

 

10 10

 





13









 



 





15

Won’t

F*







G

full

   

Sorgdal

Dm

3

10

 



10 12 10

15







12

 



12

   

 F*



10

     

3 10

10





   

1° play rhythm slashes

10





where

C*

7

9

10

full

8

full

8

full

8

full

8

8

 

2. G



Solo

     



 







       

       



      



 

C5









  



full









       



full

15 17 18 17 17 18 17 13 18

18

12

Cm7*



    

  

 

C5

     

       

  

    

                                   



15



16 15

15 17

15

 17



13 15 15

15

15 17 15

17

15

15

  

15 14

15 14 15 14

17 15 13 15 17

    

14 15 17

C7sus4



15

C5

       

 3                 w/open wah 

 









cont. sim.





               

1 1/2



16



                          



16

15 16 15

15

16

18

20

1

17

1

1

1

1

1

1

3

3

3

4

4

4

4

4

0

 gliss w/pick

6

Sorgdal



6

6

6

6

8

8

8

8

6

6

6

8

8

8

8

8

6

8

6

8

6

8

6

8

6

8

X

                    



1/4

8

6

8

6

 



6

1

8

8

4

6

4

4

6

   



4

5

5

3

5

3

5

5

     

3

1

3

1 3

         



1 1

1

3

3

   



 15

1

3

3

1

3

3

 



3 0

1

 

         

 

   

5

7

8

10 10

10

12

12

3

5

6

8

8

10

10

8

     





 











8

11 11



 

13

13

11



8 10

10

8

8

17

11

11

11

13

13

8

                                     





3 A.H.



full

8



13 11

11 12

Gtr. 1



µ

 



8 8

11 8 12

10

8

10

8 8

11 8

11

11 8

11 10 12 11 14 12 15 13 16 14

20

11







 

   





full







11 10

 

Gtr. 2

Sorgdal





  

  



1/2

8



3

0





1

8

 



 

7

5

3





        8 3

5

3

 



 

7

5

3







     3

6

3

5

3 6

3







  



full

 



 

 





8

7



5

3















  

10





















 















 

    



5

3 5

3

-











low low

me, me,

 

























where time

 I’m is









9

12

10

12

10

12

Dm









 

10



3











time’s be - fore













for things

bor swal

    3

 10



  







 -

row low









-

ing me





9

10

9

7



now. down.

 



9

10







8 10



6





10

bound, tight,



7

F*







cont. in slashes

10 10



3





C*







3



fol fol





G



 



3



you you



  





1. 3. Won’t 2. Won’t

Gtr. 1



5







Dm





 

8

F*

  

Sorgdal

        6

Gtr. 2



18

 



 

full

3

Chorus











 

18





  

1, 2. G



     





       



 











 w/ad lib fill 2°



3. G

12

12



  

 





  



  

       





      





full

  

13 12

 

Yeah! Yeah!



full



12

12





Outro Solo

Csus4

  

    

 

  

 

11 13

11

Cm7

  

 







full

13

Cm6

  



          



full

13 11

13

13

13 11

12

     

 

Cm7

  

Cm7



 



 



 

   

Cm6

  









8

8





 

   



10 11

10

5 10

C5

10

    

8

8

8

8

8

8

8

10 8

   

  



cont. sim

  



w/picked harmonics ad lib.

11

10

                        

       

Sorgdal

10

10





      

11 12

Csus4



Cm7

11

11

11

11

11 13 11

11 12

6 12 10 8

8

11 13 11

10 11 11

  11

1

3

1

                   





full

full

full

6



3 3 3

4 3

5

3 4

 full

6

6

6

6

               

full

6

6

6

6

6 6

6 4

6 6

5

5

3

5

5

5

5 3



                                                             



  3

5

X X

7

X X

8

X X 3

X X

5

X X

3

X X 5

X X

5

X X 7

X X 8

X X

3

X X

3

X X

5

X X

6

X X 1

X X

3

X X

1

X X

X X

3

X X 5

X X 6

X X

1

X X



                                                          



5

X X

3

5

3

X X

1

3

    

X X

3

X X

5

X X

7

X X

8

X X

10

X X

8

X X

7

X X

3

X X

X X

1

X X

3

X X

5

X X

6

X X

8

X X

6

X X

5

X X

1

X X

                                     

         





  3 5

5

3

3

3

5

3

1

1

1

3

  3 5

0

3

5

5

5

5

5

5

5

3

5

5

5

5

5

3

3

1

3

3

3

3

3

3

3

1

3

3

3

3

3

1

1

                                                                    

Sorgdal

3

5

5

5

5

5

5

5

5

5

5

5

5

5

5

5

5

5

7

7

8

8

10 10

12 12 10 10

8

8

7

7

1

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

5

5

6

6

8

10 10

6

6

5

5

8

8

8

 Repeat ad lib. to fade                                                        8 9 8 8 8 8 9 8    5 5 3 3 5 5 7 7 8 8 8 10 8 8 8 8 10 8 8 10 8 8 8 8 10 8   3 3 1 1 3 3 5 5 6  8 8

Hail Words & Music by Rory Gallagher Gtr. 1 (acous.) 6=E 3=E 5=A 2=A 4 = C# 1 = E Intro

Freely c. q. = 85 Gtr. 1 (acous.)

  

µ

  

5

4



           3

0

4

3 5

4

3

  

2

5

3

3 4

2

5

3

2

3

2

4

5

3

0

4

5

3

0

0

3

0

0

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

  

0

0

0 3

          

2

0 0

0

3

2

0

2

0

0

0

2

0

0

2

0 0

2

0

2

0

2

                                          

0

2

3

2

0

0 0

0

2

3

2



0

0

2

3

2

0









 

 

3

2

1

3

2

1











                       Sorgdal

sing

at

the

0

3

5

0

3

5

cor - ner

2

3

2

0

0

2

2

3

2

0

2

my

cap

5

3

0

0

5

3

0

0

at

my

3

0

3

toes,

3

2

0

3

2

0

3

2

3

2

0

3

2

0

3

2

 



0

Verse

2



0

1

0 2

0

2

  

 

1

   

2





       

3

0

0 0

  

2

2

    

     0 0 0 0 0



1.

0 0 0 0 0

  



  I

 

sing

X

0

X

0

0

© Copyright 2009 Strange Music Limited. Bug Music Limited (85%)/ Warner/Chappell Music Limited (15%). All Rights Reserved. International Copyright Secured.

0

3 3



 



I

0 0











of

joy,

5

3

0

5

3

0

all those songs

            

0

 

     

5 5

 





sad - ness

 



and

woe.

They

           

0 3

0

X

0

X

0

0

    



 

 

  

  

the



rest

0 0

5

5

5

4

4

5

5

5

4



while

my

 

 

3

0

5

on

the

5

3

5

             2

0

0

0

3

2

0

0

0



pave - ment



back’s

turned

 

 

5

5

0

0

3

0

0







have

big

tooth

 

 

 

3

0

0

5

3

0

0

0

0

0

3

0 0

join

in,

0

0

3

0

0

3

0

3

0

0

3 3

3

0

3

0

0

-



 y

grins.

  

 

3

0

3

0

0

              

       

0



0

0 0

3

0

3

0

0

0

0

0

0

0

2

0

3

5

3

0

0

3

5

3

0

0

0

0

0

0

0

0

3

0

0

0

3

0

0

0

0

0

0

0

0

0

0

3

0

0

0

3

0

0

0

2

2

2

0 0

0 0

0 0

0 0

0 0

0

0 0

            

0 3

2

1

3

2

1

0

5 0 0 0 0



3

3







0

5

3

5

3

5



Sorgdal



0

te - nors

5

                       0



                         0

0



the

5

        

5

0

3



5

3

3



5

3 5



5

3

                  4



3

0



0

Interlude



0

0

    



stand



                          

0

0 3

 

 





     5 X X X

9



Verse

   

    



for

an

 



2. Then







en

 

-









core

I

will

to

 

 

 

 

5 0

3

5

0

3

5

3

5

   





snap

on

the

0

3

5



0

3





the

0

3

0



0

3

 

5

3

0

0

5

3

0

0







hits

the ground,

3

0

X

0

X

3



Sorgdal

4

5 5

5 5

I’m

5 5

4 4

5 5

5

5

5

4

5

4

X

0

X

left





there laugh - ing,

3

0

  

0



3









a - way

as

the

5

3

0

5

3

0

5

3

5







I’ve

just

made

 a

 pound.

          

5

3

0

0

5

3

0

0

0

5

3



         

         

0

                

They move

   



  

and





0

0

Interlude

 



0

 

0

0

X

0



   

0

0

3

0

4

ba - by grand.

3

           

my

5



hail

of

X



0







0

 

0

0





  

  

 

                      key - board

stand,

0

0





3

 



3

0

3

0

0

5

                  

                  

5

0

5

5

5

5

5

5

2

5

1

2

1

3

2

0

3

2

0

0

2

1

2

1

                      

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

  



2 0

2 0

3

2

0

0

0

0

2 0

0

0

2 0

2

0

2

0

3

2

0

2

2

0

3

2

0

2

2

0

2 3

2

0

0 2

0 2

0 2

2 0

0 2

0 2

2 0

0 2





                                                    

0

0 0 0 0 0

0 0 0

0

0

2

0

0

2

0

0

0

0 2

0

0

2

Verse

 













and

asked

 

- long

5 0

3

5

0

3

5



   

said,

“A

-

 



ny

 

3

0

5

3

0

to

5

3

0

5

3

0

0

3

0



 

              3. Then

3

2

1

0

sing.

 



0

3

2

1

3

2

1







song?”

I

en - quired,

0

0

3

5

0

0

3

5

 



“The

thing.”



  I

  

  

             in - to

song,

  and





cov

  

 



when

3

0

5

3

0

0 0



 she

-

my

eyes

and

I

 

 

  

 

 

4

5

3

0

4

5

3

0

3

5

 



fi - nished

I

5 0

0

3

5

0

0

3

5

0

5

0

er

0

            

3



0

had

5



5

I

0



3



3



0



5



0

0 5



X X

                

0

 

 

0 0 0 0 0 0

0

 -

1

0

burst



me

2

0 5

 

Sorgdal

3

5

 



a

3

 



                        you came



















    



   3 3



 

looked, she

was

 

 gone.

         

0

0 5

3

0

5

3

0

0

0

Interlude





        

0 0 0

3

   

0 0 0

5

7

3



3

3

3

                 

  

5

7

7

7

7

7

7

5

7

7

7

7

7

7

5 0

 3





 



  

 



3

    

 



5

5

5

5

7

7

7

7

5

5

5

5

7

7

7

7

0

0

0

back

      0





to

the

 

 

3

0

    

0

 pal

-

 

0













ace

I

find

my

steps

lead,

 

 

 

 

  

  3

0

5

3

0

off

0

3

0

3

my shoes

and

I

 

5

3

0

5

3

0

5 5

watch

5 5

0

0



 

        8



0 0



my

3 3

0

  

 

0

0

0

5

3

0

0

0



0 0

 

 



I

3

toes bleed.

0

 

 

5

                        take

0

4. Then

0 0 0 0 0



5



     

 

0

 





5





0

0

5

3

0

 3

3

 

   





0

Verse

Sorgdal



0

   





         







3

5

4



   

5

4





  











                 I

sit

there

and

0

0

3

5

0

0

3

5

won - der when

5

3

0

5

3

0













          you’ll come



5

a - gain,

3

5

0

3

X

0













           

   

0

0

 



X

I

must

get

0

3

5

0

3

back

to

the

5

3

0

5

3

0





cor - ner



a - gain.

      

5

5

3

0

0

5

3

0

0

                                                                     Interlude

0



0

0

0

3

0 0

0

0

3

0

0

0

3

0

0

3

0

0

3

4

0

3

4

5

0

3

0

0

3

5

0

3

0

0 0

0

0

3

0

3 0

0

0

3

0

3

4

5

5

5

0

3

4

5

5

5

3

0

3

                                                           4



5

5

5

8

5

0

4

5

5

5

8

5

2 2

5

0 3

7

3

8

0

0

8

5

      

0

0

3

0 0

0

0

8

5

0

7

8

5

0

3

0

3

0





0



0



1



0



at

the

0

3

5

0

3

5

cor - ner

5 5

3 3

from

0 0

be - hind

0

2



1



the

0

door,

0

 

  

0

0

3

0

0

2

0

2

0

0 0

2

0

2

0

  

0

X

0

X

0

 



 



5. I



0

1

0

 

some

 



peo - ple









are stand - ing, there

             

0 3

0

1

0

                      look

0

   

1

0

1



2

 

0

1

0

1

    

0

1

0 0

  

0

1

   

Sorgdal

2

7

0



  

Verse



2







7

3

0

0

3

5

0

0

3

5

0

5

3

0

5

3

0

 





   

be

a

must



 

 

 score.



0

There’s

  

  

 

 

no

 



-





 bo

-

dy

sing - ing,

 

 

 

0 3

0

0

0

0

3

 

0



moves

at

0

 





     

their fears,

ev - ’ry

         

0

  

-

bo - dy

  

  

3









no

one

 

 

5

3

0

5

3

0

5

0 3



5





joins hands and



they



hold back







the tears.

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

 



3



0

0 5

3

0

0 3



Outro



0

 

5



3

 

 

5

5

0

 

3

 

5

5

3



3

0

0

5

3

0

0

5

 5

3

5

0 5

  

0

5



 

 5

3

5

3

5

0

0

0

0

0

0

0

0

0

3

0

0

 



5

     

0



  7

3

5

2

5

2





5

5

  3

0 2

3

0



 3





3

  



5 0

                      

Sorgdal



0

1

0

0 2

1

3

2

1

3

2

1

0

0 0

0 0

   

0

I Could've Had Religion Traditional Arranged by Rory Gallagher A tuning 6=E 3=A 5 = A 2 = C# 4=E 1=E

A5 3fr

Intro

Freely (e = 166) [A5]

           mf

 5



Sorgdal



3 3 0

w/slide...

 3 3 3

5 3 0 5



  

 





 6 5

1/4

   

 3 3  3 3

2

0

2

0

                    

9 7 5 0





          

0

     could -’ve



   



5

3

1

0

0





    I could-’ve

  

  0

3

0

3

 





had

2

2



0



5 3 0 0

    re - li- gion.



0

 

 3 3 3



3

had,



 5



       



 

     



       

   

let ring...

0



I





         

  

3

 5

    



w/crunch dist. ad lib. blues harmonica solo

          



5 3 0



     

     

Gtr. 1 (elec.)



   

    

But my

4



  

4



  

4

  





lit- tle girl





   

   

  



              

let ring...

let ring...

5



3

3

 

0

3

0

3

0 0

0

0

      

 2                2 2



me pray.



5 6

   

6 7

5 6



6 7

5 6

 

   



3 0 0

0

0

5

5





5

3

0

I swear to the world

  

    

 

5 3 0 0 0

6 7 0 0

  

3 0 5 0

      



she drove

my spir -it

3 0





 

a - way.

She





               

3

3

           





would - n’t let

     

0

 

 

0

0





3

5

3 0 0





0



    

let ring...



3

 



    

3 5

drove

Sorgdal

0 0

3

0

0

my

spi - rit

3 5

     



5

0

5



3

3



a - way.







She

     3

5

0



drove







    

my spir - it





a - way.







5

   

3

0

5

   X X X X

 



 

let ring... 0 0 0

a tempo e = 166

                                    2 3

5



3 0 0 0

3

2 3

5 3

0 0 0

3

3 5

0 0 0

  

0

0 0



3 5

2

0 0 0



5 3 0

5 3 0



5 3 0 0 0

5 3 0 0 0

3

3







had, bad man, had,

         



 

   

   

   

5 3 0 0 0

5 3 0 0 0

5 3 0 0 0

sim. ad lib. on repeats X X X X

      



lit - tle girl Lord a - bove lit - tle girl

     

Sorgdal



0 0 0









 

   

0

5 3 0

5 3 0

5 3 0







0 0



     





  





  

  

  



3 3 0 0 0

3 3 0 0 0

3 3 0 0 0









  could -’ve

 

  

0 0 0

5 3 0 0 0

5 3 0 0 0

5 3 0 0 0

  



3



5 3

3









 

  

  

  

0 0 0

5 3 0 0 0

5 3 0 0 0

5 3 0 0 0

3 3



    5

    







But my Now I pray the But my



  

would - n’t let me pray. will send his bless - ing on me. would - n’t let me pray.

  

0 0 0



  

etc.



I



3

I could -’ve had re - lig - ion. as bad can be. I could -’ve had re - lig - ion.



  

 

0 5

   



1/4

$

Verse

       

12 12

  12 12  12 12





                     

0 0

    

  

 1010

0



3

  

  

 

5 3 0

3

1/4



 





    



I tell the truth. I want some mer cy. Well demon wo -man

         5

3

0 0 0

  

  

        5 3

5

 

5 3

5





3

5 3

5 3



     1/4

3 0

0 0 0



0 3





 

          etc.                           

 33

3

2º cont. in slashes

0 0

0 0

X X

3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 0 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

0 0 0

0 0

A5



  

   

  I

  





5 3 0 0

0 0 0

  

 

5 3 0 0

5 3 0 0



    



 

my

0 0 0



 



my fire.

              (p) 5 3 0

5 3 0

5 3 0

5 3 0

5 3 0



5 3 0

   

 



But

    5 3 0 0

0 0

 

      

mind



 



  I

                  

changed

Send your mercy

 

5 3 0 0

5 3 0 0

5 3 0

  



5 3 0

0 0 0

  

0 0 0

To Coda Ø

   

the oth - er night.

right down.



     



could -’ve been a preach - er.

         





   

please send

        

      









- bove,



5



2. I could -’ve 4. Harmonica solo 6. Oh Lord a -

3 0

been,

Sorgdal



1/4

0 0 0





5

3

       





  

3

She drove my spi - rit a-way. Set my soul free, please. You sent the devil my way.

Verse

    

0

     



my spi - rit a -way. You got - ta set my soul free. you sent the devil my way.

5

3

    







5





She drove





 







 

  0 0 0

   

 5 3 0

On

me.

    

     

5 3 0

5 3 0

0 0 0

   3        7

0 0 0

0 0 0 0



w/slide 9 12 10 12

11

      

12 12 0

3 3

 5

0 0

  

   

   







  

     

 



The wo-man I got now

  

(you know)



1. cont. in stave

    3   





       

pp

   

0

5 3 0

5 3 0

5 3 0

5 3 0

5 3 0

0



 



 



p

mf

5 3 0

0







5 0

 



3 0

  

3. I’ve

been a

   

           

5 3 0

5 3 0



5 3 0





5 3 0

5 3 0

 

5 3 0

3 0

3 0

0 0

0

  

3

0

  

3

0

3

0

             



 

4

1/4

5 5 5 5 5 5 5 5 5 3 3 3 3 3 3 3 3 3 0 0 0 0 0 0 0 0 0

0

5 3 0

5 5 3 3 0 0

                       



5 3 0

      

5 5 5 5 5 5 5 5 5 5 5 0 3 3 3 3 3 3 3 3 3 3 3 0 0 0 0 0 0 0 0 0 0 0 0 0



Sorgdal

3

She would not treat me right.



  

3 0 5 0

     



               



  

3 0 X

2.

   

mf

5 3 0

0 0

   





1/4





   

     

5

   





she would not treat me right.

  





 



0

3 0 3 3 0

3 0 3



0

          

   5 3 0

5 0

3

5

3

5

3

5

3

5

3

0 0

     

5 3 0

3



 

 5 3

0

0 3

0

3

0

3

0

5 3

      5 3

3 0 0 0

       5 3 0

4





f

0 3 0 0 0

            

         Solo                (A5)





 15  12 15 w/slide + sustain

11

12

 12

12

  

 9  17

 12

15

11

12



11 12



12 12

12

                                                  12 10 12 10



9

12

       3



8

12



3

0

0

 5 5

3 3

0 0

0

3

12

2

0



0

0

0



2 2

5

0 0

2

0

0

0

0

0

0

2

0

3

2

15 12

12





12 12

0 0

0 0 0

                   8

0

5

0

 

9

0

3

15

3

 3

3

3

3

14



3

                            5

12

5

5

 

3 3

 12

12 12 11 12

                     



0

12 12



5

5

  12 10





0

 

10

9



0

0

0

         

0

7

5

 5



5 5

0 0

0

0

0

                                                   

Sorgdal



 15 

15

15 15

 15 15 15 15 15 15 15 15 15 15 15 15 15



15 15

12

  12 

12 10 12

 12 12 



12 12

12

0

3  3 3

2 2 2

0 0 0



mf

0

9 X X X X



 3  33

0 0 0

5

2 2 2

0 0 0

 5

2 2 2

0 0 0

0



   

  

X X X X X

 33 3

0 0 0

X X X X X





      

0

3 3 3

 5

2 2 2

0 0 0

0

 5

2 0 2 0 2 0 0



3

9

  5 5

0 0 0

2 2 2

0 0 0

0

 3  33

let ring... 10

11



      3  33

5

2 2 2

0 0 0

0

0 0 0

3 3 3

5

 9

2 0 2 0 2 0 0

             

12

12

10

12

10





12

   

0 0 0

9

0

0



7











           





 21

3

12

12 12

0

11

12

11

12

11



0

0

  

15 15

 

0

12 11

0

 15

12

 

2 2 2

        

12 0

    

     

X X X X X



let ring...

X X X X X

                 

                 

      

  

          

3



3 3 3

0 0 0

 



 

  

           











5



 33  33 3 3

0

        





Sorgdal



5



                 

*harmonic w/slide

      



              







5

 











     





                      *







17

                 

17

17

17

17

17

17

15 12 12

11 12

   

      



11 12







12 10 12 12

12 10

12



12



0

12 0

3 3 3 3 3                                                        



3 3

0

0



0

 



 

  0 0 0

0

3

   

    

0

0

 

mf 5 3 0

5 3 0

 

 5 3 0

  

 

5 3 0

3 3

0 0

5 3 0

3 3

0 0



5

Sorgdal



0



  5 3 0

  

 

3 0 0 0

3 3

2 2

3 3



5 3 0



5



0 0

3 0 0 0

3 3

2 2

0 0

5 3

3 0 0 0

1/4

 

1/4



  33

2 2

0 0

     1/4

 



1/4

5 3

3 0 0 0

0 0

0 3

         



   

  



She set the de - vil on



2 2

          

         

5 3

2 2

That wo - man set the de- vil on me.

me.

5 3 0 0 0

3 3

could -’ve

She set the de - vil on

      

2 2

   

 

                

   

3 3

ØCoda

D.S. al Coda



5. I

0

3



me.





      1/4

0 0 3

3

0 0

0 0

3

0

3

1/4

   

 

  

She set

the de

      



-









 

-

vil on













me.



                

0 5

3

5

3

5

3

5

3

                     

0 0 0

3 5

 

3

3

0

          

w/harmonica fills



3 5

3

5

3

5

0

3

3

3

0

3

X

3

5

3

5

3

5

3

5

5

3

                                        1/4

 

3 5

 

3

5

3 5

0

5

3

5

5

0



5

3

Freely

5

3

5

3

5

3

5

3





5

3

5

3

5

   





Could -’ve had



   

let ring..

1/2

3



   

                    

5

3

0

3

0 3

0

0 0





5

5

          

Sorgdal

5

5 3 0 0 0



     

 12  12   12  12

3

0

          



12 12

15 15 15

15 15

 





3 3

     



3 0 0 0

  

 12 12 12

12 12 12

12 12 12

12 12 12

12 12 12



    0 0 0

5

3

   re - lig- ion.

5 3

3



I Fall Apart Words & Music by Rory Gallagher Capo 3rd fret

Gm

Gm9/F 5fr

Ebmaj7

F

Fsus4

5fr

Intro

q = 84 Gtr. 1 (elec.)



[Gm9/F]

[Gm]

[Ebadd9]



                        mp



  

3 5 7

5

0 5

5 7

4

5

0 2

0

4

5

2

5

0 2



0

2

3

3

0

Tab 0 = 3rd fret

[Gm9/F]



  

 

[Ebadd9]

    

 



0







let ring... w/clean tone

[Gm]



 

 

  

  

  

0 2 3

3 0 2 3

3 0 2 3

3 0 2

 

 

0

0 5 7



0

5 7

0 4 5

0

4

2

0

2 3

5

2

0

0

$

Verse

[Gm]

  

  

1. Like a 3. I’m

cat on

 -

[Gm9/F]

 

that’s ly



play- ing liv - ing

[Ebmaj7]



with for

  

the ball of the mo - ment

                               Gtrs. 1+2 (elec.)

 



twine

 

 





 

that you when I

 

 

Sorgdal



0 0 5 7

0 0 5 7



P.M.

0 0 5 7

0 0 5 7

0 0 5 7

0 0 5 7

0 0 4 5

0 0 4 5

0 0 4 5

0 0 4 5

0 0 4 5

0 0 4 5

0 0 4 5

0 0 2 3

0 0 2 3

0 0 2 3

0 0 2 3

0 0 2 3

0 0 2 3

0 0 2 3

0 0

2



my your voice.

      

Gtr. 2 w/clean tone 0 0 5 7

call hear



3

[Gm]

   

[Gm9/F]

   





heart.

Oh,

but Oh, I’m

ba - by, wait- ing

                  

[Ebmaj7]

 



is

so

it

  

  



hard

           

 

  



to tell the I don’t have

 

 

 

 

 

two a -



a - part? ny choice.

       



P.M.



0 0 5 7

0 0 5 7

0 0 5 7

[Gm]

   

0 0 5 7

0 0 5 7

0 0 5 7





0 0 5 7

0 0 4 5

0 0 4 5

0 0 4 5

[Gm9/F]

 



And

0 0 4 5

0 0 4 5

0 0 4 5

0 0 5 5

 

so slow- ly And the day is

0 0 2 3



you un long.

-



0 0 5 7

0 0 5 7

0 0 5 7

0 0 5 7

0 0 5 7

0 0 5 7

0 0 4 5

0 0 4 5

0 0 4 5

F Gtr. 1



f

0 0 4 5

0 0 4 5

0 0 4 5

 

wind





    











   

 

 

 

0 0 2 3

0 0 4 5

0 0 2 3

0 0 2 3

0 0 2 3



me

 

 

 

 

0 0 2 3

0 0 2 3

0 0 2 3

0 0 2 3

Fsus4



0 0 2 3

[Ebmaj7]

                               0 0 5 7

0 0 2 3

0 0

2









 Verse

Fig. 1

 

         Gtr. 1 cont. in slashes

0 0 2 3

0 0 2 3

0 0 2 3

(Gtr. 1)

3

2





















cont. in stave



 

0

3



 



 

 



0 2

0 0

0

0

0

2

3

3



3

3

[Gm]

  

2. I’m on 4. Like a cat

 -

[Gm9/F]

 

ly that’s

liv - ing play - ing

[Ebmaj7]





for with

the the

 

                               mp

Sorgdal



0

  



0 0

F

0 0

 

 

Gtr. 2

mf



un - til I fall a - part. So won’t you come where you should be?



 

3

0 0 5 7

hour ball of twine

 

 



 

 

 

 

 

that I that you

   see call

your

0 0 5 7

0 0 5 7

0 0 5 7

0 0 5 7

0 0 5 7

0 0 4 5

0 0 4 5

0 0 4 5

0 0 4 5

0 0 4 5

0 0 4 5

0 0 4 5

0 0 2 3

0 0 2 3

0 0 2 3

0 0 2 3

0 0 2 3

0 0 2 3

face. my

       P.M.

0 0 5 7



0 0 2 3

0 0

2

3



[Gm]

  



[Gm9/F]

   





[Ebmaj7]

And when

  



that hap- pens Ba - by,

heart.

is

it

I don’t hard

so

                               Gtrs. 1+2

 

  

   



wan - na be no to tell the

 

 

 

 

 

oth - er place. two a - part?

      



P.M.



0 0 5 7

0 0 5 7

0 0 5 7

0 0 5 7

0 0 5 7

0 0 5 7

[Gm]

   

0 0 5 7

0 0 5 5

0 0 5 5

0 0 5 5

0 0 5 5

0 0 5 5

0 0 5 5

0 0 5 5

[Gm9/F]







Till the end of so slow - ly



0 0 5 7

0 0 5 7

0 0 5 7

0 0 5 7

0 0 5 7

0 0 5 7

0 0 5 7

0 0 2 3

0 0 2 3

0 0 2 3

0 0 2 3

0 0

you un

0 0 4 5

0 0 4 5

0 0 4 5

0 0 4 5

-

0 0 4 5

0 0 4 5

wind

0 0 4 5

it

  0 0 2 3

2



3





you’ll be till

time

To Coda Ø

on fall

I

 

 

 

 

 

3         

0 0 2 3

0 0 2 3

0 0 2 3

0 0 2 3

0 0 2 3

0 0 2 3

3

2

3

2



my a - part.



0 3

[F]

[Fsus4]

     mind.

     f



0 0 2 3



                               And

0 0 2 3

[Ebmaj7]

      



0 0 2 3





  

  

[F]





  

  

  

  

  

  

  

  

  

  

2 3 2 0

2 3 2 0

2 3 2 0

2 3 2 0

3 3 2 0

3 3 2 0

3 3 2 0

3 3 2 0

2 3 2 0

      

Gtr. 2 plays Fig.1 ad lib.

2 3 2 0

2 3 2 0

2 3 2 0

2 3 2 0

0 0 2

2

2





4

5

3

3

Solo

Gm Gtr. 2





Gm9/F

Ebmaj7

  

                 

Gtr. 1

Sorgdal



3

4 5 4 7 7 7



4

5

4

5

4

5

Gm

 

Gm9/F

 



          

       

5 4

5 4



5 4 5 7 5 7

5



4 5 7 5 7

7

 

 7



Ebmaj7

C

D

F

5

5

4

Eb 5

   

Gm

   

open 2fr open



3fr

Gm9/F

Ebmaj7

        

3                                           





3



3

3

3





4 7 5 4 5

7 5 4 5

7 5 4

5

4

4 5 7

7 5 4 5 4

7

5 7 5

[F]

   

7

0

  

7

0



7 0 4 7 0

0 0

0 0 0

7 0

0

Gm

   

 

7 0 0

Gm9/F

 





Gm9/F

7 7 7 9

7

8

7 9

Ebmaj7

      

3

 2

7 5 3 5 3 2 3 2

7 8 10

10

          





  

full

2 3 5

5 3 5

5

full

5

full

5

5

9

Gm

Gm9/F



 

9

3                       

7 7



7 0

w/bar

      

  

3

Sorgdal

Gm

7 8 10 7

Ebmaj7



7



let ring... Gtr. 2 plays Fig. 1 ad lib.



7

4

4 5 7

                        

      

4 5 4

5





   

3         

3

2

 5

Ebmaj7

 





       

      

     

   

3

2

3

5

3 2

4

3

4

2

2 5







 5



4

5

5

3

0

[F]



       









  



  









  

  

  

2 3 2 0

2 3 2 0

2 3 2 0









2 3 2 0

2 3 2 0









 



 

   

 2

Gtr. 2 plays Fig. 1 ad lib. 2 3 2 0



3 2 0

3 0







  

  

  

2 3 2 0

2 3 2 0

2 3 2 0







  

  

2 3 2 0

2 3 2 0



  

*Gtrs. 1+ 2

2 3 2 0

3 *composite part

Bridge

[Gm]

  

     



(optional)

mp

7 8 9 9 7

7 8 9 9 5

5 5 6 7

[Gm]

[Gm/F]

[C]

 

don’t



mind

of

   

 

mf

(optional)

mp

7 8 9 9 7

7 8 9 9 5

5 5 6 7

[Gm]

[Gm/F]

[C]





time

or

   

 

mf

(optional)

mp

7 8 9 9 7

7 8 9 9 5

5 5 6 7

shine

     





 

 

 

 

 

   

 

 

for

 

 

your

 

 

 

  

  

 

  

 

  

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

7 8 9 9 7

7 8 9 9 7

7 7 7

7 8 9 9 7

7 7 7

7 8 9 9 7



wait - ing

5 5 6 7













love.

[Gm]









 

 

 

 

   

 

 

 

of.

 

 

 

 

  

            

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

7 8 9 9 7

7 8 9 9 7

 

Rain

[Gm]

 





 

Full

     



 

mf

  

Sorgdal

[C]

 

     





   

I



[Gm/F]



I’ve got plen - ty

4 5 5







5 6 7

please

 

 

 

 

 

   

 

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

 

out

 

5 5 6 7

5 5 6 7

7 8 9 9 7

7 7 7

7 8 9 9 7

[Gm]

     bring

7 7 7









 

your

 

love.

 

 

  

            

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

7 8 9 9 7

7 8 9 9 7

7 7 7

7 8 9 9 7

7 7 7

7 8 9 9 7

etc.

[Gm]

[Gm/F]

  

[C]



     

   

 

mf

(optional)

mp

7 8 9 9 7

7 8 9 9 5

5 5 6 7

Make



it

Gm







shine

 

 

 

 

  

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

5 5 6 7

             

    





 



like

the





stars

       

4 5 5

Gm9/F



Gtr. 1





5 5 6 7

5 6 7

5 5 6 7

5 5 6 7







a

- bove.

 

 

5 5 6 7

5 5 6 7

 

 

5 5 6 7

5 5 6 7



D.S. al Coda

Ebmaj7

               





                                                                     Gtr. 2



7 8 9 9 7

7 8 9

7 8 9

7 8 9

7 8 9

7 8 9

7 8 9

7 8 9

  

  

7 8 9

7 8 9

7 8 9

7 8 9

7 8 9

7 8 9

7 8 9

7 8 9

7 8 9

7 8 9

7 8 9

7 8 9

7 8 9

7 8 9

7 8 9

7 8 9

  

  

  

  

  

      

  

  

  

  

      

3 3 2 0

3 3 2 0

3 3 2 0

3 3 2 0

3 3 2 0

2 3 2 0

2 3 2 0

2 3 2 0

2 3 2 0

2 3 2 0

10 10 10 10 10 10 8 8 8 8 8 8 7 7 7 7 7 7 9 7

7 8 7

(hand position)

ØCoda

     F

f



  

  

  

2 3 2 0

2 3 2 0

2 3 2 0

2 3 2 0

F

3

Gtr. 2 plays Fig. 1 ad lib.

2 3 2 0

Fsus4

3 3 2 0

3 3 2 0

2 3 2 0









    

2 3 2 0

2 0 0



3

1, 2.

                                                                       [Cm]

*Gtrs. 1+2

Sorgdal



 

2 2 0

2 2 2 2 2 2 2 2 2 2 0 0 0 0 0 0 2 3

*composite part



2

2



[Gm]



[Cm]

2 0 2

2 2 0

2 2 2 2 2 2 2 2 2 2 0 0 0 0 0 0 2

2 0 2 3

2 2 0

2 2 2 2 2 2 2 2 2 2 0 0 0 0 0 0 2 3

2 0 2







3. [Cm]

                                                           w/ad lib pinched harm.     [Gm]



2 2 0

2 2 0

2 2 0

2 2 0

2 2 0

2 2 0

2 0 0

2

2

3

[Cm]

 

2 2 0

2 2 0

2 2 0

[Gm]

2 2 0

2 2 0

2 2 0

[Gm]

0 0 0

2

[Gm9/F]

 

4

4 4 4

[Gm]

4 4 4 4 4 4

[Gm9/F]

4 0 0

let ring...

let ring...

0 0 0 5 7

0 0 0 4 5

0 0 0 0 0 0 2 2 2 2 0 0

4 4 5 5

4

4

4

4

4

4

4

3

[Ebmaj7]

                                                



2

2

etc.

                     let ring...

0 0 0 4 5

0 0 0 4 5

0 0 0 4 5

[Ebmaj7]

0 0 0 4 5

0 0 0 2 3

2 2 2 2 2 2 3 3 3 3 3 3 3 2 3 2 3

[Gm]

2

[Gm9/F]

                                                     P.M.



5 5 5 5 5 5 5 0 4 4 4 4 4 4 4 4 7 7 7 7 7 7 7 0 5 5 5 5 5 5 5 5

2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 0 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 0

5 5 5 5 5 5 5 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 9 9 9 9 9 9 9 9 9

                                                   [Ebmaj7]

[Gm]

[Gm9/F]

[Ebmaj7]

P.M.



9 9 9 9 9 9 9 9 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 12 12 12 12 12 12 12 10

9 9 9 9 9 9 X 10 X 9 X X X 9 9 9 10 10 10 10 10 10 X 12 X 10 X X X 10 10 10

9 10 10 10 10 10 X X X 12 12 12 12 12 12 12 10 12 12 12 12 12 X X X 14 14 14 14 14 14 14

                                         [Gm]

[Gm9/F]

[Ebmaj7]

P.M.

Sorgdal



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

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

[Gm]

[Gm9/F]

 

    9 9 9 9 0

0

0

0

        



 

[Ebmaj7]

[Gm]



    9 9 9 9

                                [Gm9/F]



P.M.



0

0

[Gm]

      

    



9 0

0

[Gm9/F]

 

   

9 0

 

9 0

9 0

9 0

9 0

9 0

   

9 0

 

9 0

9 0

9 0

[Ebmaj7]

  

9 0

9 0

  

  

9 0

9 10 10 10 12 12 12 14 14 14 16 16 17 0 0 0 0 0 0 0 0 0 0 0 0

  

     

  



 

2º cont. rhythm ad lib. 0 0 0 5 7

0 0 0 5 7

0 0 0 4 5

0 0 0 4 5

0 0 0 4 5

0 0 0 4 5

0 0 0 4 5

0 0 0 4 5

0 0 0 2 3

0 0 0 2 3

0 0 0 2 3

0 0 0 2 3

0 0 0 2 3

0 0 0 2 3

2 0

2 0

4

0

[Gm]







 

[Gm9/F]

 

0 0 0 5 7

0

           

[Ebmaj7]

  

  

  

  

  

  

      3   3      2º cont. rhythm ad lib.

0

0 0 0 4 5

0 0 0 4 5

0 0 0 4 5

0 0 0 4 5

0 0 0 4 5

0 0 0 4 5

0 0 0 4 5

0 0 0 2 3

0 0 0 2 3

0 0 0 2 3

0 0 0 2 3

0 0 0 2 3

0 0 0 2 3

0 0 0 2 3

5

3

5

3

5

3

5

3

4

4

0

[Gm9/F]

[Ebmaj7]

[Gm]

 

 



   

0 0 0 7 9

0 0 9 11

0 0 11 12

0 0 9 11

  0

 

0 0 5 7

  0

[Gm9/F]

[Ebmaj7]

 

  0

 

  0

 



 

0 0 9 11 0

[Gm]

      



0

f

       0

Sorgdal

4

0

  

Freely [Gm]



0

[Ebmaj7]

0 0 0 5 7 0

              

             

               

    

    

    

    

[Fsus2]

   

   

     

0 0 0 5 7 0

0 0 0 5 7 0

0 0 0 4 5 0

0 0 0 2 3 0

0 0 0 2 3 0

0 0 0 2 3 0

0 0 0 2 3 0

0 3 2 0 0

0 3 2 0 0

0 3 2 0 0

0 0 0 5 7 0

0 0 0 5 7 0

[Gm9/F]

0 0 0 5 7 0

0 0 0 4 5 0

[Ebmaj7]

0 0 0 4 5 0

0 0 0 4 5 0

0 0 0 4 5 0

0 3 0

[Gm7]

       0 3 0 2 2 0

0

 

If I Don’t Sing I’ll Cry Words & Music by Rory Gallagher C5

C6 8fr

E5 8fr

F5 7fr

F6 8fr

Bb 8fr

C

F/C

6fr

8fr

C7

F5*

8fr

D

8fr

10fr

$ Verse

C5

1º Gtr. 2 (elec.)

q. = 116





w/dist.

   

 

C6





 





C5

C6



 

    



 



E5



F5





F6

 

 





 

  

 



   



1. You broke my heart, 2. I kicked the ground, 3. You broke my heart,

   

F5



but you o - pened up my made me feel a whole lot put tears in - to my

                         

2º+3º Gtrs. 1+2



9  1010

           

     

10 10 8

8

Gtr. 1 (elec.)

10 10 8

10 10 12

8 8 10

10 10 8

10 10 10 10 8 8

10

8

10 12

8 10

X

X





w/clean tone (neck pickup) full

 C5





 



full

10 9

10

10

10 9

10



C6





10



C5







  

9

C6







eyes. bet - ter. eyes.

                Sorgdal

10 10 8

10 10 8

10 10 8

10 10 X

12

8 8

10

C5







C6







C5









Whoo.

C6





Ain’t



no

               10 10 8

10 10 8

10 10 8

© Copyright 2009 Strange Music Limited. Bug Music Limited (85%)/ Warner/Chappell Music Limited (15%). All Rights Reserved. International Copyright Secured.

10 10 X

12 12

10

8 8

10

F5









Yes sense You

F6



F5





     

F6











F5







I’ve been a fool, for her to go, must go your way,



F6









F5







  

but now well, how I know









     I come I how

re - a just fast time

                   

              



10 10 8

10 10 8

C5



 

10 10 8



10 10 8

C6







X X X



8 8 8

10 10

C5



10 10







8 8 8

10 10

C6



10 10





C5





--lise. let her? flies.

                   

10 10 8

Bb



10 10 8

10 10 8







If

I can’t I

10 10



if

Bb

   

can’t can’t

if I if I if I

C5





can’t can’t can’t



C6



         Gtr. 2















Gtr. 1



10 10 8

10



walk walk walk









C5







10







C5

















Now,

if







10 10 8

10 10 8





10 10

12





8 8

10

X



  













fly, fly,

 

I’ll I’ll I’ll

8

X

C6



8

12

fly,

To Coda Ø 1. F/C

  

F/C





I’ll I’ll I’ll

C

sing sing sing



   

       

      Solo

C

10 10

cont. in slashes

X

      I And

8



10 10 8

              

8

12

10 10 8

2. F/C

           

  







           



  



cry. cry. cry.







C6









F5

 









F6













F5





        













 

    

w/bridge pickup full

Sorgdal



8 10

full

8 8

full

full

8 8 10

8

11

10

11

C5





C6







C5







C6







                      

C7







3



full

full

full

full

10

10

10

10

full full

full

full

10

10

10

10

10 8 10

F5







F6



       



F5





 



C Bb 4 4 fr8 fr10





C6







C5







C6









             full

8 10





Eb 3 fr8



5 5

F5







F6



5

7





5

7

F5



7

5

7

7

7





F6









                



full

full

full

5



8

C5





7

5

C6





         full





5

C5



6

4

4









C6





C5







  6

6

6

6

5

C6





C5

















            









5

3















0 5



4 5

          



5

C

6

6

5

4

5



4

5



full

6

6

6

8



F/C





   













3



0







              full

6



6 6

9

6

7

Bb













  

 

8

9

C



 

8 10







11

11

7











F/C







  













10 10 10 10

 

    









Harmonica



  

   w/neck pickup

Sorgdal



10



full

full

8 11 8

9

8

9 10

10

9 10

11 10

C5



C6



       

C5



     

C6



      



 

 



F5*

       





 

 



 





      





8

8

 



    

full

 

  



F/C



C5

     







 

 

    

10

Gtr. 2



  

  





 



10

10

 

C6



 











full















full

Bb

   

 full

10

10

C

                       







Bb

C

            

           





C5

full



  

     

ØCoda F/C

 

10

9

                  



                     

full

  

F/C

C6

8

                



  

Sorgdal



10







F5*

   

10 8

C5





10





C5

      

full

8

C5





full







             

8





C5





C6

 



C5

 





F/C

D.S. al Coda

            

C6

   

F5





F6

 



F5

 





 

 

                               

Gtr. 1

10 8

10 12 8 8

12 10 8 8

10 12 8 8

12 8

10 8

10 12 8 8

12 10 8 8

10 10 8 8

C5





C6



 



 



   

C5

 





C6

 

do,

full

C5







  

   

Do,



C6

 

C5



C6



 



 





F5





F6

 

            

do.

   

full

F5

 







3

full



F6

 







full

8



10

10

10 9

8 8

10

11 8 10 8

10

10

F5











F5





F6



      

 

  

F6

Hey, hey,

  

hey,



 

  

hey,

   

10



C5



  

hey,



full

C6



hey,



  

full

 





C5

  



C6

 

 





C5







C6

 



C5



     

hey,





 

 

  



hey.

  If



full

8



11 9

10

10

10

10

10



C

F/C

             

           

 

 

  

  

I

can’t

walk

  

  

   I’ll



C

           

  



fly,

if



Bb



    

  

I

can’t



sing



I’ll

 





cry,

 full



12

F/C





   

   

Sorgdal



12

10































  if

Bb



 I







   can’t



C





   sing









   I’ll







D



 

    cry.



11

If The Day Was Any Longer Words & Music by Rory Gallagher D5

Dsus4 2fr

G

D

3fr

q = 169 D5

Intro

  



Dsus4

rall.



    

                         3

Gtr. 1 (elec.)

3

3 3 mf w/clean tone



0

Let ring. . . 5 3 2

3

3

5

3

5

3

3

0

3

0

0

2

5

3

5

3

2

3

0

0

2

 

  



1. If the

day

5 3 0 0

a tempo

Verse Gtr. 2 2º+3º

$

G 6 fr3

F 6 fr1



   

    

  

         

3

  

long bright day,

3 0

4

3

9 10

3

 

was a - ny be - gins to that I am

7

10

X



  

  

 

3 5

 

0



should they’d

you’d I still

6 Bb 5 fr1



    

stay count mean

be - hind. the times? the same.

      

 8

        0

4

4

3

3

4

9

0

9

10 10

3

8

© Copyright 2009 Strange Music Limited. Bug Music Limited (85%)/ Warner/Chappell Music Limited (15%). All Rights Reserved. International Copyright Secured.

X

X

Gtr. 2 (acous.) 1º+2º+3º

6 6 7 8 8 6

G







6

0

X 8

8



7

8

X

C 5 fr3

strong - er, wan - der, say - ing,

0 0







    

         

Sorgdal

9

3

F 6 fr1

 

If your If your but the

6

10



   

            



4 0

G 6 fr3

4



3

0 5

     



could I change your mind? you’d have seen the signs. would for - get my name,

you



Bb 5 fr1







er, er,

3 0

love love things





  

2° + 3° sim. ad lib.

 

 

was a - ny was a - ny was a - ny

(2.) day (3.) day



C 5 fr3



   6 6 7 8 8 6

   6 6 7 8 8 6

   6 6 7 8 8 6

       6 6 7 8 8 6

0 0 0

0 0 0

D





   

  





 

Will I

lose my



      

   

         

5 3 2 0

5 3 2 0



3 0 0

3 0 0

 

mind

    

3 0 0

  



        3 0 0

G

5 3 2 0

5 3 0 0

2

5 3 2 0

 

just to pass the

5 3 2 0

 

time?

  

  

      

5 3 2 0

5 3 2 0

5 3 2 0

5 3 2 0

      

5 3 2 0

0 0 0

    3 0 0 0 2 3

0 0 0

1.





  



     

5 3 2 0



3 2 0

3 0 2 0 0 2



   

0

2

to pass



   

0

     

just

A 5 fr0

7 8 0 0

8 8 0 0

8 8 0 0







     the time.

3

3 0 0 0 2 3

3

2

2

4

4

     

4







       

   

6 9

6 9

10

9

7

10

3 0

7 8

0

6

C 5 fr3

Bb 5 fr1





  



       

   

  

  

      

9 10 10 8

9 10 10 8

9 10 10 8

9 10 10 8

6 0

4

4

3

3 3

4 0

9 10 10 8

7 8 8 6

G





    

4

0 0

Bb 5 fr1

F 6 fr1

0

7 8 0 0

G

8

3

5

B 5 fr2

to pass

8

3

7 8 0 0

         

3

                Sorgdal

2. If the

 

4

5

G 6 fr3



7 8 0 0

0 0 0

3 6

0

           lose my

  

0



0 0 0

  



3



3 0 0 0 2 3



C 5 fr3



  



3 0 0 0 2 3

3

2

F 6 fr1

        

the time?

3



3 0 0 0 2 3

C 5 fr3

      

5 3 2 0

Harmonica





 

  

just

3

G 6 fr3



     



           mind

D 4 fr0

G





  

3 0 0 0 2 3

 

Will I



2.

To Coda Ø

D

3 0 0 0 2 3

     

  



             









      0 0 0

0 0 0

D







  

        



3 0 5

4







  

 









         

        

      

 

3

G

3 0 5

3 0 5

3 0 5

A 5 fr0

B 5 fr2

  



   



5 3 2 0

3 2 0

2

0



3 0 5

3 0 5

3 0 5

B 5 fr2

5 3 2 0



          







0 0

2



 







           



0

0

0

2

    

 3

 



 



 



3

 

  

  

  

  

  3       

3 0 0 0 2 3

3 0 0 0 2 3

3 0 0 0 2 3

3 0 0 0 2 3

3 0 0 0 2 3

5 3 2 0





     Sorgdal

0 0 2 3

        

  0 0 2 3

  

   3 0 0 0

  

0



 

  



  

3

3

3 0

0

D E 4 4 fr0 fr2

5 3

  

2

3 0 0

0 2



     

    



A 5 fr0





          

3 0 0 0

5 3 2 0

3 2 0

0

          

2 0

0

3

        

3 2

2

0 0 2 3

0

  

3 2 0

5 3 2

2

5 3 2 0

B 5 fr2

C 5 fr3



D 4 fr0



3

G

        

5 3 0

D

            

     0 0 0

3 0

0

 

  



3

3 2

D



 

5 0

  



     

0

  









G

3

D



2

   



3 0 0 0 2 3

A B D A 5 5 4 5 fr0 fr2 fr0 fr0

D



0 0 0

0

     

  

0

     

3 0 5

2



   

5

3                      3 0 5

   

3

C 5 fr3

D

   



            

5 3 2 0

0 0 0





      

  

  

  

    

5 3 2 0

5 3 2 0

5 3 2 0

5 3 2 0

0 0 0

0 0 0

0 0 0

0 0 0

0 0 0

0 0 0

0 0 0

0 0 0

G

 

  

      3 0 0 0 2 3

D.S. al Coda



 

3. If the

ØCoda D



G







just

to

pass

5 3 2

5 3 2

 





  





  the



2

5 3 2

5 3 2





time?

               0 0

















3 0 0 0 2 3

3 0 0 0

3 0 0 0

0 0 0

Will



   











  





  

       

5 3 2 0

3 2 0









just

to





mind

3



   pass

  



5 3 2 0

0

2

0

0 0

2

D



     









Harmonica







the



7 8 0

 



time?



5





2



     3 3

2

4

0

4

5

B 5 fr2

A 5 fr0





    













3

3





A 5 fr0

3

C 5 fr3



B 5 fr2







 

10 8 0

B 5 fr2







 

my

8 8 0

A 5 fr0





  

3

G



7 8 0

G





lose

7 8 0 0

0 0 0



     

I

 

D





  

          

     

3 2 0



5

A B E 5 5 6 fr0 fr2 fr0

D

5

G



          



                                3



5

3

5

3

4

4

5

3

4

5

5

3 2

5

0

0

0

4

3 3

3 0

4

2



 

      



  



 

5

5



     









 

Sorgdal



3

3

     







    

3

0 5





3 3 5

5

4

5

G

                   3

0

4

5

D



3 3

3

0 4

0 4

0 4

0 2

0

   

       3 0 0 0 2 3

I’ll Remember Words & Music by Rory Gallagher

Intro

q = 148

Gtr. 1 (elec.) µ[E]                                                     mf w/dist.  



9 9

9 9

7 7

9 9

9 9

7 7

9 9

9 9

9 9

7 7

7 7

7 7

7 7

7 7

10

    

  

9 9

9 7 0

9 9

7 7

9 9

9 9

7 7

7 7

7 7

7 7

9 7

10

10

            

µ[E]

Gtrs. 1+2 (elec.)

7 7

10

             Gtr. 2 w/dist. 

E



7 7

9

9 9

7 7

7 7

9 9

9 9

10

 

9 9

7 7

5

E











                                        Verse

7 7

7 7

$

7 7

7 7

7 7

7 7

7 7

7 7

7 7

7 7

   

    

be a (2.) hear you

round when I’ve got a frown say that your love won’t fail,

µ[E]

  

7 7



                 Sorgdal

7 7

9 9

9 9

7 7

9 9

7 7

9 9

9 9

7 7

7 7

 

7 7

7 7

  1. If you’ll

  

    

9 9 9 7 0

7 7







9 9

   



and the whole world that I know my luck

looks

up - side will ne - ver

9 9

9 9

  

 

down, fail,

I’ll re no ne -

                  7 7

5

7 7

7 7

7 7

7 7

© Copyright 2009 Strange Music Limited. Bug Music Limited (85%)/ Warner/Chappell Music Limited (15%). All Rights Reserved. International Copyright Secured.

7 7

7 7

7 7

7 7

7 7

7 7

7 7

7 7

7 7

7 7

7 7

7 7

E

µ[E]

   

 



- mem - ber. - ver.

       



 

  

If you’ll If you’ll

be be

a a

7 7

9 9

   -



round round

  



where there when I’ve

is no sound, got a frown

9 9

9 9

9 9

9 9

7 7

7 7

9 9



let you down, whole wide world

 

  

give you looks up

so much - side

E

  

  

     

9 9

love that you’ll re - mem - ber. down, I’ll re -

                                        

7 7

7 7

7 7

7 7

7 7

7 7

Interlude

           µ[E]



7 7

7 7

7 7

7 7

7 7

7 7

7 7

7 7

5

   



Drums





   

Gtr. 1

9 9 9 7 0

7 7

4 2

+ Gtr. 2                      

             

6

7

9

11

13

14

4

4

6

7

9

11

13

14

14

2

4

5

7

9

11

12

2

2

4

5

7

9

11

12

12





            

7 7

9 9

4



Sorgdal

7 7

I won’t and my

q = 174 (qaa z =[ qp ]e)

To Coda Ø

 

 

                            

   

9 9 9 7 0

 

  



                       

  





Oh,

Gtr. 1               

14

13

11

9

7

9

0 4

13

14

13

11

9

7

9

0 4

12

11

9

7

5

7

2

11

12

11

9

7

5

7

2

7 7



Bridge

µ[E]





 

stand

with me

           3

 99  

0 0

0 0 7 7

0 0 3 5

   

4 6



up

3



0 0 9 9

0 0 7 7

0 0 3 5

4 6

  

0 0 7 7

9 9



the cloud’s

0 0 2 4

 

looks black

7 7



and am

0 0 3 5

4 6

-

0 0 7 7

9 9

0 0 3 5



4 6

0 0 2 4

         9 9 9 7

7 7

 

ger.

      

  

  

9 9 9 7

9 9 7 0



ber.

9 9 7 0

of an

0 0 7 7

0 0 2 4

so

full

 

  

  

3

9 9 9 7

-

 

Fig. 1

9 9 7 0

  

 

               

    





skies

0 0

 

  

 

         

a - bove,

              



3

9 9 9 7

9 9 7 0

  

Look

when the

     

  

0 0 2 4

   

   

7 7

  

Gtr. 2 (elec.)





 

3

f w/dist.

15 12



12



Gtr. solo (w/unison scat singing)

µ[E]

 

 



  



 



  

   



 

 



12



Gtr. 1 plays Fig. 1 (x10) full

full full

15

15

15



12

            3

3

full

15

    3

full

full

12



12

15

 

15



12



15

  

   3

full

15

Sorgdal



15

15

12

15

15

12

15

15

12

12

12 12



 

 



    

 



   



3



  





full full

15

15

full

full

12



15

15

12 14

13

14

                 3

           



3

full

full

12



12 13

14

13

     

14

13

14

13

14

13

14

13

14

15

15

15

12

14

          



15 12

14

        



3

(hold bend) full



full

15 12

14

              3

 99 

0 0

0 0 7 7

0 0 3 5

      3

4 6

0 0 2 4

11

9

11

12

11

9

11

14

   

  

  

7 7

3



3

0 0

9 9 9 7

9 9 7 0

          

     



9 9

 

full



0 0 7 7

0 0 3 5

4 6

0 0 2 4



15 12

12

14 12

  3    

full

15

15

full

15 12 14

          9 9 7 0

15 15

15 14

q = 148 (e = e)

full

Sorgdal

full

14



9 9

 

9 9

9 9

                                          µ[E]



7 7

9 9

9 9

7 7

7 7

9 9

9 9

9 9

7 7

7 7

5

7 7

7 7

7 7

7 7

7 7

7 7

7 7

9 7

7 7

9 7

10

ØCoda

D.S. al Coda E

E







      

7 7



  2. Let



9 9

9 9



9 9

10

q = 174 (qaa z =[[ qp ]e)





- mem - ber.

+ Gtr. 2

9 9 7 0



      

me

    

  



9 9 7

  



   

Gtr. 1



9 9 9 7 0

4 2

Interlude

+ Gtr. 2                                                                    

µ[E]



4

6

7

9

11 13

14

4

4

6

7

9

11 13

14

13

14

13

11

9

2

4

5

7

9

12

2

2

4

5

7

9

12

11

12

11

9

7

11

                      

11

 

        

7

9

0 4

13

14

13

11

9

7

9

0 4

5

7

2

11

12

11

9

7

5

7

2

  



Outro

       Gtr. 1

µ[E]

Gtr. 2 tacet.

Sorgdal



 

 

 



       

0 6

0 7

6

4

5

4





           

7

4

0 7

6

7

0 7

6

0 4

0 9

0 6

0 7

6

5

4

5

2

5

4

5

5

4

2

7

4

5

4



              

        

   

7

4

9

12

11

12

9

0 14

13

5

2

7

10

9

10

7

12

11

 

  

  



0 9

7

0 14

7

5

12



  

 

   

   



      

  

13

0 7

9

7

0 6

7

11

5

7

5

4

5

      

 

     

 



     

 

          

  

  

6

0 6

4

4

4

6

7

9

4

4

2

2 0

2 0

4 0

5 0

7 0

             



6

     

Sorgdal

      

7

          



                                

                  

  

          

11

13

13

14

13

14

13

11

9

7

9

0 4

9 0

11 0

11 0

12

11 0

12

11 0

9 0

7 0

5 0

7 0

2

  

I’m Movin’ On Words & Music by Hank Snow A

Gtr. 2 (elec.) 6=E 3=A 5 = A 2 = C# 4=E 1=E

A*

D

E

A7

5fr

q = 215 (qaa z =[ qp ]e)

     

A

Gtr. 1 (acous.)

3

    

mf

     

7

7 3

7 0

 

 

 

 

 

7 0

7 0

7 0

7 0

7 0

   7 0

 

 

 

7 0

7 0

7 0

5

                                             



3

3

7 3

7 0

7 0

7 0

7 0

7 0

7 0

6 7 0

6 7 0

6 7 0

7 0

7 0

7 0

7 0

7 0

7

5

3

7 0

7 0

7 0

7 0

7 0

7 0

5

3 3                                                           Gtr. 1



7 0

  

Gtr. 2 (elec.)

7 0

7 0

7 0

7 0

7 0

7 0

7 0

7 7 0 3





7 0

7 0

7 0

7 0

7 0

7 0

7 0

6 7 0

7 0

7 0

5

  

7 0

7 0

7 0

7 7 0 3

  

  

w/clean tone + slide

 Sorgdal

5 5 5

12 12 12

© Copyright 1997 Hill & Range Songs Incorporated, USA Carlin Music Corporation. All Rights Reserved. International Copyright Secured.

12 12 12

5

7 0

6 7 0

6 7 0

6 7 0

6 7 0

  





   



3                                                                  1. See that



6 7 0

6 7 0

     

6 7 0

6 7 0

6 7 0

6 7 0

6 7 0

6 7 0 3

  

   11 11 11

$

7 5

7 0 0

7 0

6 7 0

6 7 0

6 7 0

0

6 7 0

6 7 0

6 7 0

6 7 0

6 7 0

6 7 0

6 7 0

6 7 0

6 7 0

     

  

12 12 12

11 11 11

A*





2º ($) Gtr. 1

    





     

    

big eight- wheel - er com - ing down the track, Fire - man please won’t you lis - ten to me,







  

       

  

it means your true lov - in’ dad - dy ain’t com - in’ back got a pret - ty wo - man in Ten - nes - see,

 no keep

                                                                               (2.)

cont. in slashes



6 6 6 6 6 7 7 7 7 7 0 0 0 0 0

6 7 0

6 7 0

       

6 7 0

6 7 0

6 7 0

6 6 7 7 0 0

6 7 0

6 7 0

6 7 0

6 7 0

   





     





5



    







I’ll

 7

Sorgdal

5

6 7 0

6 7 0

6 6 7 7 0 0

6 7 0

6 6 6 7 7 7 0 0 0

6 6 6 6 7 7 7 7 0 0 0 0

      3 2

3 4

A*

more, roll - in’ on,

4

6 7 0

5

       



6 7 0

12 12 12

D

 

6 7 0

  

11 11 11

12 12 12

1º+2º Gtr. 1

6 7 0



  

 







5

3

soon be gone. keep roll - in’ on.



       

5





       



   



You’re Good -

E

D

    

 

  



  





7

3

    





5





  



I’ve





 



11 11 11

3









ba - by from time to ba - by when you’ve had your



D

  





12 12 12

13

12



     



mov - in’ on, roll - in’ on,



I’ll

      







 

       

 











4

5

4

soon be gone. keep mov - in’ on.



7

E

      

 



Through with

    

 

you, too bad Fly - in’ too high in

         7 7 7







5

5





       

5

5

6 6 6



A*

      

4

    

no mind, so I’m time, you just did - n’t lis - ten, did - n’t pay keep play, you’ll want your dad - dy but your dad - dy will say,

12 12 12





3               



   

     





       

sky, I’m mov - in’ on. now, I’m mov - in’ on.

4





      

Sorgdal

      

  

5

warned you Some - day

  



7 7

5 5

 





E

3

lit- tle old ov - er

A*





            

fly - in’ too high for my - bye, good - bye, it’s all

     



A*

A

G 6 fr3

F# 6 fr2

   



D

To Coda Ø 5

    

  





  

 

fr0



3





F 6 fr1



E

       



you’re blue, I’m mov - in’ on. lit - tle old sky, I’m

   5 5 5

   0 0 0







Gtr. 2

11 12

Straight 8’s feel A*

A7





         

12 12

12 12

   

11 11

12 12





   12 12

12 12







     



12 12

14

     

 

       



  



5

5

5 5 5

5

7

10

11 11

       

       



A 5 fr0







5



11 12 11 12

D

7









12





7

5

 



11 11

G 6 fr3



F# 6 fr2

F 6 fr1



 

12 12

0

E



       







       





Now

  



7

7

0

7

4

5

9

9

7

   











en - gi - neer



  take the

     throt - tle

in

hand,











  

take me



  

     back

to the



south - ern

    4





7

A*

Sorgdal



12 12

      

    

E

7

  





5 5

               



A*

       







12 12

D

4



5

   land,



 I’m

D



A*

      

    



  

 



  

   

mov - in’ on,

keep roll - in’ on.

    

 

5

5

4

  

E

4

5

11

D

      

    



for my



fly - in’ too

high

     





7 7

5 5 5

7 7

     

lit -tle old

7 6 6





sky,

keep

4 4 4



15



12

cont. in stave G 3 fr0

E



       

     

3



mov-in’ on.





You’re

12

     



  





A*

   3    





      



       

12





    

5 5



  





5 5 5

                                         Gtr. 1

[A]

3

3

full

5



5

7

5 7 5

6 5

6

5

7

5

7

7

 7

full

5

5

6

5 5

           [D]

3



7

7 5

8

8

5

7 5

5 7

5 7

7

7

[A]

          

        3

full

Sorgdal

3

3

3

1/4

7

5

5 7

14

5 5

7

7

5

5 7

X 5

7

5 7



7 7

10

[D]                        



[E]

3



3



7

7

          

10

8

8

9

10

9

9 11 9

9

9 11

            



full

10

11

11

                  3

full

9

full

10 0

10

9

3

3

8 10

[A]



[E]

full

8 9

[A]

3

3

full

12

10 12 10

12

11

10 11

9

11

9

12

9

11

X

12

X

9

11 9

11 11

9 11

12

                                  [D]

[A]

full



12

11

9 12

12

0

10 12

11

9

9 12

9 12

X

9

9

11

12

12

11

12

12

                              [E]

[D]

[A]

3

[E]



3

full

1/4

D.S. al Coda

    

(cont. in slashes)

8

12

  

Sorgdal



X

10

10 11

9

9 10

8 10

7

10

8

10

9

10

9 2 0











2 2 0 0

  11 11 11

ØCoda

A*

E





    













A*























mov - in’ on.









 







  



3

     

11 12 11 12 11 12

G 6 fr3

A (C# Bass)

  

















     

   

14

14







mov - in’



12







    

    

    



12

15 15 15

















on.

 











     



14 12 12

12

G 6 fr3

A*

     



  

12





Mov - in’ on,

      5



 

      

G 6 fr3

A*



  

14 14 14

10

     

   



12 12 12

  

       2 2 2

 

3 3 3

2 2 2

Repeat ad lib. to fade

A*



      Sorgdal



 

0 0 0

     

   



G 6 fr3

  



         2 2 2

3 3 3

G 6 fr3

A*

2 2 2

0 0 0

  

  

      11 11

12 12

   



  

         2 2 2

3 3 3

2 2 2

 

In Your Town Words & Music by Rory Gallagher Gtr. 1 6 = E 3 = G# 5=B 2=B 4=E 1=E Capo 3rd fret

Capo 3rd fret

G7 [E7]†

G5 [E5]

G [E]

Gsus4 [Esus4]

3fr

Intro



                    



3

G** [E**]

   

3fr

G7 [E7]

                        

Gtr. 1 (elec.)

mf

G* [E*]

3fr

q. = 147 µ[G5]

 

Gsus2 [Esus2]

  

Telecaster w/crunch dist. (slide on 3rd finger).

5

5 5 0 0 0

3

5

5 5 0 0 0

3

5

5 5 0 0 0

3

5

3 3

5

5 5 0 0 0

3

0 3 5

4 5

3 0 5 3 0

3 3

3 3

0

5 0 0

0

0

5 0

0

0

†Symbols in parentheses represent chord names with respect to capoed guitar. (TAB 0 = 3rd fret) Symbols above represent actual sounding chords.

      











3 3





3 3



3 3

3 3

0 0

0

                         





3 3

0

0

0

0

0

                



3 3

3 3

0

0



Sorgdal

0

0

0

G7 [E7]

   





X X X

3 3 0

0

0



 

0

    



3 3

3 3



3 3

0

0

0





0 0

0

                                  

3 3

3 3

3 3

3 3

0 0

  

3 3 0

0

5 3 0

0

       

3 3

3 3 0

0

G5 [E5]



3 3 0

0 0

0

3 3

3 3

3 3

0 0

0 0

0

© Copyright 1971 Strange Music Limited.

3 3 0

0

3 3 0

0

5 3 0

Verse

G5 [E5]

 

 

 

    

1. Look out

ba

    



X X X

3 3

your

 5 3 0

3 0

 



    

man

is back in

     X X X

G5 [E5]

 



town,

  



5 3 0

 



3 3

0 0



X X X







    

 



3 3

3 3

0

 

look out

ba

 

-

       

5 3 0

X X X

by,



3 3 0

     

0

 



    

Iwon’t

stand

no mess - in’ round.



       

5 3 0

3 0

0

 



5 3 0



0











X X X

  



5 3 0

X X X

0

  

Sorgdal

      

          

3 3

G7 [E7]





G5 [E5]

         



                           3 3

3 3

3 3

0 0

3 3 0

 

    

is the





chief

    

5 3 0

po - lice,

X X X

The first man I wan - na see

5 3 0



       

    

X X X

X X X

5 3 0

3 0

5 3 0

0

G7 [E7]

  

 

3 3 0

0

       X X X

3 3 0

0

 



  

by,







-



G7 [E7]

0

      

  

 

5 3 0















5 3 0





 





3 3







3 3 0





            

3 3 0

3 3 0

0

3 3 0

0

3 0

0

0

3 3

0

 

 5 3 0

G5 [E5]

 

    

       

     X X X



   

X X X

5 3 0

      

     

X X X

5 3 0



5 3 0

X X X



 



3 3



3 3





3 3 0



 

3 3 0

0

0 3

G5 [E5]





   



         3 3

3 3

I wan -na

       

5 3 0

0

cause

X X X

 

       X X X

3 0

no

5 3 0



 



trou - ble,

5 3 0

  

 





no

0

fuss,

       X X X

5 3 0

no

fight,

    

  5 3 0

X X X

0

G7 [E7]



       



3 3

0 0





  





    

3 3 0



X X X

0

-

0

    

 

      

  

but look out man, you know this is

5 3 0

       





    

X X X

5 3 0

X X X





3 0

5 3 0

0

G7 [E7]

ur- day night.

5 3 0

3 3

0

   

5 3 0

3 3

0

               5 3 0

              3 3

0







3 3 0

0

G5 [E5]



3 3

Sat

Sorgdal

3 0

piece.



0

  



       

5 3 0





 

I wan - na speak my

G7 [E7]





bring that man (right) ov - er here,



  



     



X X X





  



3 3



    

3 3 0

0



3 3 0

0

             3 3

0

3 3 0

0

3 3 0

0

5 3 0

Verse

G5 [E5]

       

   

2. The se-cond man I wan - na see

is the old

 



    

    

 

  

X X X

  

      

5 3 0

X X X

  



 

     

3 3 3

 

    

   bring that man





mf

X X X X

3 3

X X X



5 3 0

0 0 0 0



        

3 3

3 3

0

               

  

X X X

5 3 0

3 0

X X X

0

 

 5 3 0

0

G [E]







yeah.



5 3 0

3 3

0 0

       

5 3 0

3 3

0

stand him right in front of me,

5 3 0

12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12



0



 12  12  12



    

3 3

                     

w/slide

10 10 10

yeah,



5 3 0

f



0

 





5 3 0



w/fingers

(right) ov - er here,

    



              



4 0 3 0

3 0



4 0 3 0

4 0 3 0

0 0

0





  

   





Sorgdal

0 0 0



   

     



0

G5 [E5]

  

X X X



w/slide 12 12 12

5 3 0



chief,



G7 [E7]



 

fire

       

5 3 0

3 0

      

   





                4 0 3 0

X

3 0

4 0 3 0

4 0 3 0



Wan - na cause

 0



no trou - ble,

         



4 0 3 0

0 3

  

4 0 3 0

   

           X X X X

4 0 3 0

no

  

  fuss,

          X X X X

4 0 3 0



no fight.

       X X X X

4 0 3 0









                                         4



5

4 0 3 0

0

4

I’m gon - na

     



set

X X X

 

4 0 3 0

0

4 0 3 0

 



3 3

   



3 3 0



 3 3 0

X X X

  







So look out.

   

X X X

5 3 0

       5 3 0

0

0

 

3 3 0

 Ah!

    



5 3 0



         

0





See this match?

0 0

this place a - light.

  

    

4 0 3 0

0

      

 

2

 



5 3 0 0

0

Interlude

G [E]



Gsus4 [Esus4]













G [E]



Gsus2 [Esus2]

















Yeah.

                                 f 4



4

3

4

3

0

0

3

0

5

3

0

5

3

0

0

G [E]

5

3

X

3

0

4

3

0

4

3

0

0

Gsus4 [Esus4]

4

3

0

3

0

2 0 3

3

0

0

G [E]

Gsus2 [Esus2]

                                          w/slide 4

Sorgdal



4

4

0

5

5

5

X

4

4

4

4

0 0

3 0

3 0

3 0

3 0

3 0

3 0

3 0

3 0

3 0

3 0

2 0 3

7 7

Gtr. solo



    

µ[G]







ff 12 12

   



12

  



12

12

12

12



 



 12  12

12 12





12

12

12

11 12



0 0

0

  16

Sorgdal



0

      

11

12

10 10

  

12 12

11

0 12



0 12

     

12

15

16



15 16

15



16

16



12

0 4

5

      



12 11 11





 

              5

10



                   

8

16



4

12



12 12

12

 



16

12

12 12

12

15

   

  

12



15 14 15



 

12 11

12 15

12 7 7

12 0

            

12

          

             14 15





12 7



   

 

12 12

12 12





5

   5

3



0 7

4

 



0 5

 

0

4

                    

5

0

0 0

4

5

0

0 0

4

5

0

0 4

5

0

0

                 

5



0

0 4



5

0

0 4

5

0

0

2

4

0

0









                 

4



5

0

5

0 4

0

0



3



          

              



4

3

4

2

0

4

2

0

0

4

2

0

2

1

0







3

4

0 0

                  4

2

0

4

2

0

5

4

2

1

 

0



3

                             

5

0 4

3

           

3

3 3

4

0

2 2

0 0

3 3

2 2

0 0

3 3

2

2

0

0

0 0

                  









5 3

2

0

3

2

3

0

3

                

   

   

10 10 10

 12  12  12



      

Sorgdal



14 14

 15  15

12 12 12

 

14

12 12 12

12 12 12

 



 15

12 12 12

12 12 12

 

14



 15

12 12 12

 

2

2

3 3

      3 3 3

 

14

0

0

2 2 2



 15

2

2

0

0

5 3

2

0

3

                

   



10 10 10

0 0 0

 12  12  12

    

14 14

15 15





12 12 12

12 12 12

12 12 12

G* [E*]

        0 0 0 0 0 0

12 12 12

12 12 12

12 12 12

 

2

12

0



 0



12

  0 0

       

  

G7 [E7]

  



     

mf



3 3

3 3





  



3 3

           

3 3

3 3

3 3

0

3 3

0

0





3 3

0 3

0

     

0

5

0

0

0

Verse











G5 [E5]



  

3 3

0

3 3





11 11 11

  

Sorgdal



  

    

5 3 0

   

          



  

X X X

  

5 3 0

  



X X X



 

      

is the old

    

5 3 0

X X X

 

 

 

D. - A.

    

5 3 0

X X X

5 3 0

0



   

     

3. The third man I wan - na see

        

3 3

 



who



12 12 12



12 12 12

G* [E*]





 



 



 



12 12 12

X X

  



sent

me







He was the man



12 12 12 12

   

    

     



0

      





0 0 0

X X X



X X X

0 0 0



                              

a -way.



 

0

0 0 0

0 0

X X 0

12 12

12 12 0

12 12 0

12 12

0

G7 [E7]

 

  

         Twen - ty two



    



years, twen - ty three

days,



   



 

twen - ty four



 





        

min-utes



 



I was



 



    

locked

a - way.



3 3 3

3 3 0

0 0

G5 [E5]

  



   

  

      

5 3 0

5 3 0











    





5 3 0

5 3 0

0

      



0



5 3 0

5 3 0

5 3 0

      





 

5 3 0

5 3 0

5 3 0

5 3 0





5 3 0

5 3 0

       

 



                            

4.You come a-long ba - by and ask



X X X

G [E]

5 3 0

X X X

5 3 0

X X X



 

where I’ve

been,



me

X X X

5 3 0

X X X







had

Sorgdal

2 3

4 0 3

4 0 3 0

4 0 3

4 0 3 0

0 0

4 0 3 0

 



                  

5 3 0







5 3 0

4 0 3

4 0

4 0 3 0

0

0

      

                                        



0





      

a

4 0 3 0



     

lit - tle ho - li - day



0

4 0 3 0





 

  



 





                      up in

Sing

 

     







One

cold

floor,

4 0 3 0

 

   

 



that’s all





3 0

4 0 3 0

    











  no

     





3 0

4 0 3 0

3 0

4 0 3

 3 0



3 0

4 0 3 0

X

0

4 0 3 0



4 0 3 0



12 12 12

3 3 3

     



12 12

0



 -



12 12 12 12

thing else at

all.

4 0 3

4 0 3 0

0

 



            



4 0 3

4 0 3

0





3 0

4 0 3

4 0 3 0



3 0

4 0 3 0

4 0 3

0





                 3 0

3 0

walls,



       

4 0 3 0

                                w/slide

bare



       

Sorgdal



0 0 0



they gave me,

3 0

   

four

       

0

4 0 3 0





   

4 0 3 0



         



 





4 0 3 0

0



                          



4 0 3 0

0

 

Sing.





 



 

 3 0

 

                  Sing

 3 0

3 0

Sing,







3 0

4 0 3 0

4 0 3 0







 

 







 

 





                                                            Sing



X X



 





Sing,

X X

X X

Sing

4 0 3 0

X X

 

4 0 3 0

4 0 3 0





 

X X

  

 



 

X X

X X



4 0 3 0

X X

4 0 3 0

4 0 3 0

  

     

4

3

4

3

4

2

3

2

3



3

I could - n’t feel

3 X X

X X

X X

I could - n’t feel



2

      

          

a,

X X



          a,

 0 0 0 0

0

 

   

     





I could - n’t feel



a thing,





  



 





4 4 4

  

      

       

could - n’t feel a





5 5 5



thing,

         0

0 0

5 5 5

3

0

3

5

5



 

4 4 4

5 5 5

4 3

3 2



              

w/slide



 



        

When I came out

Sorgdal

Sing.

5 5 5

    



 

       I could - n’t feel a thing,

4 4 4

 



5 5 5



             5 5 5



 



 

4 4 4

5 5 5

5 5 5

    feel a

0 0 0



thing,

    

                  

0

0

3

0

3

5

0 5

0

3

0

3

5

  









 

  feel a



thing,

feel a

            

5

0

0

3

0

3

5





thing.

            

5

0

0

3

0

3

5

          

5

0

0 0

0 0

0 0

 

Gtr. solo

µ[G]

  

   



   









   









12 12

12 12

11 11

12 12









f





12



12 12

11 11

12 12

12 12



        

   

0 0 0

11

Sorgdal

0 0 0

       



15

15

15

0 0 0

     



  15

11

12

12 12

15

12 12

0 0



0 0 0

X X

11 11

                     

    

15 12

15

12 12

12







          12

  

12 12

    

0 0 0

X X

11 11

0 0 0

0 0 0

0 0 0

  

12



12

12 12

0 0 0

12 12

12 11 12 12 11 12

11 12 11 12 12

        

12 12

11 11

12 12

12 12

11 11

12 12

12 12 12

  0

      



12 12 12

12 12 12



0

                                                

15

0

12

12

12

12

0  12 12

15

15

15

15

0  15 15

12

12

12

12

0  12 12

12

12 12 10

12

12 12 10

0

12

12 12 10

12

12 12 10

0

 





 

     

 



12



12

10

10

9

  

 

       



12



10

12

12 12

12

Verse

10

G* [E*]

10

9

 

        

back



   

0 0 0

 

 

in your

town,



 

 

in your

town,



4 2

0 0 0

4 5 3 0





   



   

3 4 2

4 2



0

in your

town,





       

  

0 0 0

4 5 3





5 3



3 4 2



in your town.

     



 

 0 0 0

       

 





       

5 3











0 0 0 0

 



      

mf w/fingers



G** [E**]





4. Now I’m



12

 



 

12



  



  

             4 5 3 0 0

0 0

Gtr. solo

  

µ[G5]



                                   0 5

5

0

0

5 0

5 0

5 0

5

4

5

0

0

3



3

5

0 3

5

0 3

                            Sorgdal

0

5

3 5

3 5

3

0

3 5 5

3

0

3 5

3

        

0

0 5

3

0

5

3

5

3

5

5

3

3











                



5 0

5 0

5 0

5 0

5 0

5 0

5 0

5 0













5 0

3

5 0

5 0

5 0

5 0

5 0

5 0

0

5 0

5 0

5 0

5 0

5 0

5 0

                            

5 0

 

10 0



 

 

 

 

 

 

 

 



 

5 0

5 0

5 0

5 0

5 0

5 0

7 0

9 0

9 0

9 0

10 0

9 0

5 0

         

10

12 12 12 12 0 0 0 0

G [E]



Interlude

 





10



    



5 0

 







                             

  

5 0

5 0

         12 12 12 0 0 0





4

10

12 12 12 0 0 0







4

3





10

9 0

7 0

10 0

12 12 12 0 0 0





10

12 12 12 12 12 12 12 12 12 0 0 0 0 0 0 0 0 0

 

Gsus4 [Esus4]





0 0



12 12 12 12 12 12 12 12 12 0 0 0 0 0 0 0 0 0





     



12 0



 

5

3

X

3

0

3

0

1, 2.

         





5

3 0

Gsus2 [Esus2]



5

3

0

G [E]

12 0

                                                  

3

0

7 0

4

3

0

5 0



0

3.

   

Gsus2 [Esus2]



  

   







w/slide 4

Sorgdal



4

3 0

3 0

4

4

0

0

2 0 3 0

 

2 0 3 0

10

Outro

µ[G5] Freely

Bass cue

   











 



12



 

      

  

12

12  12

12

12

12

12

12



 



12

12

15

12 12 10 12

           15

12

12

10

12



 





2

12

11

2 2  12 12 12 12 12

2

10

12

          





15  15

2

12 10 10





    

2

12



10 12

            12





                     



2





3

12

 

               

12

3

2



2 3

2

 



  

  

12

3 2





1

1







2 12

12

1 2

1

2 1

2

3 2







15

 



          Sorgdal



0 0 0 0 0 0











         

5 5 5 5 5 5

12 12 12 12 12 12

         







   12 12 12 12

 

  0 0 0 0











      

 

 





2

1 1

2





X X X

 G* [E*]

3

   



15

2

3





2 12

2







2 3

0 0 0 0 0 0







It’s Happened Before, It’ll Happen Again Words & Music by Rory Gallagher

q = 228 (qaa z=[qp ]e)

Intro

               

              Gtr. 1 (elec.)

[Bbm]

f w/dist. 3



5

6 5

5



5

6

5

5

6 6 6 8 8 6

6

8

 

    

6 6 6 8 8 6

                   6  5 6 8 8  8  8 

       Sorgdal

    

weight call

 



5 8

6

5

6

8



5

6

5

5

6

to when

    6 8 8

    

5



5

 

the ground, I’m out,



5

that I could science nags you

6

 

0

   





   



6 6 6 8 8 6

8

would knock me to see me



6 6 6 8 8 6

3

6



    

5

8

think con -

8

6 5

3

             and I don’t a guilt - y

5

6 6 6 8 8 6

          



6

3

6 6 6 8 8 6

6 6 6 8 8 6



 

1. A fea - ther’s 2. You on - ly

  

6 6 6 8 8 6

               

3

 

6

8

             

Verse

6 6 6 8 8 6

               

       

6 6 8 6

8

 take I



    one more round, have no doubt,

 

    

5 8

© Copyright 2009 Strange Music Limited. Bug Music Limited (85%)/ Warner/Chappell Music Limited (15%). All Rights Reserved. International Copyright Secured.

6

5 8

    6 6 8 6

6 6 6 6



     6 6 8 6

   6 6 8 6

6 6 6

  



 

 

a puff you bribed

 

 of the



wind post

       

     



-







would man

send not

me to

to call



















the floor. a - ny - more,

   

8



5

6

6

5

5

8

        

  

it - ’ll hap - pen it - ’ll hap - pen

      



5

6

8

8

it’s hap- pened it’s hap- pened

be - fore, be - fore,

   

8

 

6

8

6

8

1.

 

6

8

8

a - gain, a - gain,

      

        6

6

8

       3   

It’s hap - pened be - fore, It’s hap - pened be - fore,

     

6

8

8

8

2.

3              

 

it -’ll hap - pen a - gain.

      

8

6 8

   3      

6 8

8





it -’ll hap - pen a - gain.

     

        6





     

  

6

6

8

6

  

5

5

8

Guitar solo

3 3                                          3

[Bbm7]

3

Sorgdal



3

6 6 5

8 8

5

6 5

5 8

5 6

5

5 8 8

5

5

5 6

5

5 8

6

8

6 8

8

6

5 6

                                     3 3 3  let ring 8



8

8

8

5

5 6 5 6

      

6

6

6

6

5 6 5

6

8

       

  

 

5

5

5

3

3

6

5

5

6

3

5

8

5 6 5

8

6

5

8

8

8



3

  

6

5

6

3 3 3 3       3                                  3



5

8

      

6

5

8

8

        3

3

6

5



8

5

5 8

6

5

8

 

6

6

5

5

6

5

8

5

6

5 5

8

6

5

8

5

8





full

6

7

8

8

         3    3     3 full

8

6

8

full

full

6 8

8

             

8

        

5

5 8

Straight 8’s

5

3

5 8

5 6

5

3 3          

5

      

5

6

3

          6

5 8

3

8

6

8

3

 

6 5 8

8

     

Sorgdal

6 5 8

6 5 8

3 3                



6 5

3

3

6 5 6

5

8

6

8

8

6

full

6 8

6 8



               













    

3

8

     

8

6

6

5

5

8



6



8

  



8

       

6

5

6

5

6



 



6

6 8

9 5

  

7

            

6

6

8

6

6

5

3

8

6

4

3

3 6

        



6 3

3

6

3

        

3

6

3

5

3

4

3

4

6

    

3

5

3

3

5

3

5

3

5

         

     

4

4

6

3

5

1/2



5

5 8

                  

8

6

8

5

           

8

5

8

  



8

6

1/2



1/2

3

3

5

5

5

5

5

5

     3    3     3      3      3                   3

Sorgdal



6

3

6

3 6 3

5 3 5

3 3

5

3

6

5 3

3 5

3

5

3

6

5 3

3 5

3

5

5 3 5

3

3 3        3                    



6 3 3

5

6 3

5

         

3

3

5

3

 

3

5

3

      

4



3

3

5

5

5







6

4

3







6

4

3

4

                





5

5



Straight 8’s



2 1 1

3

     

1





 





1

3

1





8

6

1

1

3



3

3

3

  





        

full

1/2

6



6 6 4

3

9

6

5

8

6

5

8

         

     

       

 





1/2



9 5 5

5

6

6

8

6

6

8

6

8

6

 

  

  

full

Sorgdal

8

6

8

8

          

X

6

6

5

full

6 8

6

5

8 8

     full

6 6

6 8

8

         

    

full





      

full

6 6

6 6 8

8

8

6 8

3 3 3   3                     



6

5

8

5

8

6

5

8

8

5

6

5

6

5

3



5

3

3

         

5

6

5

6

8

5

8

6

5

8

8

3

3

3

8 8

8

8

8

8

8

6 5

6

8 6

6

6 8

5

5

6

5

6

8

8

6

8

8

           



full

6

     



6

5

0

0

  

0 6

 



3

6

5

6

      





3

1

5

5

 



3

1

1

0



0

1

0

1

3

3

5

  

3

3

3

1 1

3

3



    

X 1

  

  



    1

1



full

6

            Sorgdal

5 8

5

full



6

6

3 3                               

 

8 5 6 8

     



5

8

   3         

   



1 1

3

1

3

                   

3

3

1

3

1 1

      

    

1

3

1

1

3

    

1

 

3 3

    



2

1

3



2

1

3

1



3

            

4



1

3 1 1



3 3

2

              3 3

3

3 3

3

3

6 3

6 3

3

3 3

3

3 3

3





6 3

4

4 3

6 3

3

6 3

6 6

4 3 3

3

       3

4

3

       

4 3

3

6 3

3

              

3

3

6 3

3

4 3

         

6 3 3

6 3

3

3

3 3 3

3

6 3

3

               

3 3

3

4 3 3

4 3

6 3

3

3

   

4

4 3 3

6 3

3 3

3

1

1

4 3 3

    

3 3

X

3

6 3 3

              

3 5

6

3

             

                       3

3 3

3



         

Sorgdal

1

3

          6 3

2

3

          

   

1 1

1 1 1

3

      





3

 

3 3

5

 16

Bass solo

 

Sax cue



3



   

3

5

3

  

3 3

Bridge





3







3



7

6

6 9

3

Sorgdal



7 7 7 9 9 7

7

            6

7

6

6 9

7



                   

            [Bm]

6



7 7 7 9 9 7

                 7 7 7 9 9 7

7 7 7 9 9 7

7 7 7 9 9 7



5



6

6







                   

3

7





        6

ad lib. sax solo for c. 2'20"2









7 7 7 9 9 7

7 7 7 9 9 7

7

9

           3

7 7 7 9 9 7

   

7 7 7 9 9 7

   

4 0 6

7

5

3

5

Sax cue

  



3

5

3

  

3

     

3 3



    



  

6

6 9

7 6

7 9 9

       

   

 

                  An- oth- er



7 9 9

   

 

6

glass

7

would send me

9

7



7





    

I

out

of

6

6

7







    



6

7 9 9 7

9

   





my - self, what

it’s

   7

 

place?

   



6



    

Sorgdal

am

9

  

  

floor,



9

   





       

7

all

6

7

  

     

  

9



9

7

9

it - ’ll hap - pen



a - gain.

7 9

a - gain,

       7 9

9

9

      9

ask

9 6

9

3       

it - ’ll hap - pen



I

3          

7

7 7 9

 

 

        And then

7 7

it’s hap- pened be - fore,

9

7 9 9 7

  

9

7

7 9 9 7

It’s hap- pened be - fore,

9

  

     

joins

     

6

9



  

           



6

   

for?

 

The ceil- ing



6

     

              7 7 7 7 7 7 6 7 9 9 9 9

out - er space,

9

 the

to

6

9

  

   



6



 

   

Laundromat Words & Music by Rory Gallagher

Am

D5

Em7

Asus2

A

D9

Esus4

5fr

4fr

E7sus4 7fr

E7

7fr

7fr

Intro Gtr. 1 (elec.)

q = 208 iq = qK e

      

(A7)

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

f

w/crunch dist.



1/4

1/4

5 5

7 5

1/4

5 7

7

5

5

7 5

7

7

7

5

7 5

7

7

7

5

7

       3      3      3                        1/4



1/4

5

1/4

5 7

7

5

7 5 7

1/4

7 7

5 7

7

5

7 5

7

7 5 7

7

7

5





5

7 5 7

7

5

7 0

  3 3 3 3                                               





1/4

1/4

5 5

7 5

5 7

5

7

7 5

0



1/4

7 7

5 7

7

5

5

7 5

7



7 7

7

7

7

Sorgdal



1/4

5

5 7

7

5

7

5

1/4

7 7

7 7

7

5

7

5

5 7

7

7 5 7

 3 3                                     1/4

5

0

5

7 0





     



of

that?



   





I’m sleep - ing

 1 2 2 0





mf



 

3 2 0

  

D5





     

    



If you should pass,

         







0 2 2 0

2 2 0

 

2 2 0



be sure to drop right

3 0 0 2 0

6 7 7 5



                                  

don’t have

5 5

7 5 7

  

  no

clothes to



Sorgdal



3 3 0 0

    



the ma

 

 

3 3 0 0

3 3 0 0

 



3 3 0 0



7

  0 2 2 0

0 2 2 0





D5



but it’s the cra - zi - est place

          0 2 2 0

0 2 2 0

0 2 2 0

0 2 2 0

7



 



clean

to

   3 2 0

      



7 5



7 5

- chine,



 

Asus2

5



6 7 7 5

7

7

put in - side

    

5 5 5

7 5



Em7

5

 

6 7 7 5

7

     







5

D5

mf

5

3

6 7 7 5

7

3

1/4





3

1/4

 

I



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

Asus2

  Well





by.

6 7 7 5

3

0 2 2 0



f



the laun - dro - mat.

   

  



  





A



3 2 0



at

     



  

Asus2

    

down



you think



Em7



do

 

D5

3



1. What





3



Am





 



Verse

      0 2 2 0

0 2 2 0



    

I

have ev - er been.

   

         

0 2 2 0

3 2 0

3 2 0

3 2 0

3 2 0

3 2 0

0 0

0 0



 

A









 





                                           3





6 7 7 5

6 7 7 5

f



5

   

 



5 5 4 5

D9

    

     



5 5 4 5



 

 

 

 

  

X X X X

5 5 4 5

X X X X

X X X X

X X X X

X X X X

5 5 4 5



  

X X X X

5 5 4 5

 

 

 

 

 

  

 

 

5 5 4 5

X X X X

X X X X

X X X X

X X X X

5 5 4 5

X X X X

5 5 4 5

through

to

the

my

sim.     X X X X

friends.

5 6 7



0 0 0





 

X X X

5 6 7



X X X

X X X

X X X

X X X

5 6 5

   

9 9 7 0

           

  

  

9 9 7 0

9 9 7 0

end,

9 9 7

9 9 7



9 9 7 0



right through to

E7sus4



the

       

  

  

  

  

    

   

   

   

   

9 9 7 0

9 9 7 0

9 9 7 0

9 9 7 0

9 9 7 0

9 9 7 0

9 9 7 0

10 9 9 7 0

10 9 9 7 0

10 9 9 7 0

10 7 9 7 0

9 9 7 0

9 9 7 0

9 9 7 0

9 9 7 0

9 9 7 0

9 9 7 0

0

0

X X X





end,

5 6 5



9 9 7



X X X

  

9 9 7 0

X





They’ll

Esus4



X





           0 0 0

7

[A7]

right through to the

0 0 0

7 5

be

                         



X X X X

 

5 5

 





 



  X X X X

 



 



E5

                  

Sorgdal

 

A

Come ’round



6 7 7 5

7



and meet

 

me

7 5 7

   



right

5 5

  



  

X X X X

  





1/4

6 7 7 5

7

 



there with



7 5 7

D9

      

Chorus



1/4

5

3

3

X X X

X X X

X X X

  

  

9 9 7 0

9 9 7 0







  





end.

   

   

   

   

10 7 9 7 0

10 7 9 7 0

10 7 9 7 0



E7

 



           

       

   

   

   

   

   

   

   

   

   

   

   

10 7 9 7 0

10 7 9 7 0

10 7 9 7 0

10 7 9 7 0

9 7 9 7 0

9 7 9 7 0

9 7 9 7 0

9 7 9 7 0

9 7 9 7 0

9 7 9 7 0

9 7 9 7 0

9 7 9 7 0

10 7 9 7 0

10 7 9 7 0

10 7 9 7 0

10 7 9 7 0







Oh!





   

   

   

3         

9 7 9 7 0

9 7 9 7 0

9 7 9 7 0

9 7 9 7 0



5

7

5

7

7

3                                                    

µ (A7)



 

3

1/4

1/4

5 7

5

7 5



1/4

7 7

5 7

7

7

5



5

7 5

7

2.

1.

3

7

5

7

7

7

7 7

5 X

0

 

7

5

 

7 5 7

 [A7]                                         3 3 3 3 3 3   8 7 7 Solo

3.

full



8 7

10 8

7 9

10 8 7 9

8

8





3

3

3





3

full

8 7

7

8

9



7

9

3

3

full

7

8 10 8 7

   3

full

8

10 8

7

9

7

8

8

8

8

7

9

8

7 9

7

6

6

7

9

         



10 9

                       

     

Sorgdal

10 8

9

7



7





            

let ring...

           

8

8

9 0 0

0 0

6 7 0

6 7 0

6 7 0

6 7 0

7 7 0

9 7 0

11 0

            3

7 6 7 0

6 7 0

6

6

6

6

6

6

 

                    3



 



full

9

9





3

1/2

full

10

8 7

     

          

10

10

10

8

10

8

7

8

10

8

7

7

9

8

8

9

                                     3

3

full

full

full

9



8

7

8 7

7 9 7 6

6

7

8

7

8

8

7

8

7

8

8

8

7

8

7

8

9

                                  full

full

9



8

7

8

7

8



full

full

8

8

8

            

 

[A7]

rake 9





X

full

  

7

8

7

8

8

8

[D9]

 







7

8

7

8

    

8

8





   1/4



10

8

rake

8 X

5

11

X

X

X

X

                           3

full

9 10



full



9 8

8

               

Sorgdal

8

9

10 10

12 10

8 10

8 10

9

8

10 9

9

8

7 9

8

8



         [E7]











 

     

 





   







full

8

7

X

X

X

X

8

8

7

X

9

    







full







full



8

9







full

8











full

8

8



9

      3      3      3      3                            [A]

1/4



1/4

5 7 0

7 0

5

7 5

5 7

7

5

5

7 5

7

7

1/4



5

7

5

7

7

7 7 7

5

7

5

Sorgdal

1/4

5

7 7

 

7

5

7 5

7

3

    



5 7

5

7

5

7

5 7



         7 7 7

5 7

 



3. Well you



1/4

5 7

5

7



       3      3              1/4

7

0



5



7



5

7



     1/4

7

7

7 5 7

5 7

  



5

1/4

5

7

7

7

       3      3              7

1/4

5 7

5 0

7

  



say I told you so 4. What do you think of that?

  



3 2 0







mf 2 2 0

   

     







If





you don’t know you should

If







0 2 2 0

      





2 2 2 0







that pass

by

now,

2 2 0

2 2 0

  

   

X X X X

2 2 2 0

 

 

    

  

X X X X

0

 



0

X X X X

2

 

3

X X X X



  



Sorgdal



X X X X

6 7 7 5

X X X X

X X X X

   

 

come and

go.

0 2 2 0

A







then you’ll nev - er drop right in.

3 2 0

0 0 0



0 0 0









know.

0 0 0



  

  

         

  

2 2 2 0

X X X X

2 2 2 0

X X X X

X X X X



3

X X X X



3

                            Fig. 1

2

2 2 2 0

0 0 0

2 2 0

0





2

0





Well

I

  

  

  

         

  

X X X X

6 7 7 5

X X X X

6 7 7 5

X X X X

2° w/Fig. 1 (x2)

6 7 7 5

3 0 0 2 0

       



         

  

   

f

2 2 0



     

well by,

omit 1° 2º







 

Asus2



     

D5

       



   

but, Ba - by, bad times down at the laun- dro- mat.

I’m sleep- ing



      





 





Em7



X X X X

X X X X

2

2 2 2 0

Asus2

0 0 0

 

2 2 0

 

What do you don’t have

   



 

D5

mf 0 2 2 0



Am





 



$

Verse

think no

0



2



0



of that? clothes to

2





 

D5



Em7









I’m

on

the to





clean

Asus2

   















0 2 2 0

 6 7 7 5

 

 

3 3 0 0

 



ma

-





  

         

  

2 2 2 0

X X X X

2 2 2 0

X X X X

X X X X

3 2 0

3 2 0

3 2 0

3 2 0

0 0





  

  

  

  

  

  

  

X X X X

6 7 7 5

6 7 7 5

X X X X

6 7 7 5

6 7 7 5

6 7 7 5

6 7 7 5

6 7 7 5

5 5 4 5

X X X X



X X X X

X X X X

0 0



  

  

         

  

6 7 7 5

X X X X

6 7 7 5

X X X X

X X X X

 

  

X X X X

5 5 4 5



  





and meet and meet

 

  

X X X X

5 5 4 5

 

my my



  X X X X

friends. friends.

  X X X X

Come Well come

  

  

  

  

  

      

6 7 7 5

6 7 7 5

6 7 7 5

6 7 7 5

6 7 7 5

6 7 7 5

2° w/ad lib. fills

A

  





X X X X



Whoah!

X X X X

X X X X







X X X X

A

f

3 2 0



               



  

         

             X X X X



stray cat. chine.

3 3 0 0

  

round round



0 2 2 0

D9

5 5 4 5





      

Sorgdal

0 2 2 0



     

Chorus





0 2 2 0

 



  3 3 0 0

         





the



you’ll know ex - act - ly where to go. If you should look for me, But it’s the cra - zi - est place I have ev - er been.





 

D5





3 3 0 0

3 2 0

    



an old side

 







street like put in -



      



A

 



0 0

 

Well they’ll be They’ll be



sim.

  

  

         

  

  

  

  

6 7 7 5

X X X X

6 7 7 5

X X X X

6 7 7 5

X X X X

6 7 7 5

X X X X

0 0

X X X X

         0 0

0 0

0 0

E5

D5 2º D9

    



     

there with there with

me, me,

       

             

3 2 0

3 2 0

3 2 0

3 2 0

   

    

3 2 0

 

   

2 2 0

X X X

  

  

  

  

3 3 2 0

3 3 2 0

3 3 2 0

3 3 2 0

3 3 2 0







with me to right through to

the the





2 2 0

  

with me to right through to

      3 3 2 0

end. end.

      2° w/ad lib. fills

X X X

2 2 0

X X X

X X X

X X X



X X X

                     

2 2 0

X X X

X X X

X X X

2 2 0

X X X

2 2 0

X X X



2 2 0

     

  

  

  

  

X X X

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

X X X

X X X

  

let ring...



2

2

4

4

To Coda Ø





Yeah!

               

                       

               

2

2

2

2

2

2

4

4

4

4

4

4

4

4

4

4

4

4

4

4

4 0

4 0

4 0

4 0

4 0

4 0

5 0

5 0

5 0

5 0

5 0

5 0

5 0

5 0

5 0

5 0

5 0

5 0

5 0

5 0

5

7

5

3 3          3                                   



1, 2, 3.



 

1/4

1/4

5 7 0

1/4

7 7

5 7

5 0

7 0

7

5

7 5 7

7

7

5

7 5 7

5 7

5

7 0

7

4. D.S. al Coda



 





X X X

       1 2 2 0









µ (A7)

Sorgdal

X X X









the end, the end,

   

2 2 0







     

            



    





  

3 3 2 0

3 2 0







5 7 5 7

 



ØCoda

3        3      3                              µ (A7)





1/4

6 7 7 5

6 7 7 5

1/4

7 7

5 5

7 5

7

7

5

5

7 5 7

7

5

7

5

7 5

7

7

           3                            3  1/4



1/4

5

full

5 7

7

5

7

5

5

7

7

7

7

14 12 7

7

7

14





3

14 12 14 12







full

14 12 14 12

14 12 14

      

14

15

15

14

 

2 2

 

0 0

0

14

14

0







3.



     2

0

2

Sorgdal

0 0

0

2

0

2 2

2

   



0 0 2

0

 



 

5 7

3 3                         

0

0

 

1/4

1 0 7 0

2

0

7 0

0

  





5

6 7

 





 





sim. ad lib. on repeat

6 7

2

2

rit.

 





1/4

7 7

0

2

0

2

3.





 



1/4



2

 

2

3

1, 2.

7 7

2 2

2

0

4

0

   

0

2

14 12

2

1, 2.



2

3

13 14

14

    

3 3                                



14

7

                         

5

0

5 7

5

6 7

    



 0

(w/ad lib. fill)

2

Loanshark Blues Words & Music by Rory Gallagher

B

F#

G#m

7fr

4fr

Intro Gtrs. 1+ 2 (elec.)

      

q = 105

[B]

   

                                           

mf

w/slight crunch and a laid-back groove! Gtr. 2 tacet 1º

 

2 4 4



4 4 2

2 0

4 4 4 4 2 2

4 4 0 2

4 2 4 0 2

4 4 4 4 4 2 2 0 2

4 4 2

2 0

4 4 4 4 2 2

4 4 0 2

4 2 4 0 2

4 4 4 4 2 2 0

                                                       Fig. 1 

4 4 2

Verse



  

2 0

4 4 2

4 4 2

0

4 4 2

4 4 2

[B]

1. Give me till 2. Give me till

      

4 4 2

4 4 2

0

4 2

4 4 2

      

      



2 0

Mon - day, that’s on Mon - day, that’s on

-

ly ly

a a

2 0

4 4 2



day day

or a



4 4 2

0

   -

4 4 2



  



Give me till Give me till

    

      

Mon - day, that’s on Mon - day, that’s on



-

ly ly

a a

day day

 or a -

   two. way.







7

4 4 2

 

0

 7



     7

Sorgdal

w/crunch dist. tacet 1º

mf

5

      

4 4 2

Gtr. 3 (elec.)       

 



2 0



two. way.

Gtrs. 1+2 play Fig. 1 (x7)



4 4 2

7

   



1/2

1/2

5

5

   

I’ll pay you I’m

 1/2

5 3

     

   

 



back with in - ’trest, the last thing one foot in down on my knees, got

      







   



that I do. the grave.









    I’ll pay you I’m

             



let ring... 1/2

5

5

    

back with down on my

in - ’trest, knees got

     

 

   



the last thing one foot in



that the

I do. grave.







f 5



5

3 4

2



   

 



7

7

7

7

10

7

4

  

 









Yeah.

     

7

 7

7

     







         



7



Yeah. Yeah.

         5







            

Yeah.

  7 7 7 7



1.

    

 7

7

10

7

7



2.













 

 



    

   



let ring..

(Gtrs. 1 + 2 continue w/Fig. 1)



3

         

p

Sorgdal

5

4

     



3

5

 

full

11 9

full

Got the

Loan -

B

Chorus Gtrs. 1+2



  

F#



 

  

 

f

        

- shark



4 4 2





F#

 

        

of

  

-

fer

I

      

6 6 4

6 6 4



shark













Blues.

 

   

4 4 2

4 4 2



    







 

can’t

re

- fuse.

3. Wife needs shoes, my

     

kids

must

7









let ring... Gtrs. 1+2 play Fig.1

4 4 2

 



eat,



6

           

4 4 2

   

4 4

[B]

 

  

[B]

 

6

6

Give me an



   

Loan -

 

4

             

  

   

     4



Verse



Got the

4 4 2

G#m





Blues.

   









4 2 2



   

5

2

2

2 5

 

 



feel so

cold,

can’t

     feel my





feet.







   

Gtrs. 1+2 play Fig. 1 (x4)



12 11

           

     

Can’t get my

Sorgdal



hands

on

  

 

one

dime,

thin





12 11

12 11





  

   gon - na turn          

 1011  1011

10 11



   

 

to

crime.

a

life of



12 11



      

   

   

        No work

  

here

so

 

 1011

      

I

  I know

     

  



 1011

 1011



   

you

run

  

          walk the



 1011

Pier



street.

Sign on the door,



10 11

beat.

7

9

7 9

 



     



You got





       

a grip on

 

all

   





1/2

7

full

my

dreams. I got the





10 7

9

  

9

B



 

f

  

 

        





 





4 4 2

      

F#



 

4 4 2



 

  

        Give me an



 

   

      

4 4 2

4 4 2

4 6

of - fer I

      

F#



        

Gtrs.1+2 play Fig. 1





6 4



 Yeah.





  

6 6 4





6 6 4

can’t re -

      4 4 2





  

4 4 6 6

- fuse.

4 2 2

G#m

 

    



[B]





Loan- shark Blues.

      



Sorgdal

           I’m

9

Fif - teen.

Loan - shark Blues.







10

7

Gtrs. 1+2



feel

 

9

Chorus



I



1/4



  

     



 Yah.

4 4 2

                            (B)

Solo





Gtrs.1+2 play Fig. 1 (x6) 7

7

7

7

7

7

7

7

7



             

5

6



5

7

7

7

7

7

10

7

     

      









                  





full full

7

7

7

7

5

10

10

7



7

10

                            3 3  7 10 7 7  7 10 10 12 10 7 11 7 9 7  9 9 9  

9

9

           



9 9

10

9

10 10 9

7

10 9 10 9



$

Verse

9 7

7 9

                                

 9 7

7 7 9 7 5 7 7 7 7 7 7

[B]

          

     

mf





Mon - day, that’s on - ly a holes, see the

    

Gtr. 3 w/ad lib. fills 2º Gtrs. 1+2 play Fig. 1 (x6)





9

7

9

7

day sky?





  

or

two. Can’t get straight and

 





 I

have tried.

I’m

     



gradual bend 1/2

10 9

7 9

9

7 9

1/2

1/4



5 5

      

full

Sorgdal

7 5 7

4. Give me till 5. Roof’s got

7 9

full

7



10 7

9

          

full

full

10 9

9

7

9

7

          

      

Give me till Mon - day, that’s on - ly in your debt, I’m well a

     

a -



day ware.

  

or



two. break the law ’cause

I







  

 

   

 







   









12 12 12 12 12 12



tough

to

just

    give

I’ll pay you I’m

in.

                 2 2

2 3

4

3

4

2 3

4

2

4

2

0 2

  

   

 

 



   

back with in - ’trest, the last thing that Mov - in’ on down with the long - shore men.

    

I



do. On



 







     



 7



       

7

7

7

Yeah.







 7



  



7

   









a -gain.



7

7



7

I got the



   

       

7

0

To Coda Ø

the docks, we’re locked out

7





3



Sorgdal

care.

     

 13  13

    



I’ll pay you don’t

9

thing back with in - ’trest, the last that I do. Liv - ing on a knife edge I have been. But I’m too



   

I

    

p





7

Got the

Loan-

Chorus

B



Gtrs. 1+2



  

 

f





    

              

      



 



G#m

 



Got the Loan - shark Blues.



full

F#

 

  

       

     

 



f



 

    

- shark Blues.

4 4 2

F#

   

Give me an of - fer I



      

       

4 4 2

1 4



can’t re -

      

     

7 6

4 4 2

4 4 2

1 4

[B5]



















6 6 4

6 6 4



4 4 2

4 4 2

D.S. al Coda



                                                      - fuse.

Yeah.

Gtrs. 1+ 2 play Fig. 1



4 4 2

2 0

4 4 2

ØCoda

B

Gtrs. 1+2





 

           

   



4 4 2

4 4 2

         

Sorgdal



6 6 4

4 4 2

4 2

0

4 4 2

2 0



4 4 2

4 4 2







   

   

    







full

Got the Loan - shark

full

7

7

9

9

4 4 2

0

4 4 2

  

of

-

fer

I

2 0

4 4 2

4 4 2

0

1.





can’t

re

6 6 4

4 4 2



Blues.









       

   

let ring...

  -

4

4

3

4 4 2

4

[B5]

fuse.





     I

got the

                              4 4 2 4 4 4 4 2 4 4 4 4 0 4 4 4 4 0 4 4 4  2 2 2 2 0 2 2 2 2 0 2 Gtrs. 1+2+3

  



2 2

 

   

 

3

F#

 

  4 4 2

              Give me an

4 4 2



Blues.

G#m



2 0





  

Loan - shark

 

4 4 2

 

 

f

0

4 4 2

F#

f



4 4 2

2. [B5]

     





 



  



      

- fuse.



   

Yeah.

Yeah.



       



 

10 12

1.

12

12

12

    

   



12

12

12

  

12





10

 



12





10

12 14





 

5

10 11

 

10 10

12



15

  



 12

12 12





9

 12  12





 10 12

12

    



11

12

  10 10



 11  12  13  13  14

10

9

 12

12

 15

12

 

10

12



     

12



3

Freely             

12





        

16

                         

 12

       

10

12

2.









3





Sorgdal

    

16  14  14 14 14

               

    

     

4 2 2

(B5)





Loan - shark, Ba -by.

w/slide

Gtrs. 1+ 2 play Fig. 1





3





  







    



Gradual slide down w/vib. ad lib. 15

7

2

10



            7 10

7

9



8

4

4

2

4

Moonchild Words & Music by Rory Gallagher

Intro Gtr. 1 (elec.)

q = 194 µ[Am]

  



f

 



 





5 7 0



 





 

0

9 10 0







 

10 12

0

0

0

 





0









0



 



 

5 7

0



 



7 9

0



10 12 0



 



0



10 12 0

10 12

0



0



9 10

[G]

0





 

0

0

 

0



0

 

7 9 0

0







0

0



0

0





 

10 12 0

X 0

  

 

10 12 0





P.H. Slow bend

10 12

9 10

 

 



9 10

0

5 7

X

10 12



0

  

 



Tap with side of plectrum + pull off

full

0

7

17

7

5

5 2

3

5

7

3



[Am]



Sorgdal



0

7 9 0



7 9 0

 

0

 







w/amp gain distortion + open wah

5 7

  







     

      

 













wide

4

5

7

4

5

4

5 7

4

4

5

7

© Copyright 1976 Strange Music Limited. All Rights Reserved. International Copyright Secured.

4

4 7

5

7

7

17

0

[F]

      

0

[Am]







mf



 

5 7 0



1

 

7 9 0

0







 

9 10 0

0

3

2 3 3 1





10 12 0



  





10 12

0







 

5 7

0

   

3 2 0 0

X

0

 

  









0 0 0 2 2 0





[D5]





[Em]



 

7 9

0

0

0

 

9 10 0

 

10 12

0

0

0

Verse

[Am]

 







  

1. You



are

     

9 10

9 10

0



   



9 10 0



a

moon





9 10 0

 







got the

feel





9 10 0





child

and

  

 





9 10

X X

7 9



 



 -



10 12

ing

  



9 10

0

that

7 9

pret - ty



9 10 0



0

 



gon - na





9 10

9 10

make





9 10 0







Sorgdal





-

 f

 er,



  3 0 0

3



 





 

3

3



8







 3

    3 3 0 0

child







0

   

  





9 10



7 9 0





 

you

smile

for - ev -



10 12



I’ve

0

       9 10

7 9

0

G







10 12

0

           9 10 0



   0

 

soon

  

I’m

X X

0



9 10 0





 



0

 

9 10

-

0

    





10 12



9 10

 







if







0





I

can.



[Am]















mf









 

5 7 0

 

7 9 0

 

0

0



Just

give

me



 

0

0



1

and

  



0

  

0

 



I’ll

10 12



0 0

0

  



you

plan.

 

show

  

10 12



my

    

2 3 2 0 0

2 3 3 1

3

0

 



      

9 10

0

sign

 

 

[D]





7 9

[F]





5 7

0

a



X





0



0

 





10 12

0



0 0 0 2 2 0





 



0



      f 



10 12







 

9 10

0

[Em]





[Am]







 Verse

 



 0





0

0

are

9 10

 

9 10

      9 10 0



 

  

2. You

mf



7 9 0

[Am]

 

Sorgdal

 

5 7

 





0



a

blue





9 10



0





10 12 0



0

7 9

0

0

X X

0



9 10

9 10

9 10 0

true







10 12 0





10 12

0

ev - er

      9 10

0

0



 

9 10

 -



 

 

-





7 9







 

0

for

  





5 7



child

9 10



0





 X

 

10 12 0



10 12 0







0

   10 12



0

 





 

child,

you



     



9 10 0

X X

7 9 0

 



know that

I’ll

 





   



   



9 10

X X



9 10 0

9 10

9 10

9 10



try

to







 

  

10 12

9 10

 



 

7 9







paint

the

skies



   





X X

9 10 0

9 10

9 10

9 10

X X

blue







  

-







for - ev -

  

 

10 12

9 10

[G]



7 9

   



er,

if



             



3 0 0

0

3 0 0

3 0 0

3 0 0

3 0 0

3 0 0

3 0 0

3

 









9 10

 

3





I

can.

3

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

3

3

2 0

3

3 2 0 3 2 0

3 3 2 0

2 0

3 2 0 3 2 0

3 2 0

3

[Am]

















5 7

      f  0 0 0 2 2 0



7 9

9  10

9 10

9 10

7 9





5 7

5 7 0





Just

give

 0

 





me



  1



a

 

sign



0

 

0



0

 3

2 3 3 1

0

  and

  

 

9 10

[D5]





7 9

[F]





  

 

 



3 2 0 0

show

   

      7 9

0

I’ll

 





7 9

0

 



               

[Em]

Sorgdal



5 7

0





0 0 0

  



you

plan.

 

my



[Am]



















 

5 7







 

7 9

0

0

 

9 10

0

0









10 12

0

0













0

0





Tell

   

      f 





1 1 2 3 3 1



10 12



X 0

Bridge

[F]





 

5 7







 

7 9

0

0

0



0

me

why



  



 

9 10 0

10 12 0

[G]



   





you

10 12



0







look





so

sad?



  

0 0 0 3

[Am]









 







 

5 7







 

7 9

0

0

9 10

0

0

0





      

Sorgdal



1 1 2 3 3 1



     







10 12 0

[F]



 





0





Time

10 12 0







slips



X 0





 

5 7 0





 

7 9 0

0





0



0 0 3

 like

  





10 12 0

by

  

 

9 10 0

[G5]





0

 10 12

0

 grains

 0

 of

[Am]













sand.









 

5 7 0

0





      







0









10 12

0

0





Just

put

your

 

-

0





 

5 7 0





 

7 9 0

 

9 10

0

0

0

 

[Am]







     10 12





0

0



10 12 0











in

my

   

5 7

7 9 0

 







0





full



10 12



0

    

0 0 0 2 2 0

10 12 0







     





hands.



  0



ture

  



0

[Em]

3

  

 9 10

0





 

7 9 0



fu



5 7

[G]







0 0 0



full



0

1 1 2 3 3 1



 X

0



Guitar solo



 10 12

0

     

[Am]



 

9 10

0

[F]



 

7 9

0







      

 9

12

0









full

14

12

14



                                    

Sorgdal



9

7

5

4

5

4 5 4

4 5 4 7

4 7

5 4

4 7

5 4

4 7

5 4

4 7

5 4

4 7

5

12

      



[G]

Harm.







    



 

full

full

full

full

12

12

12

12

12

12

12 12

[Am]





 









   

full







full

  3

full

 

full



   





full

full

5



12 8

5

5

7

8

10

8

8

8

8

8

15

15

7

0

     [Em]







full

 





R.H. bend behind nut full

12

    



 





               

[F]

[Dm]



full

15

15

13

12

 3











 



3

 14

12

11

12



14

 



3

9

3





  



9 10

3

14





3

15 13 12 15 13 12 15 13 12 15 13 12 14

[Am]

3

14

14

X X

12

Bridge

[F]













Tell

    

Sorgdal





2 3 3 1

   



 me

[G5]



why,

   0 0 3













tell

me

why

you

  

 look









so

sad?



[Am]

















                            



5

0

2

5

0

2

5

0

2

[F]









5

0





2

5







2

5 2

2

5



slips

  

0

0

2

5 2 0

2

[G]



Time

    

0





by

   

 

5

0

2

5

0







like

grains

of



   

0 0 0

2 3 3 1

1

3

3

[Am]









sand.









 

5 7 0

0







     



0 0 2 3 3 1



 

7 9

[Fmaj7#11]

Sorgdal



0



 

9 10 0

0





10 12 0

0







Just

put

your





10 12



X

0



    



0

[G]



    0 0 0 3

 -

 

5 7

0

fu





 

7 9 0





0





 

9 10 0

0



ture

0





in

   

    

10 12 0





10 12 0





 my



[Am]











hands.









 

5 7





 

7 9

0

0

0



 

9 10 0

0





10 12 0





10 12

0





X

0

0



 

5 7 0







 

7 9 0

 

9 10

0

0

0

   





10 12 0

10 12

0



0

Breakdown



[Am]









 

5 7



0









 

7 9

0





 

9 10

0

0

0



 

5 7 0



10 12 0

0

 





10 12 0

 

9 10

0

0

0





X

0



7 9

0





0

 

5 7 0



 



 

9 10

0

     10 12

 7 9

0

10 12 0



0

10 12 0



10 12

0







0





 X

0

0



full

5 7

0

Verse

[Am]

 

  

3. You are





mf





   



9 10

9 10

9 10





a

moon





9 10

0





-

child



got the

feel



and

pret - ty

Sorgdal



9 10

9 10

9 10

9 10

9 10

7 9

 

X X



 -

10 12 0

 



child

I’ve



soon

                       

ing

9 10 0



that

9 10

9 10

9 10

9 10

9 10 0

7 9



gon - na

9 10 0

9 10

9 10

9 10

make





9 10

9 10





0





 

you

smile

for - ev -



10 12 0

7 9

0

 



I’m

X

10 12 0

                         9 10 0



 



0

 







10 12 0

 

 

  



9 10 0

7 9



[G]









  

-

er,





 



 

 



           



3 3 0 0

3 3

2 2

3 3

3 3

3 3 0 0



  if







can.





w/bar

full

2

I



3 0





full

3 3 0 0

   



3

2

3

[Am]



















 

5 7 0





 

7 9 0

0

[Em]

 





      





 

9 10 0

0







10 12 0

 10 12

0

0









Just

give

me

a

sign

     



X 0











 

5 7 0



0





     

0 0 0 2 2 0



 

7 9

[F]







 

9 10

0

0

0

[D5]







and

I’ll





    

10 12 0



0



show



0





10 12







you



my

plan.

   

1 1 2 3 3 1

3 2 0 0

[Am]







Sorgdal



 







 

5 7 0





 

7 9 0

0



 

9 10 0

0







10 12 0

0





10 12 0





X 0



 

5 7 0





 

7 9 0

0



 

9 10 0

0



    

10 12 0

0

10 12 0



[Em]

 

      











Just

show

me

a

smile





[F]





     





0 0 0 2 2 0





     

[D5]







and

I’ll





   

1 1 2 3 3 1





show









you



my

plan.

3 2 0 0

[Am]









 











 

5 7 0

0

      

0





10 12 0



10 12

0

0





0

Just

give

me

a

sign

0 0 0 2 2 0





 

7 9

0







 

[F]





5 7

0



     



X















 

9 10

0

[Em]



 

7 9 0

 







     

 

9 10

0

0





and

I’ll

10 12

0

[D5]





   



0



0





show

10 12

you

0











my

plan.

   

1 1 2 3 3 1

3 2 0 0

[Am]







Sorgdal



 







 

5 7 0





 

7 9 0

0



 

9 10 0

0







10 12 0

0





10 12 0





X 0



 

5 7 0





 

7 9 0

0

  9 10

0

0



Outro Gtr. solo











             



µ

[Am]  

full

 



15



      

full

full

full

full

full

full

full

full

full

full

full

15

15

15

15

15

15

15

15

15

15

15



 



15

3        

                        



full

 





15 13 15 13 12

12 13 12 14

13 15 13 12 14 12 14 12

   

 



 14

12

14



               



Sorgdal

 

12 14

14

14

14

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

12

12

11

9

11

12

11

7

10

10

9

7

9

10

9

5

       

 

 

 

    

     

7

7

7

7

7

7

7

7

7

5

4

5

5

7

7

9

5

5

5

5

5

5

5

5

5

5

5

3

2

3

3

5

5

7



    

12

                 

12 12

10

12

12 14 12 14

7





14 12

7

 

  

12 14

      

10





12 14 12 14

12

14

11 14

12 11

11 14

12 11

11 14

12 11

11 14

12 14



     

   

 

full

(hold bend)

    







full

15 15

 

12 12 12

full





15









Sorgdal







15 12

 

 

15 12

15 13

15 12



 



        

     

15 13

15 12

15 12 14

              15

13

14

14

15

15

15 13

12

14

 



12

9



15 12 14

12

11

12

14

9

       







12

9 9

14

   

       

13 14

12

14

14

12

12

14

14

12

10

12

10

9

9

10 9

12

 





15

14

   



 

14





15 15

15

15



  

full

15



15

      

    

Start fade



12 15 15

14

14



 

12

12



 0



  

2

2 2 0

 





 





10

8

7

7

5





Fade out

Morning Sun Words & Music by Rory Gallagher A5

Intro

B

D

A

E

A5/B

q. = 106

                                             µ

Gtr. 1 (elec.)

A5

mf w/dist.



0

0 0 2 0

2 0

4 0

0

5 4

2 0

5

0 0 2 0

0

2 0

3

4 0

0

5 4 5

2 0

0 0 2 0

0

3

3

                                       

2 0

4 0

0

5

4

2 0

5

0 0

0

2

2 0

0

4 0

0

5

4

2 0

5

0 0

0

2

0

3

3

                                       

2 0

4 0

0

5

4

2 0

5

0 0

0

2

2 0

0

4 0

0

5

4

2 0

5

0 0

0

2

0

3

$

A5

    

Verse

     

  

3

 



1. Looks like the morn - ing sun 2. She shines so bright - ly, 3. Looks like the morn - ing sun

  



   

has come to play out it - ’ll make your two has come to play out

-



 

side eyes side

my

my                                        

 Sorgdal

 

2º Gtr. 1 plays Fig. 1 (x6)

2 0

0

4 0

5

4 5

2 0

0

0 0

2

2 0

0

0

3

© Copyright 2009 Strange Music Limited. Bug Music Limited (85%)/ Warner/Chappell Music Limited (15%). All Rights Reserved. International Copyright Secured.

4 0

5

4 5

2 0

0

0 0

2

0 3

     







win - dow. blink. win - dow.

                                       

2 0

4 0

0

5

4

2 0

5

0 0

0

2

2 0

0

4 0

0

5

4

2 0

5

0

0 0

2

0

3

   

   

  

3



  



An - oth - er night has gone, But you know she can’t be found, And so the night has gone,





if some - thing’s changed but when the sun if some - thing’s changed

  

To Coda Ø

then it be - gins then it

does not to does not

 

                                       

2 0

4 0

0

    

   

4

2 0

5

0 0

0

2





4 0

0

5

4

2 0

5

0

0 0

2

0 3





show.

                                 4 0

2

5

4

0

4 5

3

0

2

5

4

0

2 0

5

0

3

2.



0 0

2

2 0

0

0

4 0

5

4 5

3

  







B

                                          Fig. 2  Fig. 1 4  4 2 0 2 4 5 4 4 5 4 4 5 4 4  0 0 0 2 0 0 0 0 5 0 2 0 5 0 2 0 5 2  3 3 3 sink.

Sorgdal

2 0

0 3

1.

  

5

 



   

 

     

Freely

    



Chorus

B

    

     

4 4 4 2

4 4 4 2

  

4 4 4 2

      



 





 

             4 4  4 4  4 4  2 2

re - mem - ber what I’ve done.

0 0 1 2 2 0

2 2 2 0

4 4 4 2

   



4 2

     

   

4 4 4 2

   



2 3 2 0

can’t



   

I



 

as De- cem - ber,



cold

4 4 4 2

     





          

she’s as



        

   





E

4 4 4 2





A

4 4 4 2

   





4 4 4 2

   

but you must re-mem- ber







4 4 4 2

   

       



   

D

   











4 4 4 2

   

morn - ing sun,

   





w/clean tone 4 4 4 2

   

She looks like the







              

    

a tempo A5

                                       w/dist.



2 0

0

0

2

2 0

0

0

4 0

5

4 5

2 0

0

0

2

3

     Guitar solo Gtr. 2 (elec.)



2 0

0

0

4 0

5

4 5

3

    



     



   



  

Gtr. 2 w/dist. Gtr. 1 plays Fig. 1 (x17) full



full

full

12

12

     

    

P.H. 1/2

12 10

12



    

 

Sorgdal







    

1/2 full

14

full

11

12

           

full

14

full

14 12

17

16 X

16

14 16

     

 (Feedback)   

   

14

13

14

14

         

 









full

12 14 12

12

14

               

14

12 14



full

14

14

14

                 

full





12 14 12

14

14 12 11 12

11 12 11

11 12 11

11

2

14

14

14

   





full

full

full

15

15

 

15

  







 





full

full

full

15

15

15







 





 

 



 

full

15

15

A5/B



 Gtr. 1 plays Fig. 2

1/2



full

   





 

   

Gtr. 1

w/wide vib. + feedback



15 2 2 2

Freely B

  

Chorus

  





  

       

She looks

like





the morn- ing sun,



   

  

but

you must

re- mem - ber

                                   

w/clean tone

Sorgdal



4 4

4 4

4 2

4 4

4 2

4 4

4 2

4 4

4 2

4 4

4 2

4 4

4 2

4 4

4 2

4 4

4 2

4 4

4 2

4 4

4 2

4 4

4 2

4 2

D

  

  



      

E



   

she’s as cold

as De- cem - ber,

   

 

2 3 2 0

4 4 4 2

B

                

       







A

I

can’t

     

   

  

0 0 1 2 2 0

2 2 2 0

         

re - mem - ber what



 

I’ve done.

       



w/dist.

4 4 4 2

0

0 2 0 3

a tempo A5

                                       

2 0

4 0

0

5

4

2 0

5

0

0

2

2 0

0

4 0

0

5

4

2 0

5

0

0

2

0

3

3

D.S. al Coda                                     



2 0

0

4 0

5

4

µ

     

       

0

0

2

2 0

0

4 0

0

5

4

2 0

5

0

0

2

0

3

ØCoda

Sorgdal

2 0

5

 5



3





show.

                          4 0

2

5

0

4

4 5

0

2

3



5

4

0

4 5

0

3



  4



2

5

4

4

0

5 3

   4

5



A

    2 2 2 0

0

2

0

2

4 5

3

    

5

  p 0

On The Boards

Words & Music by Rory Gallagher D‹

Ab 5fr

C‹ 4fr

Gb

C5

D5

3fr

3fr

D(b5) 5fr

D‹7 5fr

A7(b9)/D

Dm* 5fr

Intro

Free time Dm

Ab

Gtr. 1 (elec.)



                                               mp w/clean tone

5 5 6 5

6 5 7





5 7 7 5

5

4

5 6 5 6 7

5

7 5

5

3 4 3 4

3 5

5

5 3

5

3 4 4 2

5

3

        5

5 4 5 4 5

4 5









4

 

3

2 4

3 2 3

2

2 3 2 3

3 4

2

2

2



2

  9 9

10

13

10

9

12 10

10 12

X

3

              

full

12



4 3 4

5

h = 78 a tempo Dm



4

                          

5

7 7

5



3

3

4

6

Gb

3



4 5 4 5 4

                       4

4

5

Cm

3

6 5 6 5 6 7 7

X

                                  Sorgdal

10 10 12





full

13 10 10 8

12

10 12

10 12 10 0

10 10

0

10 12

12

© Copyright 2009 Strange Music Limited. Bug Music Limited (85%)/ Warner/Chappell Music Limited (15%). All Rights Reserved. International Copyright Secured.

10 12 12

10 9

9 12

10 12

 

    

 





full

 

  



 



12



D5

   7 5



 

 

X X

X X

   5

5

 

  

1. Some - one

has

5





tak

-

en

my

4

5

out the light









from the beams?



5 3

7 5





D5

  and

        



5

day



D5

that hangs

     

C5

X X

         

  



C5





4 7





 



7

 

C5

Sorgdal

9 0

6 5 7



10

12

  





13 12

 

Verse



full

13







turned

 

 

5 3

7 5









it

to

night.

 





 Who

turned



C5

      

I don’t know what it



5 3

means,



but it’s

D5

   too





5 3

7 5



much

 

 to





C5













bear.

   









 

full



5

5 3

D5

 

    



  

If

I had

  tak

C5

-

7 5

count - ed my steps,

 

 

 

 

X X

5 3

7 5

X X

Dm

             3

   

7 5

  

and not



        

en my time,



still be here yet

D5

      

C5

 



 

I might have no re - grets,







   

it’s

    

6 7 7 5

        

D(b5)

in my dreams,



C5



too late

to



 

 

X X

5 3

  

care.



you might



  

full

5

5 3

6 5

Guitar solo

      [Dm7]

full

Sorgdal



7





  



full

   full

5

full





  







     

 





full



7

9

9

12

12

9

10

9

12

9



9 12

  

   





1/2

10

9

12

10

              

  

3

    

3

12

12

10

9

9

12

10

9

10

3

9

9

12

12





1/2

12

   



12

1/2



9

12 10 10

    

10

12

            

      

9

10

9

X

12

3 3                             3 3 3

10 9

10 9

9 12

10 10 12

9

9 12

9 10 9 10

9

9

9

9

10 9

12

             

9

10 12

12

12

                  

full

Sorgdal



12

12 10

9

9 10

10

9

 9

8 6

5

5

6

5

6

5

5 8

6

6

5

6

5 7

      3    3  3  3  3  3  3                    3



5

4

5

3

4

7

4

5

4

7

4

5

7

5

4

4

4

4

7



  

        

 



4

4

5

4

7

4

4

5 7

7

                

     

full

7



7

7

10

13 10

9

10 5

4

 

  

13

4

0

       

10

9

10

9

3             



10

9

10

X

10 12

10 10

12 10

12

10 12

12

10 12 10 12



full

                

3

full

full

13 10

12

     

full

13 10 12

12

full

13 10 12

full

13

full

10

12

12

12 10

12

10 12

10 12

12

  

  



  



  

  

        full



10

9 12

             

Sorgdal

9

12

10





3

6 5

7

5

6

5 7

7

6 7

7

8

8



       

  





       



full



1/2

6

8

5

7

7

5

4

5

5 5



  

  





    

 

7

9

7



 



1/2 full

full

full

10



7

7

9

      

  



9

  

  

  

  

full



7 9

9

7

5

4

7

5 7

4

5

5

5

4

7

5 7

4

5

5

3 3                                   3



5 5

  

7

4

7

4

5

4

5

4

4

7

5



5

4

4

5

5

4

7

7

4

5

7

7



       

   



full

full

full

Sorgdal

4

8

8

6

5

5 7

8

7

7

8

 

8

     6

6

5

    8 5 6

   8 5 6

         8



8

5

8 6 5

6 5

5

      

9

8

6

5

  

 

8 6 5

6

5

  

10

8



7 7

8

8 7

10

7

8 7

10

7 10

8

7

7

7

7

8

7

10

10 7 7

7

8 10

7

8

8

10

8 10

7

8 10

7

8

7

3

3

3

8



10

7

8 10

7 8 10

     3

3

7

10

8 10

7

8 10

                     3

3

10

3 3  3 3 3 3                    3             

8 10

7

7

10

3

3 3 3 3 3                          





8

       

        

7

 

  



3

full

8 10

8 10

         full full

13



13 8 8

Sorgdal

7

10

   

8

9

10

7

8

7

10

9

9 12

12

10

12

8 10

10 12

12

10

            10

12

10

10 12





C5

  

D5

 

C5



    

10 12

5 3

7 5

5 3



Verse

D5

 



C5

 



  

2. Some - how

the

wind



is

a

god



D5

         

    

the

floor?









5 3

7 5

full







door,

  

D5



means,





 

 

5 3

7 5







 







it’s

too

much



 It’s

to



  3  



too

to

much













             



bear.

full

5

o - pen the

5





that

   full

5

keys

       

5 3



       



 

      

I don’t know what it

bear.

Sorgdal



7 5





eat - en the

C5



C5

        

who’s

7   5

where is

D5

      



full

5





          

full

full

3 5

full

3 5





Saxophone



     

full

3 5

full

3 5

[Dm7]











          full

full



   

full

full







      



   

              



full

full

full

full

full

full

full







  

full

full

full

 

3 5



      



   

              full

full

full

full

3 5

full





full

full

full

full

full

  

full

5 3





Dm7

1-7. Dm7

C5



    

cont. ad lib.

 

 

   7 5

C5



  









  

 

















cont. ad lib. sim. on repeats 8 6 5 7

7 5

5 3

8. Saxophone Dm7

Sorgdal

full



    

3 5

Saxophone solo



      

            











   

8 6 5 7

7 5

 

5 3

Dm*

 





  







8 6 5 7





 

 



 

  

 



  

 













1 3 2 0 3

3

 

 1

3

2

2 0

0 3



 



  



 

    

  















2

Sorgdal

  1 3

2 0

0

0

3

0

0

3



   





 



 





 



1 3

 









0

2



3

3 2

3 2



3 2

0



3 2

3 2

3 2

1 3

3 2 0

0

3

   

0

             

2

0

0

   

1 3

2

3

3

        

1 3

2



  



     

0



  



2

2 0

3





 

 



3 2

3 2

0

  



3

 







           

1 3

3 2 0





3 2

2 0

3 2



3 2





3 2

  



   













 

 

3 2 0

0

3 2 0

3 2

3 2

3 2



 



 



3

 





0 3







              1 3 2

3 2 0





3

                  



3 2

               

3

   

1

3

    



 

 

1







1 3 2

1 3 2

1 3 2 0







  

A7b9/D



Dm*

         



3 2

3 2

3 2

3 2





0



  





Cm

    

  

3

3

5 3

7 5

5

5

D5





   



Sorgdal

D5





             

7 5



5

C5

7 5

  

7 5

C5

 

 



7 5





  



 



7 5

5 3

7 5

7 5

5 3



 

C5

 

        



 

5

 

3

3

 





 

3 2



3 2 3 0



  

5 3

7 5



     

 

7 5

7 5

7 5

5 3



 

D5 3

 



7 5

5 3

D5



7 5

C5



3 2

                

7 5



7 5

3 2

C5

D5

     7 5

7 5

3 2

3 2 0

   

4 3 5 3



         

   

     

 

     

D5

    



2

     

3 2

0

3 0

3 2

2

D5 3

        



1 3 2

0 0





            

3 2

C5



        

       

                 

A7b9/D



 

  



 

Overnight Bag Words & Music by Rory Gallagher Am

C

Em

G

Dm

Dm/C

G7/B

E

q = 117

  

      

Gtr. 1 (elec.)

 mf

                       3

w/amp gain distortion full



2 2

2 0

0 0

3

Am

  



Gtr. 3 (acous.)



2

3

3

 

  

0 2

2

0 0 2

2

3

2

0 2 0

3

3

2

3

C

  

 

0 2 3

  

Em

 

Am

   



  

3 2

2 0

 

                                          

(Gtr. 1)



0 2 0 2 0

 

Gtr. 2 (elec.)



2 0

0 2

0 2

2 0 3

2 0

P.H. w/amp gain dist.

0 0 3

   



2 0

0 0 0 2 2

0 2 3

2

2 3 2

0 20

3 2 3

2 0

3





3









  

full

 

15 12

12



Gtr. 4 (elec.)

  

    

 

w/amp gain dist.



1 2 2 0 Gtr. 5 (elec.)





  

1 0 2 3

    

Sorgdal



0 1 0 2 3

  

  

      0 0 0 2 2 0

   

   

1 2 2 0

0 2 2 0

w/clean tone + rotary speaker effect 0 1 2 2 0

    

   

      0 1 2 2 0

  

  

   0 1 2 2 0

C









         

(Gtr. 2)











Em











  













full







 full

15



12

13

12

12 14

14

12

12

14

12

13

15

17

14

(Gtr. 4)

  

  

  

  

  

  

 

 

 

 

 

 



1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 0 2 3

1 0 2 3

1 0 2 3

1 0 2 3

1 0 2 3

1 0 2 3

  

  

  

  

   

1 2 2 0

  

(Gtr. 5)



0 1 0 2 3



0 0 0 2 2 0

Am





 

 

Sorgdal

15























  

15

13

12













14

12

14

G



 

 

 





 

 

12

12

  

full

15

13

12

15

  

  

  

  

  

  

  

  

  

0 0 2 2 0

0 0 2 2 0

0 0 2 2 0

0 0 2 2 0

0 0 2 2 0

0 0 2 2 0

0 0 2 2 0

1 2 2 0

1 2 2 0

   

  

    

   

0 1 2 2 0

15





  

   

  

   

3 0 0 0

3 0 0 0

3 0 0 0

3 0 0 0

C

$

G





  



Verse



1. Packed 2. Trapped by 3. Wrote down



 



  

 

0 1 0 2 3

0 1 0 2 3

1 0 2 3

   

3º($) Gtr. 2





my things a heart - ache my thoughts

  

Fig. 1

  





  0 1 0













in

an

and

ov and I

 

 

1 0 2 3

0 0 0













0 0 0

0 0 2 3





0 0 0



12

G









 a to to





















got

no so in

tail much blue

gui - tar wan - der, you

  

 

0 1 0 2 3

0 1 0 2 3

1 0 2 3







   

 

3 0 0





14



  0 1 0

 

 

1 0 2 3

0 0 0

a





to time to en - ve

  

 

3 0 0 0

0 0 2 3









 full

Sorgdal





14

a tooth - brush, sen - tenced sent them

15 12

 



 

0 0 2 3





15

   







full







 

3 0 0 0

0 0 2 3





bag; will, hope,

  

 

C





er - night framed by my sealed them in

   10 

 



14

 drag, kill, - lope,



















 

 

3 0 0

0 0 2 3

  full



gon - na hear my not re -

 

 

0 0 0

0 0 2 3

  full

Dm



Dm/C

   







G7/B

  





Am







     

 





 





 



 3  





15

15

13



  



12

14 12 14











 





  



            

 

3

2

2

3 2

0

2 2

0 3

2

0

2 2

2 2

0 0



 



  



   















  

15

      0 0 2 3

0 3



9

3

0

0

10 10 10 12

12 10

1 3

13 10 10 10

   

7 8 7 9

      

0 2 3

0 2 3



5 5 5 7



 

   

full

Sorgdal

  

13 12 12

1



      

full

15





G

on the next pass - ing breeze. and res - cue me. mmm, it seems to me.

full



 

   

leave plea - ceived,

2° Gtr. 2

 

 



      

full

13

15 13 12

10 13 10 14 12

9 12

10 13 12

13 12 14 12 14 12

C

G











 





 My



I









 a an

that

as in I

 

 

1 0 2 3

0 0 0







 

0 1 0 2 3

0 1 0 2 3

1 0 2 3

 







rain, bag, say,











  0 1 0

  

 

 

3 0 0 0

0 0 2 3

0 0 2 3





 

 

 

3 0 0

0 0 0

0 0 2 3

  



14

12

14

G









mind but

full I’ll but

of











no be gone my chance,









tions











that

I

well

it

much













just can’t lon - ger just blew



ex than a -







plain, that, way

















rea - sons who on the





(1° Gtr. 2)





12

   

  

 

0 1 0 2 3

0 1 0 2 3

1 0 2 3







12

 

Sorgdal





10







sky full of ov - er - night want - ed to

C







12

  







heart is hea - vy Packed my sor - rows had some things

   









    3 12

14



  0 1 0

 

 

1 0 2 3

0 0 0

  

 

3 0 0 0

0 0 2 3







full

12

  0 0 2 3



  3 0 0

   

  0 0 2 3

  0 0 0





full

15

15

14

14

14

12

knows

Dm

Dm/C

  



 



G7/B

   

  





 





  









 







why, when, breeze





   

full







E

 

       



just can’t be sup - plied. we’ll meet a - gain. like some mys - te - ry.





full



full

15 15

To Coda Ø 1. Am

 





    



(1º Gtr. 1)

full

15 17

15

15

X





   3   









full

12

12

10

 12

9 12

 









 





10 12 10 12 10 9 12

   Fig. 1 ends

1



3

3

2

0

0

0

0

3

0

2 2

0

2

 



  





10 10 10 12













2 2

2 2

0

   

13 10 10 10





12 13 14

12



        2 2 2 0

2 0

2 0

2 2 2 2 2 0 0 0 0 0









7 8 7 9













full





   

3



Sorgdal





12 9

3

2

0





 3               

full

14

X X X X 12

15

15





Am





C

      

Em



      



2 0

0 0 3

0 3

2

2

0 0 2

2

3

2

3

0 2 0 3

2



 

2 0







full

 

 

2 0

13 13 15 15

 15



 



 



full

full

full

15

15

15

 

12 14 14



  



1 2 2 0



  



 

               P.M.

Sorgdal

 

3







3

0 2 3

2

 

                    

             

2 0

Am

0 1 2 2 0

  

 

 

       

1 0 2 3

  

   0 1 0 2 3

  

  

    0 0 0 2 2 0

  

  

1 2 2 0

0 2 2 0

  

  

   

   

   0 1 2 2 0

  

1 2 2 0

  

  

   0 1 2 2 0

C



Em

      





  



Am



 

   

 

G

     

3                          3          



  



    

full

 15 15

full

15



15

full

full

15 12 15 12

full

15

13

15

15

13 12 13 12 13 12

14

    

  



 

 

1 0 2 3



  

  

  

0 1 0 2 3



  

  

14 12

14

12 12

   

  

            0 0 0 0 0 0 0 0 

1 2 2 0

0 2 2 0

    

 

15

3 3

   

   

     

0 0 0 2 2 0

12 12

3 3

    

  

0 1 2 2 0

2. Am

















7

5

7









2 2

2 2

   

 



5











3



7

5















7

5

7









5 5 5 7

5











2 2





2 2

2 2

0

  





2 2

0

 

Sorgdal

2 2





5

Fig. 2





3







3





5

5

5 5



5 5





Bridge

G

Dm









Too

ma

- ny









sleep



 -







less









nights

    





put

my

 













soul

on





    





Am

 





 

Fig. 3







7 8 7 9

5 6 7 7 5

                 3





3

3

5

 





6

7

7

 



5

6

7

7



5

6

7

5



5

6

4

5



5

3

4

5



3

3

4

 



3

3 4

                7

7

 



7



















edge

and

 













7

9

10



w/volume control



7 5

7











3

5

 

3

 5







5 5 5 7



3







  

8

5 5

5 5

7 8 7 9

5 7

                                 0

Sorgdal



0

0 7

0

0

5 7

0

0

5 7

0

0

5 7

0

0

5 7

0

0

5 7

0

0

5

0

5 7

5 7

G

 















so

ma

- ny



Dm

 











rest

-

less







 











 









lay

hea - vy in

my



moods



  







head.





   



    

 7 8 7 9



                                 3



3

3 4







7

5

5

6 7

7

5

6

6

7

7

7

7

7

G

 



5

6

4

5



5

3

4

5

Am



3

3

4

5

 

3

3















































10

9

full



12

10 12

9 12



     





       

5 6 7 7 5

0

Sorgdal

0

0

0

0

5 7



Fig. 3 ends 3 3

                



   



7

5 3

5 3

5 3

5 3

   

   

3

3

0

5 7

5 3

0

0

5

5 3

5 7 3

3

3

3

3

3

C





G

 

 

  



C

   

         



   

G

cont. ad lib. sim.

    

     3        

3

12 13 12



13

12 13

12 13 15

15

15 13 12 13 12

13 14 12

12

12

13 15

13

12

12

14

12 14

     







Gtr. 4 plays Fig. 1

 



0 1 0 2 3

 

Dm

Dm/C



 

              

G7/B



3

Am 3



G





1 1/2 full

12



13

12 13 12

15

15

15 13 12

13

12 13 12

12 14

C

G

14



C

                                 P.H. full



15

full

13 12

15

15

full



G

   



15

15

15



full

full

15 15 12 13 15 14 12 12

15



full

17

13

14

    



full

15 15

15 15 13 12

15

12 14 12 14

Dm



Dm/C

G7/B

Am

                                    

          





3

Gtr. 4 plays Fig. 2

Sorgdal



15 15 15 12 13 12 13 12 14

14 12 14

12

12 19



full

12 13 15 12 14 12 12 14

14 12 14 14

full

full

full

15 15

15

15

15

15

15

Bridge

G

 









Too





























ma - ny



Dm

 

sleep - less

 









nights

Am

 





put

my













  







on

edge



soul



15















 



Gtr. 5 plays Fig. 3

15

 









3

9

12

w/volume control



full

10 12

                         

Gtrs. 4+6

3



3

3 4















and









3

 





so



ma - ny









3

full





rest

5

7





- less











7

Am





 



lay hea - vy in

my





moods

5

7

  



0

5

7

 

0

0

5

7

 

0

0

Dm

  



0

0

7

7

 

full

12



0

6

7

7

  

5

6

7

7

G

  

5

6

7

5





5

6

4

5

 

5

3

4

5



3

3

4

5

 

3

3







head.



full

10 12

12

12

                            0

Sorgdal



0

0 7

0

0

5 7

0

0

5 7

3

0

5 7

3

3

5 5

3

3

4 5

3

3

4 5

5

3

4 5

5

6

4 7

5

6

7 7

5

6

7

6

7 7

7 7

 









 









full

 



























  



13

12 13 12



















  



full

15

15

15

14 12 14

12

                                0



D.S. al Coda

G

 

0

0

0

0

5

5

7

0

0 5

7

3

0 5

7

3

3 4

7

3

3 4

5

3

3

3

4

5

4

5

5

ØCoda Am





E

 







 

























3

      

 

Sorgdal





 full

3

3





0

2

0

2

0

2

5



7







full

full

7

  

7

7



  

5 7





 2 2

0







2 2

2 2







5

2

   

 

 

 

 

 

 

2 0

2 0

2 0

2 0

2 0

2 0

2 0

2 2 2 0

Am

 



C



   



               

2 0

2 0

0 0

1 2 2 0

1 2 2 0

0 3



  

  

 

1 2 2 0

1 2 2 0

1 0 2 3

 

2. Am





2

2



 

0 0 2

2

3

2

3

       

3



 

 

2 0

2 0

  

  

  

  

   

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

0 2 0

3





 

 

 

  

1 0 2 3

1 0 2 3

1 0 2 3

0 0 2 2 0

  

2





  

  

  

  

0 0 2 2 0

0 0 2 2 0

0 0 2 2 0

1 2 2 0

 

 





















C













Fig. 4

 



2 0

2 0

 

      

Am



 

 















 

gliss.



gliss.

15

Em









full

0









 









full

15









       3    

full

P.H.

15

15

15

12 13 12

13



12 13 12 14

12

  

  

  

  

  

  

  

  

  

  

  

  

  

 

 

 

 

 

 

 

 



1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 0 2 3

1 0 2 3

1 0 2 3

1 0 2 3

1 0 2 3

1 0 2 3

1 0 2 3

1 0 2 3

   











   





Sorgdal

 

Gtr. solo

  



   

3



     

  

2



        

0 2 3

3

1. Am

Em

Gtr. 5

5 5 5 7

8 8 9 10

Am































 

12

13

 















 

14

12

14

12 14

   

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  



0 0 2 2 0

0 0 2 2 0

0 0 2 2 0

0 0 2 2 0

0 0 2 2 0

0 0 2 2 0

0 0 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

1 2 2 0

0 0 2 2 0





 12

 

    





 7 8 9 9



   

Am

C

cont. ad lib. sim. to fade



Gtr. 6



5 5 5 7

  

  

  





  





             

  

  

Fig. 5

 

Gtr. 3 plays Fig. 4

  

 

full



 

full

full

15



12

13

12

12 14

12 14

12

12

14

12

12

14



 













 

full

Sorgdal

15

Am





15

14

Em



13

14

















 

 

15 13

15 12

full

15

15 15















 



  14 14















 

Am













C

Em

       3   

  

 



3      

14

12 14 12

Gtr. 3 plays Fig. 4 Gtr. 6 plays Fig. 5 ad lib. to fade



full

full

full

15

12

15

15

 

15

15

15 13 12

13

12 13 12

13 14

12

15

13

12 14 14



              

Am











   



17 20 17

17

3

full full

full

full

15

 

15



15 15

  

15 15





 



20

full

full

22

20

17

13

20

    3     



P.H. full

20

20

15

15

Em

 





full

15 15

C

  

full

Am

     3   



17 19 17

12

3





full

20

20 19

17

19

17 19 17 19

17

19

19

17 19

0

17 19 17 19



6

6

 

6

 

C 6

 

6

      6

*

6

6

* tap with side of plectrum



* 2 0 2 0 2 0 2 0 2 0 2 0 2 0 2 0 2 0 14 0 2 0 2 0

Em



6

 

 

6



2 0 2 0 2 0 14 0 2 0 2 0 2 0 2 0 2 0 14 0 2 0 2 0

 

Am

 

6

Sorgdal



2

0

2

0

2

0 16 0

2

6



2

0

2

0

2

0

2

0 16 0

2

glis s.

*Slide down with side of plectrum

6 0

*

0

2

0

2

0

2

0

2

0 17

17

gli ss

.





 

C Em        3            

     

Start fade





full



2

 16

12 4

Am











14







full



12

13

15

15

15 15

15

15

13



















full

full

15 15







full

full



full

15

 



15



full



full

15

15

15



full

15

15



15



full

15 15

full

15

 



full

full

15

15

15 15



15 15

Em





full

15 15

full

15



15

15

  



full

15

15

    

full

15

15

15

15

15

15

15

15

13

12

15 13

15

15

15

12 14

Am







15





15

12

14

15

                              

12 13 12

   

15

full

15 15

12 13 12

C



full

14

full

15

15 13 12

14

 





15 12







15 13



   



14

14

15





15

12



15 12

14

12

12





15 13







15





15

12





15 12



12



15 13



15 12

14

14

         Em                         

Fade out

C

15

Sorgdal



13

15 15

15 13

15

15

15

15

15

15

15

15

15

15

15

15

15

12 14

12

12 14

14

12 14

12

12 15

14

15

Philby Words & Music by Rory Gallagher

C5

Bb5 3fr

q = 100 [Cm]

[Bb]

         Intro

Gtr. 1 (elec.)

f



w/dist.

4 5 5 3

    

[Ab]

     

   

5 6 6 4

5 6 6 4

3 3 3 1 4

   

Ab5

G5

6fr

Eb

4fr

    

  

X X

6 4

Gtr. 2 (elec.)



3fr

6fr

[Ab5]

[G5]

  

  

6 6 4

X X X





 f

  

  

  

  

5 5 3

5 5 3

5 5 3

5 5 3







     

[Cm]





  

5 5 3

3 3 3 1

       

 





   

5 5 3

3 3 3 1

 

full



18

[Ab5]

   

  

5 6 6 4

5 6 6 4

4

[Cm]

Sorgdal

[Ab]

  

  

5 6 6 4

5 6 6 4

4

  



X X

X X X

5 5 3

5 5 3

5 5 3

5 5 3

 

     

X X

6 6 4

X X X

5 5 3

18



5 5 3

 



5 5 3

5 5 3

5



hold...

3

[C5]

   







[G5]

     

full

3

[C5]

6 6 4

P.H.

5

18

18

     

   

5 5 3

full

 

6 4

etc.



[G5]

[Ab5]

   

5 5 3

   

[Bb] [Ab]

   

hold...

     

6 4

  

full

18

[Bb]

  

w/sustain full



[C5]

5 5 3





5 5 3



 



5 5 3

5 5 3

5

hold...

   

 3

 

3 18

16

15

16

15

 

[Cm]

[Bb]

[Ab]

[Ab5]





     

   



3 3 3 1

5 5 3

  

5 6 6 4

5 6 6 4

  



    



[C5]



   

4

[G5]





   

 

     

X X

6 6 4

X X X

5 5 3

6 4

5 5 3

  

   3

3



w/ad lib. harmonics

13

15

5 5 3

5 5 3

15

16

5 5 3

5 5 3



hold...



cont. in slashes

5 3





3 13

 



  

P.H.

13 16



1. Now



     



15

13 15

12

$

Verse

C5



Gtr. 1

     

(1. 4.) ain’t (2.) sure (3.) ain’t

Bb5



Gtr. 3 (elec. sitar-gtr.) (3°)



 

    

Gtr. 2 (2°)











 

 

 



Ab5





G5



   

C5

 



 



 





I’m a I’ve Well I’ve



 





w/clean tone Gtr. 3 w/ad lib. fills (4°)

hold...

6

8

5



    

A.H. w/open wah Gtr. 2 tacet 1°+3°+4°

Sorgdal

 

 

it strange that I feel like Phil - by, there’s a stran - ger in my soul. is dark in this clock - work ci - ty, con - tact’s never gonna show. it funny that I feel like Phil - by, a stranger on a foreign shore.

       mf



Ab5

 11 

   





     

 

full

1/4

8 8

11

8

11

8

C5

Bb5



  



lost got got

in a my





 



Ab5

 





    



Ab5

 



 3  



tran - sit in a lone - some ci - ty, I can’t code which can’t be broken, my plans and I must move quickly there’s a

G5

C5

 







come in from eyes never seem knock up - on

   cold. close. door.











the to the





I’m Well I’m



6

 

     

















 



3

5



1/2



7 5

C5



 



Bb5

Ab5

 



      





deep in ac - tion on a se - cret here stand - ing in the si - lent Still in tran - sit and a close to

           



   

A.H.

 



 

mis - sion, ci - ty, danger, my

          



Ab5





G5

C5

  

 











con -tact’s sha - dows cover





bro - ken down. fall - ing down. can’t be blown.

I’m It’s

                    



13 13 13 13

13 13 13 13 13

13 13 13

13

13

13 13 13 13

10 10 10 10

10 10 10 10 10

10 10 10

10

10

10 10 10 10













  

Gtr. 2 (1°)







 3

full

full

full

6

Sorgdal



5

8

7

5

3

6 5

6

6

4 5



 

C5

Bb5









Ab5

 



Time drags by, dis - connect - ed getting strange



   

  

I’m a - bove but I don’t and it’s getting

        



13 13 13 13

13 13 13 13 13

10 10 10 10

10 10 10 10 10

   







    





2



  







 

Yeah yeah

   

yeah,

      



Ab5 G5









yeah yeah



 

C5

   







yeah.

Bb5 Ab5







 

Yeah yeah

   



     

   

5

7

8

8

  

 6 8

1

3

1 3

 









6 8

C5



 

6

4

   

yeah.





2. 3.

It Now



       3

3 4 3 7



 



5

8

yeah yeah

3° Gtr. 3 w/ad lib. fills

5 3 5

   

  

1, 2. Ab5 G5

yeah,

       

5

3

3

 

3





Gtr. 2 (2°)



C5

To Coda Ø



3° Gtr. 2 plays Fig. 1

6







  

5

Bb5 Ab5



 



C5

Sorgdal

 

Gtr. 2 (1°)

Chorus



C5

sus - pi-cion, there’s a voice on the te - le - phone. need pi - ty, the night’s gon - na burn on slow. crazy, go - ing on? tell me what is

          





 

Fig. 1



G5





 

Ab5

10



11 8

8 8 11

   



8 11 8 11 8



   

w/ad lib. harmonics

8

9 5

7

8

11

8

 

3. Ab5

G5







 

C5      



 

yeah yeah



G5

 



 mf

 







Four o -’clock and no-thing’s mov - in’,



Gtr. 3





rake 8

  



    

o -’clock and the day-light’s stirrin’.

  3 



rake

9

8 8

8



 

 

must be mov - ing on.



 

8

9

 



 

 

 











G5



All

 

 





 

  



    

night long

       





my mind’s been burn - in’,

  



   



Bb5

         

Morn - ing comes,

11

8 8 10 10

6 8 7

10 10 8

6

Ab5



  





     



Bb5



 

   

   

   

      

 

 

8 9 8

   

        

6 7 8

6 7 8







Home.

   

 



Hey!





8

C5

Bb5



Ab5





            



6 7 8





6 7 8

6 7 8

7

8

7

7 10

8

8



11

6

8

9

9 11

8

G5



  8

6 7

Ab5



C5



        8

6 8

 

   



makes me feel such a long, long way from home.

Sorgdal







   





8



Solo





7

Eb



 

8



 

six

rake

6



 

         



     



yeah.

   

  

Ab5

10

8

3

10

8

8 11

8









  8

10

C5

Bb5



Ab5









             11

10

3

8

10

8

8



11

C5

Bb5







4

6



8

8

10





8









1



3











3







1







5

3

5

3

3 5

5

3

1

3

1 3

Ab5



G5



C5







3



                

3 1

3

D.S. al Coda







          3



4

5

3

3

4









5

3

5

 

 5

5



4. Now

3

5

1



3

3

ØCoda

C5

Bb5



Gtr. 1



  



Yeah

    Gtr. 3

yeah

  full

Ab5



 





 



3      

 10



8

Ab5

G5

C5





 

yeah

yeah



yeah,

8

Sorgdal



3 3

8 8

C5

3

                 1

8

G5





1

10

11



3

3

8

Ab5

5

Ab5

 



10

4

Bb5



      

4 5

C5







6



C5

11

6 8

G5

   

               4



3

8

Ab5



10

Ab5





8

8





 

 



yeah.



     

11 8

10

8

10

8 10

8

C5

Bb5

Ab5











  



   

Yeah

yeah





G5

C5







 











yeah,

yeah



    





Ab5

 

yeah

yeah.





hold...

11

full

full

11 8

10

11 10

10

10

10

C5

Bb5

Ab5







Yeah

yeah



 



       





 





G5

C5











yeah,



Ab5



yeah

 

   

8

8



yeah

 







yeah.

  





full



 

       





full



 

11

11 10

10

10

10

8

10

C5



Bb5

Ab5







  

Yeah



yeah

    

  



13



10 10



yeah,

 



  

10

Ab5

G5

C5







yeah

yeah







12







 

 



 yeah.

  



  



3

11 12

12

10

8

8

7 10

8

8

7

10

Outro Solo

C5

Bb5



Ab5

 



Ab5



G5



C5

 



C5



Bb5



Ab5

 





                                       1/2

full

full

6 3

Sorgdal



8 11 8 7 10

8

10

8 10

6 10 8

8 10

10

10 8

10

10

10

full

6

6

6

6

full

6

full

6 6

6 6

Ab5

G5

C5

C5

  

Bb5

Ab5

Ab5

  

G5

C5



                                              



3 6



4

6



3

6 8

11

11 13 13 10 8 10 8

8 8

10

8

10

10 8 10

10

Bb5



Ab5

 



Ab5





8

8

9

C5

 





  3     

8

11

8 11 8

11

8 11

11 9 8

12

10

G5



              9



1/2

5 5

C5







full

6



C5









8

 



 

8



Ab5

    



11

Bb5

8 11

8

11

10

Ab5

G5



C5

 



C5



Bb5



Ab5

 





                               full

full

11

8 8

11

11

8

8

8

11 10

10

8

10

8 10

10

8 10

rall. Ab5

 

G5





Freely

 



 

full

full

full

11

11

             full

11

8 8

 

C5





full



                full

8

11

11

8

8

10

8 10

8 8

8

7

8

10

7

8

10



                     





  



    





8

full

let ring....

Sorgdal



8

11

10

11

10

8

10

8

8 11

10 11

8

8 10

11

8 10

8

8 10

8

8 8 10



8

8

10

Railway And Gun Words & Music by Rory Gallagher D7

A

D7sus4

D5

D6

A5 5fr

D5*

D6*

A5*

A6*

4fr

A6

E5

5fr

E7

5fr

G/D

E6 7fr

D/A

7fr

A7

Asus2

4fr

q = 114 Gtr. 1 (elec.)

    

[A]

           

mf w/clean tone



1/2

2 2

2

           

+ Gtr. 2 (acous.)

1/2

5

4

4 0

0

2

7

7

2

0

2

0

4

5 4 0

0

7

7 0

0

                                        1/2



2 2

2

4

0

1/2

5 4 0

2

7

7 0

2

2

0

  

 Sorgdal

3 4

2 0

4

4 0

4 5

7

2

0

0

2

4



Keep

your



4 5

6

4 0

0



0







rail - way

to

the

            1/2

6

2 2 0

3 4

2

7



                 2

4 0

0



2

5

4

2

4

0

© Copyright 2009 Strange Music Limited. Bug Music Limited (85%)/ Warner/Chappell Music Limited (15%). All Rights Reserved. International Copyright Secured.

5 4 0

7

7 0

0

D7

[A]

     

 





sun,

 

 



time

you

just leave a-- ny

D7

  





choose.

                                    Gtr. 1

1/2

2



 

3

1 0

0

 0

2

3

 





2





Tell

me

what

you hope





0

0

0

find,





0



  

 

2 3

3

2

2

2

0

0

0



     









tell you what you’ve got

to

               

2 0

1

2 0

0

2

1

2 0

0

2

0

0

0

2

0

0

2

0

0

2

3

2

3

2

4

2

3

3

0

0

2

2

0



2 0

0

[A]

    





   



 

                                       lose.

Throw a - way

1/2



 

Sorgdal





0

2 2



3 2

I’ll

                    0

0

0

2





2

 

2

4

0

2

0

    

to

2

0

0

D7

  

0 2

0

3 2

1 0

0

2

2 2

7

2

   



2 2

7

0





4 0

1

2

      

0

 

5

0 2 2

3

0

4

0

2 3

0

A

 

2

           2

  



0

3

2

1 2 0



3

0

0

2

  

2

1

2

Gtr. 2



2

0

2 2

2 4

5 4 0

0

1/2

2

7

7 0

2 0

2 4

1/2

5 4 0

0

2

7

the map,

7 0

2 0

2 4

5 4 0

0

7

7 0

0

                                   1/2

2 2

2 4 0

1/2

5 4 0

7

2 7

0

2 0

2 4 0

1/2

5 4 0

7

2 7

0

2 0

2 4 0

5 4 0

7

7 0

0

D7

[A]

     





       

 

2



3

 



2

3

  





that

 





0

0

0

               2 3 2 0

0

3 2 0

3 2 0

3 2 0

can’t

  





1/2

5 2

3 2 0

2 3 2 0

 

 

2 3 2 0

2 3 2 0

2 3 2 0

 

 

 

2 3 2 0

2 3 2 0

D7

   

7



2





4

back.

7





be - fore

1

0

1 0

  

you

leave,

 

5 2



 

 



  







3

3

you bet - ter





0

0

0

   2

2

2

   

2

0

0

0

     

0

2 3

[A]



find



2 0

D7sus4

0

2

2 0

         

2 2

0 0



0

2

7 0

     

2

0







q. = 79

2

0



out where it’s at.

           3



    



 1/2

         f w/dist.

3

2

2 0 0

4

0

3

    





1 2

2

0



0

0

2



0

2 0

2

3

7

D7

2 1



1/2

0



So

2



  



0

1/2

 

0

5 2

        3                0

7 0

    

[A]

 

4

0

0

find your way

Sorgdal

you

2

0 0

   



way

5

2







1

 







 





2 0

2 0

2

0

2

4

   2 0

 2

0

5 2 0

0

4

7



4 0

6

4 7

0

 



4

7

6

0



4 7





D5

D6

      

D5

D6

   

D5

  

D6



What’s in - side your heart,

         

  

Gtr. 2 tacet.



7 7 5

7 5

9 5

A5

A6

    

7 5

E5

9 5

E6

   

7 5

9 5

7 5



I

won

7 5

7 5

E5

  

 

-

7 5

E6

der

if

I

9 7

9 7

11 7

µ

    





11 7

9 7

A5

7 5

11 7

9 7



7 5

A6





9 5

5

A5





          

   

7 5

5

7 5

D5*



9 5

D6*





9 5

5

7 5

D5*

I

won - der what I’ll

               2 0

2 0

4 0



0

2 0

0



2 0



Yeah.

                           full

Sorgdal



5 4

full

full

5

5

4

4

full

5 4

full

full

5

5

4

4

full

5 4

full

full

5

5

4

4

full

5 4

full

 

full

5

5

4

4

7 5

       

look,

9 7



 

9 5

hoo.

9 5

                       

7 5

A6

       -

mind?

7 5



9 5

your

             

                 

7 5

me what’s in - side



  

A5





D6

      

tell

Whoo

     

7 5

5

D5



 full

5 4

 

find.



D5*

D6*

   

D5*

D5*

           I’ve tried to tell

D6*

D5*

D6*

           



you,

mmm, how come you can’t

see?

                            

2 0

4 0

0

2 0

0

2 3

0

0

2 0

0

A5*

     

A6*

A5*





2 0

2 0

E7

   

4 0

5 4

2 2 0

4 0

4

2

2

2 0

D7



4 0

0

 



 

Let Ring…

0

1 0



 

2

3

µ

 





5 4

4

4 4

5 4

full

5

5

4

4

full

5 4

full



 

                         full

1 2

2

2



full

to

0

Whoo,

1/2

back

2

2

me.

full full

  

  

 



2 0

right on

2

0 2

2 0

  



3

2 2 0

1

0

     

2 0

 

0 1

0

2 0

   

0

3

A5*

you should come

   

0

A6*

2 2 0

4

      

       

Sorgdal

0

                

Ev - ’ry - bo- dy’s say - ing



2 0



full



0

A5*

                       

4 0

0

3

5

4

4



2

2



    full

5 4



whoo.

full

5



full

full

     3 2 0

4

4 0

0

  

 

             

   

[A]







 

 

full full full

full

15

15

full

full

full



   



15

15

15

full



full

15 13

15

15

full

15 13

14

15 13

15



5

12



15

full

15 13

14

full

full

15

15

15

3

 





15 13

13 12





full full

full

15

15

15

full

15

14

 3   3                    14

15

15

             

 

[D]

15 13

full

15

full

14

3

    

15

                      full

 

 

full 15

15





1 1/2





1 1/2



   

1 1/2

12

14

14

14

14

14

14 12

14

14

                      [A]



3                      full

1 1/2

1 1/2

full full

full

full

12

12

12

full

12

12



12 14

14 12

14

14

   

[E]

14 12

12

2

9

14

              3

11

[D]







5

7

1/2

5

7

7

5

7

7

5

7

5 7

7 7

11

1/2

7

0

10

3 3 3               

8 7

12 10

12

11

9

full

Sorgdal

12 10

7

7

5

5 7

                                   [A]

full

full

5



8

5

5

5

8

5

5

5

8

5

5

5

8

5

5

5

8

5

5

5

5

5

8

8

5

7

7

       3             full

                

full

1 1/2

8

   

7

7

5

5 7

9 7

7

5

9 11 7

5





full





full

 



 







9

11

11

2

X

 

     

full full

20

11

2

  



9

4 5

 

11 0

20

20

20

full

0



15

12 12

15

14

0

10 11

14

                               [D]

10



13

10

13

10

12

13 12

10

13

10

12

13

10

12

13

10

12

13

10

12

12

                                     full

10

Sorgdal



13 10

13 10 12

5

13 10 12

8 12

5 5

7

7

5

5 7

7

5

7

5

5 8

7

5 8

               3   3               [A]

1/2



8

5

7

5

8

5

7

5

8

8

8

7

7

5

5

8

8

7

5

8

7

7

7

5

5

7

7

7

12



6

2

4

0

                                       full

2



5

2

5 2 2

4

2

5

2

2

4

4

2

4

2 4

2 4

2 4

2

4

2

2

4

4

          [E]



full

 full

full



4

4

0

4

0

             

  

[D]

full

full



full

5



2

4 2

2 4

8 4

4

4

13

2

7

12 7

                            

   

[A]











8

7



7

0

14

14

 

 

P.H. full



5

7

15

full

full

15

15

full

15

full

full

15

15

full

15

full

full

15

15

full

15

full

full

full

15

15

15

q = 114 [A]

   









 



                                        

Hey.

+ Gtr. 2

mf w/clean tone

Sorgdal



1/2

2 2

2 4 0

1/2

5 4 0

7

2 7

0

2 0

2 4 0

1/2

5 4 0

7

2 7

0

2 0

2 4 0

5 4 0

7

7 0

0

    



    







            2

2

2

4

7 0

2

0

   



gun,







rail - way

and

your

1/2

2

[A]



your



2

7

D7

       

Keep

5 4 0

0



           



1/2



and

5

4

4 0

0

  

just leave a -ny

7

7 0

0

D7

 



time

you

   



choose.

                                     Gtr. 1

1/2

2

  

0

2

2

0

2 0



 2

4

7

3

 

Sorgdal



0

0

2

4

2

to

2 4

5 4 0

0

0

0

            1/2

2 4

4 0

7

2

4

4 0

3

3

0

0

0



3 2

0



2

3 0

0

to lose.

2

4

2 3

0 0

0

got

2

0

              

3

 

0 0

0



what you’ve

0

5

0

         

0

2



I’ll tell you

0 0

0

   



find,

0

7

2

2

0

D/A

0 2

2

0

           me what you hope

3

2

4

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

0

0

3 2

G/D

 Tell

0

0

2

2

1/2



0

2

3 0

0

0 0

2

0

[A]

7 0

                        2

0

1

5 4 0

0

1

 3

   

  

1

2

0

2

1

2

Gtr. 2



2 X

0

0

0

 

[A]

   









 











 

                                        Whoo

hoo.

Whoo

1/2



  

2 2

2 4

2

7

Whoo

1/2

5 4 0

0

hoo.

7

2

0

0

1/2

5

2 4

4 0

0

2

7

7 0

2 0

5

2 4

4 0

0

7

7 0

0

                                   1/2

2 2

2 4

   

5 4 0

0

1/2

2

7

7

2

0

0

5

2 4

4 0

0

6

2

7

2 0

0

A7



5

2 4

4 0

0

7

7 0

0

Asus2







Start fade                                     

hoo.

0



     

2 2 2

2 4

5 4 0

0

7 0

0

2 0

A7







2

 

Sorgdal



0



7 0

2 0

  3

  1/2

2

7

  

0

3

2 4



0

7

7 0

0

 

  

3

3

0

Fade out



0

2 0

2

0 2

2

2

0

      



2 2

2 0

4

   1/2





      

5 4 0

7 0



2 7

2 0

2 0

4

   1/2



5 4 0



5 4 0

0

2

2 0



4 0

         3

0

5

2 4 0

0



0

0 0

2

1/2

0

0

2 2

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

7 0

2

2 2

2

7

3

0

0

5 4 0

0 0

2

1/2

2 4

0

7

           2

0

3 2

X X

7

7 0

0

Same Old Story Words & Music by Rory Gallagher Bm11

B

Em7

7fr

7fr

C 7fr

Fm7 8fr

D

Gm7

8fr

10fr

10fr

q = 147 µ

Bm11

     

Intro



      

   

     

  

Gtr. 1 (elec.)

mf w/slight dist.

    

Verse

9

9

7

10 10 9

10 10 9

7

7

9

[B]

    



      





 

1. Same

old

sto

   



-



  

full



 





       



                                              - ry, (2.) sto - ry,



 

night I can’t

5 5

7

5 7

7

7

[E]

5

7

5 7

7

Sorgdal

5

sto -

5

7

7

7

5



7

5

7

7

7



    





7

7

5

7

7

5 5

7

© Copyright 2009 Strange Music Limited. Bug Music Limited (85%)/ Warner/Chappell Music Limited (15%). All Rights Reserved. International Copyright Secured.

5 7

  

           

5 7

7

[B]

since you went a - way. that you wan - na leave.

                7

7

        



- ry sto - ry,

5

same old same old

Fig. 1…

       



and day, be - lieve,

7

7

5

7

7

7



I’m With

B

          

Em7

    

 

           

walk -ing out my shoes, you can’t count the tears I spill, - out you it’s a night-mare and the air is chill, get the

        

  

7 8 9 9 7

7 8 8 9 9 9 9 7





fill. fill,

It - ’ll be It - ’ll be

    



     

0 0 0

    

7 8 7 9 7

       

[B]

     

   

         

come back ba - by, your place no one can home, your place no one can next train

[F©]



the same old the same old

 



sto - ry, sto - ry,

               

           7

5 5

5

7

7

7

7

5

7

1.

     



7

X

9

9

9



              it







will.





 2. Same





…Fig.1 ends



7

7

7

7

7 7

    Gtr. 2 (elec.)

9

9

       



 old



  

full

9

9

X

[B]



yes

7





w/dist. full

Sorgdal



9

9

7 9

7

9

 

2. [F#]

     



[B]









                yes

it

will.





Hey.



full



9

9

7

7

7

7 7

9

9

   

      



       



f

full



9

9

7

7

7

9

7

                        Gtr. solo 1

[B]



7 7

7

9

9

9

7

7

9

9

9

9

                       [E]

1/4



7

9

9

9

7

9

3

7

9

1/2

7

9

 

9

9

7

5



full

9

15 7

9

7

9

7

9

9

full

9

10

Em7                  full

full

8

10

9

7 9

7

9 11 9 9 12

                    [B]

Sorgdal

7

9

3



9 11

9

                7

7

9

7 9

9 11 9

10

7

7

B





10 7 7

7

          

[B]



9

9

          

full

Gtr. 1 plays Fig. 1 ad lib.

9

1/4

9 11

9

9 12

7

7 9

9

9

9

12

12

               full



9

7 7

9

9

7

9 9

7

9

9

7 9

[F#]

    

[B]



[C]





Same old

   





   





9 10

         

Verse



 

7 6

       

7 9

7

9 7

7 9

[C]

  



am I real

    

8

8

6



   

in this one horse

6



8

8

6

8

old

          



6

8

8

8

8

6

8

8

[C]









 



town.



I’m

    

            

6 8



     



Same

     6



9

down?

8

             

Sorgdal

- ly



9

  

       



9

7 9



9 7

6

8

sto - ry

8

5

9

9 7

6 8

[F]

6

9 7

           

6 8

   



9

  



sto - ry,

6

7





               

6 9

mf



  

   



8

6 6

8

6 8

8

8

6

8

8

8



C



      walk - ing out

my shoes,

       

I

 



  







no

one

can

6



 



 



0 0 0

wo - man, your

9 10 10 8



  





It - ’ll

            

6 8

sto - ry,



the same old



6 8

8

8

6

8

8

[C]

  



be

 

  

6 6

place

8 9 8 10 8

fill.

8



come back

         

[C]

    

8

[G]



spill,

 

         

Fm7

8 9 10 10





you can’t count the tears

8 9 10 10 8

  

 

 

     

  

yes

it













will.

                       full

 

10 8

10

8 8

10

8 10

10



10

8

8 10



10





 f

     3  

 

P.H. 1/2



full

Sorgdal



20

18 20 18 19



Gtr. solo 2

                   [D]

                   

Fig. 2…

   

8 8 10

8

10

 

18



10

8

10

10

8 10

10

10

8 10

10

10

10

full

17 19 17 17 19

      [G]

17 19

17 19 17

19

19

19



17 15 17

17

14 16 14 14 16

14

15 16

16

[D]

              

8 8

8

10

full

19



8

  3                                   10

          

8

10

10

10

10

8

10

10

10

8

                        8

10

10

10

 

10

 

full

full

full

full

17



17 15

15

17

8 8

10

     

Sorgdal



17 5 2

           

15

16

7

10

11 12 12 10

  

      

11 12 12 10

0 0 0

7

7

5

7

D

  

  

  

10 11 12 12 10

10 11 12 12 10

10 11 12 12 10

10 11 12 12 10

                      3



full

10 7 7 7

9

9

7

9

9

7

7 9

9

9

7

9

7

7 9

9

11

12 10 11

    

        

Gm7

[D]



                 

10 11 10 12 10



8 8 10

    

 

  





8

8

11 11 9 7

7

10

10

6

5

6

5

5

7

7

7

5

8 10

 

             full

10

8 10



10

10

    





full

17 15 17 15

17

15 16

                          [A]

16 16 14 0

[D]

 …Fig. 2 ends

full



12 10

12

10 10

12

10 12

12

12

10

  

10 12

12

        





 

   

13



 

[D]



full

13

13

full

13

12 10 12

12

               

     

Gtr. 1 plays Fig. 2 ad lib. full



full

12

 



w/unison scat singing full

Gtr. solo 3

    

1/2

full

13

12 10

10

10 12

10

12 10 10 12

     [G]

      



12 10

12

12

10

12

10

12

12

       

[D]

 

    

full

Sorgdal



10 12

10 10

12

12

12

11

10 12

9

9 11

12

10

10 10

12

                

            



12 10

D

3

     

Gm7



full

12

10

10 12 10

10 12

10 12

12 12

10

full

12 10

12

10 12 10

12

12 12 10 8

10 12

10 12

12

[D]     3                            

 

full

   

13

12 10

12

10





12







 



12 10

3. Same

old



full

12

12 10

10

10

9

9

12

12

12

12



12

[D]

- ry,



      



am I real - ly down?

               



mp

8 8

10

10

10

8

10

[G]

 



                8 8

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



10

8 10

10

10

8

10







    

10

10

8

10

10





          

8 8

10

8 10

10

10

8

10

  8

8 10

old

10

[D]

in Earl’s Court town.

8 10

     



Same

10

  

sto - ry,

8



8 10

    

Sorgdal



          





sto



10 10 12

[D]





10 10 12

[A]

   

  

9 12

10 12

1/4

Verse

10 12 10 12

    

1/4

10

  I’m

D

          walk - ing out

      

my shoes, you can’t count the tears I spill,

           

        

     

    

mf

Gm7

come back ba - by,



        



X X X X X

    

10 11 10 10 10



[A]

       



sill.

It - ’ll be

   

the same old

                   



sto - ry,



        

10

12

10 8 8

10

8 10

10



   

yes

10



8

10

10

12

 it

will.









full

12

10 10

12

12

12

10

[D]



             

Sorgdal



10

[D]



    

I’m stand - ing by the win - dow

10 11 10 12 10

10 11 12 12 10

   



     

10

10 12

12







12

See Here Words & Music by Rory Gallagher D

D/G

D/C# 5fr

D7

Gtr. 1 (acous.) 6=D 3=A 5=A 2=D 4 = D 1 = F#

Bb

D(b6)/G

Intro

D/E 4fr

A/E

5fr

4fr

D/F#**

G/D 7fr

D**

Bm7/D

D/F#* D'9/C#

7fr

4fr

Bm7 7fr

D/E*

A

7fr

5fr

D/F# 5fr

Asus4 8fr

D6/G#

D* 4fr

A*

D/E**

7fr

2fr

G

D/A

5fr

Dsus4/E

5fr

Freely q = c. 130

Gtr. 1 (acous.)

                                 D

D/G

D/C#

D*

mf

0

    

0 0

0 0

0 0

0

0

D/F#



0 0

0

 



0

4

D/G

 



5

D/C#



 

D*

5

5

D/E

0 0

0 0

Bm7

0 0

0

4

D*

Bm7/D

                   

0 0

0

0 0

0 0

0

0 0

0

5

0 0 4

0 0

0 0

0

5

0 0

0

7

0

5

0 4

2

5



 



0

0 0 4 2 0

0

Verse

0

Sorgdal

 

here,

        



 

I



    

0

0 0

5

  0 0

0



0

in my

0 0

8 8

8 8

0

3

3 0

8 8

© Copyright 2009 Strange Music Limited. Bug Music Limited (85%)/ Warner/Chappell Music Limited (15%). All Rights Reserved. International Copyright Secured.

8 8

Asus4



 

dream.

              

0 5

  



be - lieve

3

0 5

 

A





  







Bb

8 7 7 7

7 7 7 7



1. See

D7



   



q = 125 D**

D7

See

here,

       





 



 

 





3 0







 



 

7 7 7 7

 





0 0 0 5

 

0 0

0 0

5 4



 

Asus4



0

3









8 7 7 7



0





Be

 

  

 

0

0 0

     



0 0

0 0

5

could

  



be

 

 

   

in my



8 8

5

8 8 8

Asus4

dream.

8 8

8 8

 

  



  8 7 7 7

  

8 8 8 8

 

  

  

    

8 8 8 8

8 8 8 8

8 8 8 8

seen.





 

and

you

 



0 0

0

5





8 8 8 8

3

0



   

8 8 8 8

mean?

what I’ve



3

3

0



8 8 8 8



here

10 7 7 7 4

8 8 8 8

3

you

    

D7



  

     

0

D**



tell

0 5

A

me

3

0 0

   





           

let

 



 

   I

8 8 8 8

8

Bb

Be here,

  

8 8 8 8

D7





   

what

8 0

3

D**



 

8 7 7 7 0

    

0

A



know

 

  



0

0

      

you

0

5



do

3

0 5

4





0 0

5

Asus4

Sorgdal







0 0

0

   





Bb





 



D**

  

0

A





   





          

7 8 7

10 7 7

8 10 8

7

8

7 8 7













Instrumental

 

D/G



    

D/F#

 

 





0 0 0



D/C#



 

0 0

D*

 

0 0

0

4

4



0

0 0

0

5

 

0 0



 

 

0 0 0

0 0



0 0

4

4

5

D/F#*

0 0

0 0

0

2

0

               





0 0

0

0

2

0

2

0 0

0 0

2

0 0

0 0

2

4

4

D

D/F#*

D

            



0 0



4

5

4

0



0 0

0

0

4



0

0

4

0

0 0

0

D/E*

       3             0

D'9/C#

    



  

0

4

2

4

2

0 4

   

0

 0

0 5

  

0 0

0

0

4

D

           

0



D/F#*

0 0

2

D/F#*

0

0

0

2

2

2

0

0

4

2

4

0

        D*



   









 

D/G

 



D/F#

 



D/E**

    

0

Sorgdal

D/C#

0

    





0 0

D/E*

0

5



0

0 0

0

7



5

Bm7/D

0 0



5

            0 0



0 0

5

D*



D/G

0 0

D/E

0 0



0

5

D*

    

0 0

0 0



D/F#

0

0

0 0

0 0 4

0

0

0

5

0

5 0

5 0

0 0

5

0 4

0 2

4





More freely µ

      

 

 

 

0

2

4

5

0

2

4

5

  4

   

 

     

0

4

5

2

             3

 

4

4

5

4

5

5 0 5 0

0 4

0

2

4

5

4

4 0

                                             

0

2

3

5

0

3

0

2

3

0

2

3

5

0

3

0

a tempo D**

0

3





0



0









but

as

near

as

  

  

8 8 8 8

8 8 8 8

8 8 8 8

 

     

0 0

5

3 0

5

0 0

D**

   

0

3







just



           0 0

5

0

5

5

0 0



0 4

far



a - way.

  

       

8 8 8 8

8 8 8 8

Bb

0 0 0 0

   8 7 7 7

3 0 3

0

lis-ten

     

   

 

when I

say,

     

  

  

  

     

0

8 8 8 8

8 8 8 8

8 8 8 8

8 8 8 8

0 3

Asus4

   

Have no fear,

0 0

   

   7 7 7 7

0

D7

         

A

3

0

  

Asus4

8 8 8 8





   

0





 

2

0

Bb

3

0

0 0 0 0



 

2

0

D7



     

Sorgdal

3

0

2. You’re near,



0



0



3



2



0 0

    

Verse



8 7 7 7

A



  3       7 8 7 7

7 7 7

that in







0 0

 

 

0 0

0 0

5

0 0

5

3

    

      7 7 7 7



8 7



    



a

year

0 0

0 0

0 0 3

5

5 0

0

0

0

       10

7

7 7 7 7

7

7

3

3

10 7

8

7 7

8

  

Sorgdal



D/F#

  



 

X X X X

10

8 7 7 7

7 7

8 8

3

D/G

D/C#

8 8 0 0

   

10 7 7 7

7 7 7 7

7 7 7 7

10 7 7 7

7

D*

D/E

8

        7

8

7

10 7 7 7





 10 X X 7

7

rit. D/G

D*



 

3

       7

A*





8 7 7 7

  

8

Asus4

0

D/F#

D/E**

            3

0



3

3

3

3

3

3

3

3

0 0

0 0

0

0

0

0

0 4

8 8 8 8

8 8

Instrumental

Freely µ

8 8 8 8

or just a day?

8 8 8 8 8 8

0

    

8 8 8 8



5



8 8 8 8

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

 

0

      

    

 

   in

7

4



Bb

3



How near,

 

3

D7

 

 

0

D**





  

8 8 8 8

0

5 0

A

time you’ll come my way.

3

0 4







 

    



     

         

it’s clear,

10

   

 



Asus4









that



A*



    

Bb



    

D7



D**

    

0 4

0 5

4

0

0 5

0

0 7

0

0

0

5

0

X 5

0

0 4

0 2

D

0

2

4

4

G/D

    

0

0

2

5 5 5 5 5

7 5 5 5 5





0 0







             0 4

5 6

   

5

8

5 0 0 6

a tempo D/F#**

G

         

7



3



3

    

1

3

0

5

4

5

0 5

0 6

0

0

7 7 7 7 7

                    

5

7 5 5

5

4

 

D/A

7 7

       A/E



0

  



       

D(b6)/G D6/G#





 



1 0 0 0

0

D6/G#



D          

5 5 5

3 0

5

0

4 5

3 0

5 0

3 0

4

4

4

0

5

Dsus4/E

D

D/F#**

G

D/A

                                                      1



1

1 0

3 0

1 3 1 0

0

0

0

0

2

2

2

3

0

2

0

0

0 0

5 0

4

5

5 5

5

5

Dsus4/E D/F#**                                  



0 2

1 0

3 0

1 3 1 0

2

2

2

0

0

0

0

5

5

4

1

0

0

1

3

0

2

4

D6/G#

     5 0 0 4

Dsus4/E

3

A

1

5 0 0 4

      



     

1 0 2

3

1

5 0 4

3

5 5 5 5

5 0 0 6

7 7 7 7 7 7





2

1



2

3



1

3 0

4

4

4

D/F#**

p

1 0

5 0

          3 0 0 2



    



   



3

         

G





D/F#**

3 0 0

0

          

Sorgdal

0

0

Dsus4/E



3

5

More freely D

1 0

5 5 0

0

Dsus4/E

7 5

5

7 7 7 7 7 7

3

Shadow Play Words & Music by Rory Gallagher

Intro

q = 160

           etc.                                          w/ variable P.M. Gtr. 1 (elec.)

[D5]

mf

         5 3

4 2



[C5]

w/crunch dist.+ slapback echo

2 0

2 0

2 0

2 0

2 0

2 0 3

3 1

0

3 1

3 1

3 1

3 1

3 1

3 1

5 3

5 3

5 3

5 3

5 3

5 3

5 3

5 3

5 3

4 2

[D5]

  



[Bb5]

 

 

5 3

5 3

 

 

 

5 3

5 3

5 3



   4 2



 

 

5 3

5 3



   4 2

Gtr. 2 (elec.)





Gtr. 3 (elec.)

 

 

 

 

 

 

2 0

2 0

2 0

2 0

2 0

2 0





3

0

   

   

Gtr. 2 w/crunch dist. Gtr. 3 w/sustain

 [Bb5]

Sorgdal



3 2 0

5

5

5





                   

3 2 0

[C5]





3 2 0

3 1



3 1

3 1

3 1

3 1



3 1

3 1

5 3







  1. In the

                   5 3



5 3

5 3

5 3

5 3



5 3

5 3

4 2

5 3

                5 3



5 3

5 3

5 3

5 3



5 3

5 3

0 0

Verse

[D5]

   





flin - ty half













light, light

[Bb5]











hear

and a



it’s mid - night on this mad night,

I

[C5]





w/variable P.M.



 

2 0

2 0

2 0

2 0

2 0

2 0 3

0







stars col - lide. time. voice in

*Gtrs. 1+2

          



              

               

3 1

5 3

3 1

3 1

3 1

3 1

3 1

3 1

5 3

5 5 3

5 3

5 5 3

5 5 3

5 5 3

5 5 3

5 5 3

*composite part

  







let ring...w/feedback





 I

                                4 4 2

5 5 3

5 5 3

5 5 3

5 5 3

5 5 3

5 5 3

5 5 3

0 0

[Bb5]

 



Sha- dows run, look back

see

2 0

2 0

2 0

2 0

2 0

2 0 3

 

1/2

12

12

1/2



12 12

1/2

12 12

12

a

             

            P.H.



1/2

12

Well

Sorgdal



 







Gtr. 3 tacet

[D5]



    

(2º) Gtr. 3

14

0



  

full half

flight, smile

 then it’s





run, gone

               3 1

3 1

3 1

3 1

3 1



3 1

3 1

5 3

[C5]

     







       



5 5 3

5 5 3

 

5 5 5 3

5 5 5 3

  

  

5 5 5 3

5 5 5 3



   

5

3



13

 





sure I



what can

15 17 15 13

3 3 1

3 3 1

3 3 1

3 3 1

3 3 1

Sorgdal





5 5 3

                        2 2 2 0

0 0





2 2 0

2 2 0

3







3 3 1

2 2 0

2 2 0

2 2 0

2 2 0



 15

12







play my

3 3 1

2 2 0

[C]

way

               





in in

this this













sha - dow sha - dow

play. play.

              

open out

5 5 3



5 5 3

5 5 3

(1º + 2º) Gtr. 3



5 5 3

13 15

[Csus4]

                           3 3 3 1

5 5 3

14



part I’ll find

5 5 3

3

14

[Bb]



5 5 3

not how

me

          

 



5 5 3



still tell

              

45 23







Well I’m Won’t you

    5 5 3

 



seek and hide. sight. from

[A]

10

5 5 3

5 5 3

5 5 3

5 5 3

5 5 3



 

 7

 9

5 5 3



5 5 3

5 5 3

5 5 3

5 5 3



5 5 3

5 5 3

0 0

[Dm]

[Bb5]

   



           

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0



 

 











1. [C5]

The sha -dow The sha- dow



2. In the

                                 

1 3 2 0

1 3 2 0 0

3 3 1

3 3 1

3 3 1

3 3 1

3 3 1

       full

3 3 1

5 5 3

0 0

5 5 3



5 5 3

5 5 3

5 5 3



full

5 5 3

13 12

12

               

5 5 3

full

13 12

5 5 3

   



full

   



play. play.

(2º)







  

3

 

 

5 5 3

5 5 3

5 5 3

5 5 3



full

5 5 3

5 5 3

0 0



 



5 5 3







 

13 12

12

2. [C5]















                          

5 5 3

 

5 5 3

5 5 3

5 5 3



5 5 3

5 5 3







full



In

this











sha - dow

               5 5 3



 

full

5 5 3

5 5 3

5 5 3

5 5 3

5 5 3

[Dm]





  

  

  

  

    

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0

1 3 2 0



play.

5 5 3

      

full

Sorgdal



5 5 3





5 5 3

0 0

3



full

full

13 12

12

12

0

     

 12

13 12

 

[Bb5]











This







[C5]





sha - dow











play.

   

          

               

              



3 3 1

5 5 3

5 5 3

3 3 1

3 3 1

3 3 1

3 3 1

3 3 1

0 0

 



 

5 5 3







5 5 3



full



5 5 3

5 5 3



5 5 3



5 5 3



full

12

5 5 3

5 5 3

5 5 3



12

12

5 5 3

5 5 3

3





full

12

5 5 3





  

full

12

5 5 3



$ Bridge



    









The sounds come

 crash

 

 -

 

P.M.

Gtr. 3 tacet



3 3 1

[F5]



     

all

those









1 X 3 3 1 (t)

Sorgdal

 lights

  



 







and

   

I

hear

 laugh

  

 

 -



ing.

5 5 3

3 3 1

 

 



ing

 

 



1







just blazed



0



a - way.



[C]



    



 

[C5]

5 5 5 3



[F5]









  



 

      

        lit - tle

strange

   



I feel a







     



in - side.

A lit - tle Doc - tor



3 3 3 1

       

Je - ckyl,

   





[Am]

    

a

   



[Bb]

lit - tle Mis- ter

Gtr. 2 cont. in slashes

1 2 2 0

C5 Gtr. 2

       

   

w/P.M.

 

       

       





    

To Coda Ø





1ºonly                                                        

Hyde.



       



5

5

5

5

5

5

5

5

5

3

3

3

3

3

3

3

3

C A 5 5 3fr open

Solo

D5

       

7 35



7

7

7

7

7

7

7

9

9

9

9

9

9

9

12

12 12 12 12 12

5

5

5

5

5

5

5

7

7

7

7

7

7

7

10

10 10 10 10 10

Bb5

       

 

       

 



    



8 7

9



3

10 13

13

13

13

13 13 13 10

10

10 12

C A 5 5 3fr open



      

Bb5

12 10

9

10

9 10 9

C5

   

1/2

full

9 10 12 9 10 12

9 10 12 12

           



                 



 

12 10

D5

Sorgdal



           

f

9

10

C5

           10

7

full





full









      

                 



full

13

13

13

12

12

12

13 13 13 13 13 13 10 9 10 10 9 12

13 10

13 13 13 10 12 10 12 10 12 12

C A 5 5 3fr open

D5

Bb5

 

       

  

 

D5

                

     



     3   





3

C5





3

full



10 9

10 12

10 9

12

0

       

3

12 10

12

10 12 10 10 10 10 8 7 8

7 8 7 10 8

       

  



Bb5

C5

        



   



3



8 10



 

  

full

13 7

  



  



 



full

13

13

12

12

10

12

       

 



full

13

9 10 12 10

full

12

12

12

10

C A 5 5 3fr open

D5

   

 

 

Bb5

C5

                         



                



Gtrs. 1+3

13

13 12 12

12

13 10 10

    



3

full



3

10 9 10 9 12

full



3

12 10 8 10

C A 5 5 3fr open

  

   

 



3

13 9

9

10

9 10 9

9 10 9 10 9 12

C 5 3fr

D5













12

A 5 open



Bb5

C5

















 

                                  P.H. w/open wah

Sorgdal



9

10

P.H.

9

9 12

P.H.

10

9

9 12

P.H.

10

9

9 12

P.H.

10

9

9 12

P.H.

10

9

9 12

P.H.

10

9

9 12

P.H.

10

9

9 12

10

9 12

C A 5 5 3fr open

D5



       



P.H.

P.H.

full

full

12

  

   

 3           



3 2 0

5

7

5 7

5

C A 5 5 3fr open

 

    



5 5 3

2 3 2

5 5

3

2

3

2 3

5

5

 

3 5

3 5 3 2

Bb5

C5

       



6



8

6

8

7

7

3 5

   

  

      



  

C A 5 5 3fr open

        

  



       



full

full

full

5



full

full

5 8 6

8

6 8

6 7

C5

   

full

7













      full



















 

full

8

8

8

8













full

8

8

7

D5





8 8 6

7



      



1/4

5 8

Bb5

            

         

hold bend full





7

D5

Sorgdal

 3



       

    





      

     

3

      



D5

 

C5

 





12

      



  

 

       

Bb5









C 5 3fr

A 5 open





 3

full

8 8

6

8

6

5

Bb5



C5















D.S. al Coda







  3          full



5 6 5

5 7

ØCoda Verse Gtrs. 1+2

5

3. Thoughts

run

  

8











   

C A 5 5 3fr open

 



  

wild





3 6 8 6 5

6









 

Bb5

   



    free as

a

   



    

child

in

-



7

  

  

  



to the

night.

Gtr. 3





C A 5 5 3fr open

D5



















  

    



full

full

full

13

13

13

cross the screen





13

a

     

 





 

beam

of

    



ma-gic light.



     





things,



full

[Bb5]

       



Yeah,



13





 

17

 

Sorgdal

thin





[A]

  

13

               





full

C5

   

    

A-

      

Bb5

       

 



  

 

13

   

 

7

full

 



C5



 



5 7

    





6



7

D5







3

6







[C5]

       











they

just

don’t

look

the



       



 



same





 



full



18 17

10



7

9



 













     in













 











sha - dow







Bb5











full



full



 



12



12



 

   

Sorgdal













  

















This



 





sha - dow

play.



full

 

 







  

sha-dow

 







 









 





17





 











 





from this

12



 



    full



 











run

 



a





full

17

-

way



hold bend and R.H. finger tap at 17fr

full

17





full

18

5

Bb5



full

17

        



 

   

I can’t

full

A 5 open

13

play.

full

C 5 3fr

full





 





12



 

play.









full









This

D5

 

 









C A 5 5 3fr open





12

C5

full

12



12

 

full

12



 

 



full





full





full

Sha - dow           17  



C5

 





12

 



full

12

 

D5





full

12

12



Bb5



13

        





    

  

12



A 5 open



P.H.









play.





full





9

 



this



D5

C 5 3fr

sha-dow





C5

 

















play.





full

full

full

full

full

12

12

12

12



  

12









 



   









full

12





 





























sha - dow

  

D5

play.













 



C 5 3fr





A 5 open





       3

3



3

w/R.H. finger hammer

 Bb5













 









sha- dow

 P.H

full

full

full

full

full

full

full

full

12

12

12

12

12

12

12

12

12

12

12











play.

 

 













full







  12

12









C 5 3fr





A 5 open

Bb5







C5

    



 

 





  



 



    

    3

10 13 10

13

10 13

















             full

full

D5



12

12 10

12 12

10

9 12







C A 5 5 3fr open

 



      

 13 10

12



13



1/2

13 10 13 10 13









P.H

13 10 13 10 13 10 13 10 13 10 13 10 13 10 13 10

Sorgdal





1/2



 

11









full







12

D5







full





      

 



This

full

C5

full

13

full

13 10

C5

Bb5













  

full

full

full

13

13

13





   





 







  







   





3

10

13

10

8

 









 

full

full

13

13













 







10



13



13













w/open wah

5

Gtr. 4 (elec.)









 mf



D5

Bb5

    

    

*



 





  





 

* 17

*

Sorgdal



 







 

7

9

5

7



 



full

*17 17 17 17

5

5



7

7

5

5

        



hold bend and *R.H. finger tap at 17fr full

   

     



   

full

w/slight dist.

C5

hold bend and *R.H. finger tap at 17fr full

   



full

5

5

 

   

 

 

10

3

5

7

5

8

1

3

5

3



 

D5























 

  



















C 5 3fr



A 5 open

Bb5













  

 



    

 

   

 

9

9

7

9

7

7

5

7

  



 

 

full

full

full





 

 full



 

   

 

10

3

5

7

8

1

3

5

C A 5 5 3fr open



 

 full



 

 full



 



      



 

 







full

full



8

  



 

8



Sorgdal

 

7

D5

   



6 7







8

   





 

full



C5

  



 

   

 

5

9

9

7

9

10

3

7

7

5

7

8

Bb5

C5

   





 

  

 

 









  



  

  

       3

9 10 9

9

10

12

10 9

9

9

10 9



12

10

  

   

 

 

3

5

7

5

9

9

1

3

5

3

7

7

C A 5 5 3fr open

      

   

 

  

C5

   







 

Bb5





full

full

Repeat w/adlib solo to fade

                  

 





        3    

12

12

12

12

10 9 10 9

7

9

9 7

12

7 10



   

 

7

9

5

7

   



3

full





12

D5

Sorgdal

   

3

12 10 9 10

   



 

     3   





 



7 10

7 9 7 10

10

   

 

   

 

 

10

3

5

7

5

9 9

8

1

3

5

3

7 7

 



 

 

Shinkicker Words & Music by Rory Gallagher E5

E6

B5

7fr

Intro

7fr

B6 7fr

C#5 7fr

D

A

9fr

5fr

B 5fr

q = 154 µ [E5]

Gtr. 1 (elec.)

                     f

         

D5 7fr

9 11

9 9

9 9

11

9

9 11

9 9

9 9

11

9

9 11

11



  





  





9 9

9 11

9 9

9 9

9 11

9 9

9 9

9 11

9 9

11

9





9 11

9 9

11

9

  





9 9

9 11

9 9



  





9 9

9 11

9 9





9 9 11

   

9



11

9



Gtr. 2 (elec.)

   

 Gtr. 1 plays Fig. 1

 









1. Well,

9

9

7

7

7



 

 

9

9

9

7

7

7

 

 

 

9

9

9

7

7

7



11



9

 

11

Fig. 1

9



     

9 9



  

5fr

      

   9

D6 5fr

w/dist. 9 9

9

E 7fr





in

the





w/dist. full

 Sorgdal

9 11

© Copyright 1978 Strange Music Limited.

0 0



$ Verse

E5

Gtr. 1 + Gtr. 2





E5







    

shin C.

     2º Gtr. 3

E6



  kick C.

-





morn ma

-

E6

E5







ing, ma,

  

11 11



E5







  







B5











7 7



7 7

7 7

9



8

E6 E5



 

    







 







 12  12

12 12



12 12

14

B6

B5







11





Sorgdal



10





got - ta



I’ll I’m

E6

E5















full

11

11

11

11

11









11

12

12







E5





a - woke me









   

















 



ma - chine and I’ll up with you with

be my



E5











E5











E6

E5















on my light - ning



way. wheels.



Well,











a It’s



1/2

11

11

B5



full

11

B6











up eggs

at

the and



1/2



11

B5









dawn, grease,





full

11

11

B6

B5







1/2

 









burn - ing cold black

 

full

11

E6 E5

       



P.H. 1/2

full

11

E6 E5



P.H. full





6 6





E6







full



 











ride on my gon - na catch





E6



B5

4

full

E5



 

B6

B5





full

E6



B5

kick start to - day, mo - tor - cy - cle queen,



Oh! Yeah.

            9



                           

full



B6

 



13

P.H.

  



B5

C©5



           



          



1/2

E5



14

B6

E6

   I

          







 



 



E6

 







fe - ver, cof - fee,



full

11



B6

B5





B6





     full









full

7 6







4 6

B5

6



I

C©5





   

   

B5















did - n’t have stop in at













E5











 



a choice, I had to the truck- stop, I don’t





  



car - ry wan - na

E5













on. sleep.



E6

E5







         

 







E6



  P.S.

full



12 11

X

E6 E5



   

  

E6 E5









E6 E5

 







Well, Well

it’s

my a

E6

E5

            



en - gine’s ov - er - heat shin - kick - in’ morn -

              P.S.











  







   







B6 B5



run - ning out turn up the









of gas, heat,

    

 



B6 B5







  





12 12









10



  



   full

12 12

12

12 14

14











    





      w/bar   10 11 11

11



I I’m









 

 Sorgdal

   



 

E5











slow and





fast.



  



E6

E5





11







E6











E5







Hey!



on - ly got (the) two speeds and it’s rac - ing all the truck - ers and I

To Coda Ø B5



C©5





   

11 9







I’m gon - na

14

B6 B5



and I’m





14

       



E5





full

12



E6

  



0

B6 B5

E5

full

12 10 12 10 12 10

B5





ing ing,

E6













E6

E5













E6

E5











Well,

I

Bridge

D

A





    

   

got



 



to find

a

  

      

 





town









that’s got some





ac

   -

  







tion.

 



 

 



 







I

               





 

(1º) Gtr. 3 (elec.)

w/dist. full



5 7

D



     



 

to



 



     got



find

a



   

    

place







5 7







7



 

     



right a - way.



rake





Oh!

      

   

 

full

0 2

4 2

0

E5

E6 E5



   

         full

 

E6

E5

E6 E5

 



   

4 2

4 2

E6

E5

B5





     

 

             

B6 B5

B6 B5

 



        



3

full

full

full

12 12 11

full

full

12

12

full

12 9

11

11

11 9

11 9

9

12

12

12 10

12

9

10

12 9 10 9

11

11

9

11





B6

B5









B6

B5

C©5







               full

full

12



5 7

B

late

full

2

Gtr. solo

Sorgdal

5 7

full

A





that’s op - en











full

11

11



B5

















E5









               3



9

8

9

8

9

8

9 11

9

9 9

11

11

E6 E5

E6 E5

E6 E5

       





full

full

 

    

11





9

11

9

9 11

E6

E5









12 15 12

12 14

16

14

9

9

B5

   



full

full



  

 full

















 

11 9









9

11

11

B6 B5













 

7

9

9



B6 B5





 





 

5

8

8

6

6

6

0

0

              







      

10

7

9

10













E5









9

10

10

9

7

9

7

E6 E5





    







 







 

E6

E5







7

9

7 10

9

E6 E5







full



7

E6 E5



    



 

full



15

E5

E6 E5



15

14

 

9



12 15

full

E6



10

0

B6 B5

B5



10

16

B6 B5

C©5



E6 E5

9

E6 E5



full



  

15

11

               

   

E6 E5

             3                       12

   



E6 E5

  

full







 

full

E6 E5





   

full



 



E6 E5









      



full

full



10

B5

    

Sorgdal





B6

6

B5

 

14

12 12

14

14

12

14

11

12

    

13

14

14

B6 B5

     12

0 12 0

B6 B5





B6 B5

  



 

12

C©5

     





3                   3

11

full

11 12 11 14

11 14

full

19 14 12

12 13

14

19

full

19 19

19

19 17

B5



E5



   





           full

19











E6

E5









E6

E5











full

19

19

E5









      

E6



E6

E5















3         Well,



19 17 16

17

16 17 16 14



 

12

14

19

 D



Bridge



    

   

got





to

find

 



  a



  

    



town









that’s got more

ac

   -





   





 D5



       



 



D6 D5



   

       

to

find

a

place

 7





stays op - en

B









right a - way.

  

 7

7

D.S. al Coda





     

late

ØCoda

E5



    









   











  



Yeah!

 

7 6

E6

E5









 



full

19

full

7

A







E6

E5

8













full

19

full

19

9

E6

E5

























I

5

7 7 5

   

Sorgdal

D5 D5

 

full

7

D





5

got



        

tion.



  

full





A



    

I







E6

E5











You





I’m





know



 





full

full

full

full

full

full

full

19

19

19

19

19

19

19

  

C©5

B5







   

    









rac - ing all   

























the

truck





E6 E5

    





-



ers

and

I









E6 E5











full

them



beat.



C©5



     











   







   

Rac - ing all the truck - ers and



full

19 19 19



I





full

19 19

got





E6 E5











full





      

    

full





 



E6 E5







Oh.

        





E5

19 19

19

cont. ad lib sim.

B5

E5





      









got them

     





beat.





 

   

Sorgdal













E5







19

 



E6



E5







 



E6

E5











            

full

full

full

full

full

1/2

1/2

1/2

1/2

1/2

1/2

19

19

19

19

19

19

19

19

19

19

19

E6 E5 E6 E5 E6 E5 E6 E5 E6 E5 E6     

E6 E5

 19

E6

Oh.

full

Gtr. solo

E5

              





E6

E5

E6

E5



17 19

19





19

    

E6 E5



E6

E5





18



E6 E5

E6





E5

E6 E5



E6 E5

E6 E5

 



E6





E5



 

 *

12 11 2 0

9

* w/tone control

                    E6

E5

E6

3

full

E5

3

full

E6 E5

3

full

full

full

full

full

 

E6

E5

E6



E5







8

11





E5

E6

E5

           

 

3

3 full

3

full

3

full

full

full

12 11

E6 E5

 

full

E6

full

E6 E5







E5



3

11

     

E6

E6

E5

 

 

 

 

2 0

2 0

2 0

2 0

P.M.

E6







0



4 2 0

E5

2



2

                                 E6



E5

0

E6

0 0

1

0 0

1

      E6 E5

Sorgdal



E6 E5

4

E6

0 0

1

E6 E5



E5

0 0

1

E6 E5







  

E5

0 0

0

1

0

E6



16

0

7

0

1

0

1

E5

0 0

E5

1

E6

0 0

1

1

E5

               0

4

E6

0

0 7

0

0 7

0

0 7

0

0 7

0

7

E6

E5

E6



E5

E6 E5

                

0 0

0 7

0

0

7

0

E6 E5

E6 E5







E6

E5

 

0 7

0

7

9



 9

13

9



                                      E6



E5

E6

E5

E6

9 10 9

9 10 9

11

E5

E6 E5

E6 E5

9 10 9

11

11

9 10 9 11

9 10 9

9 10 9

11

11

9 11

11 9

9 11

   

  E6

E5

E6

12

12



E5

 

   







E6

 

full



E5



E6

 

full

12 11

E5

11

E5

3        

full

12

E6

full

12 11

11

11

9

9 11 9 11

E6

E5

E6 E5

       full



E6

 



E5

E6





 11



E6 E5

          full

 16

12



full

14

14



15

12

15

14

12

12

15 12

12 15 12 14

E6 E5

E6

E6 E5

full

full

12 12 12

14

E6 E5           

E5



15

11

14

       

full

9 11

E6 E5  E6 E5 3         

   

E6 E5 E6 E5

12 15 15 12 14

 

E5

P.H.

P.H. full

11

E6 E5



E6



9 10 9

E6 E5

Sorgdal

E5

12 12 11 11

full

12 12 11

12 12 11



E6

  

E5

E6 E5

E6 E5

E6 E5



E6 E5

E6







E5







I’ll                                          full



full

full

full

full

12

12

12

12

12

11

11

11

11

11

full

12 12 12 12 12 12 12 12 12 12 12 12 12 12



B5



  





   



















on

my









ma- chine and

I’ll

be

 

ride

full

full

14

14

14

 

E5









on

my

















 













  







E6

E5















E6

E5







C©5







12

12

11

11









9

9

11

11

11

E6 E5

 

  

    



E6 E5







 



                





full

19

16

19

17 19 17

19

16





ma - chine and

I’ll

be



14

14

E6

E5





 

     



full

full

12

12

12

11

11

11

E5





 







on

my













way.







   

     

full

19





  







E6 E5

   19



E6 E5



full







full

11





on my 

full



B5

ride



14



full

12







11

14

full

Sorgdal

E5

full

I’m gon - na                



E6

      

way.

full



full

12 12 12 12 12 12 12 12

14 14

C©5 Outro

full

17

17



C©5

   

    

   



Ride on my ma -chine and I’ll be







B5

E5









on

my

      

     











E







way.



  





         

9 9 9 7

7 0

    

  

  

  

full

full

full

full

7





  



full

12



9

9

 

9

9  11

 

9

11



full

12

12

11

11

11

 

   



full

full

full

full

full

full

full

full

full

full

full

full

full

full

full

full

11

11

11

11

11

11

11

11

11

11

11

11

11

11

11





11





















*                  full

full

full

0

Sorgdal

Freely



 





ad lib.

  



 



Yeah!

 



 





11

11

11

* 16

  

* pick scrape









  















   



















 

 

  

(feedback) 0 0 13

9 9 9 7











Slumming Angel Words & Music by Rory Gallagher

B5

D5

A5

7fr

Intro

Bm

5fr

G5

5fr

7fr

D5/A 3fr

E5

Asus2

7fr

Em7/B

7fr

Bmadd9

7fr

7fr

q = 132

                                    *Gtrs. 1 +2 (elec.)

mf



let ring... w/slight crunch + chorus 7 7

8 7

9

8

7

7

7

8

7

9

8

7

9

7

7 7

7

9

9

D5

A5

9 7

9 7

9 7

9 7

0 0

7 5

7 5

$ 2.







    

Sorgdal



9 7

7

9

8 7

9

         

B5

f

9 7

7 7

8 7

9 7 7

                           

8 7

*composite part

B5

 

8 7









7 5 5 5



1. You’re like

a

5

7

7

9 7

9 7

             

9 7

9 7

 



  



D5



slum - ming an - gel 2. Slum - ming an - gel (3.) slum- ming an - gel

lost lost found

on the on the on the

wrong wrong wrong

         

9 7

 

9 7

9 7

9 7

7 5

9 7

9 9 7 7

Fig. 1…

9 7

9 7

9 7

0

0

A5

 

 

9 7

9 7

 

  

9 7

9 7



            9 7

9 7

Verse

B5



7 5

10 7 7 9 7

1.

7 5

 



 

  

5

7 5

7 5

7 5

9 7

 

Bm

      





side of town. side of the tracks. side of the tracks.

     

       

9 7

9 7

D5





A5

tell your take the take the

 

7 5

Bm



man, turn time to time to

 7



7 9 9 7

9 7

9 7

9 7

9 7

9 7

9 7

      

9 7

9 7

9 7

9 7

0

0

G5

 





down show show

the you you

sound. back. back.



 Go

 

      

       

5

7 5

7 5

5 3

5 3

3

  

9 7

9 7

5 3

D5/A

  

 

5 3

 

  





9 7



5 3

5 3

5 3

2

E5

   

aren’t you a - fraid? too high. flying where you ought to go.

    

 

 

let ring...

7 0

9 7

7 0

blown a - way like end up dying like don’t you know, You’re like

a a a

  0

0







2



3



2

7 0 0

    

  

9 9 7 0

9 9 7 0



slum - ming an - gel

lost

 

  

        

9 7

7 7 9 7

9 7

9 7

9 7

0

0

7 5

2

3

5

Asus2

   

you might get you might just a - round here

  

D5

3

 

A- round here A- round here Things have changed

0

 



      

7 0

B5









but

10 7 7

        Sorgdal

9 7

 

       

        



9 7

the pic - tures, the poor kid the poor boy

 

You’re act - ing wise Don’t burn your wings home to your daddy



3° w/Fig. 2 fill sim.

          

see ask ask





7 5

 

  

9 7

    



   

9 7



Just wan - na I saw you I saw you

      

7 7 9

to to



 

        







 



0 2 2 0 0

A5

 

 



on the wrong

     7 5 5

5

7 5

    7 5

5

7

To Coda Ø 1.

B5

      

   

2.

 





side of town.

         



  









7



9 7

D5

9 7

9 7

9 7

A5

9 7



 



don’t

you know

your



    

7 7

9 9 7



     

7 5

7 5

B5

7 5

7 5





    

Slum-ming an - gel

9



   

      

9 7

9 7

Gtr. 2 w/dist.

 

9 9

7 9 7

7

9 9

9

7 7





way







9 7



Bm



    





Fig. 2

0







a -round?

9 7

9 7

0



Yeah!



  

  

           

                

7 5

7 9 9 7

9 9 7

9 9 7

7



Solo



            

Gtr. 2 w/dist.





…Fig. 1 ends

7

B5













7

9

9 9 7

9 9 7

9 9 7

9 9 7

9 9 7

D5







9 9 7

9 9 7

9 9 7

A5



    

9 9 7



9 9 7

9 9 7





  

10

7

Gtr. 1

X X













f

Gtr. 2 plays Fig. 1

full



7







  

                9

9

        







1/2

7

7

7

9

7 9

10

7

7

B5



         



P.M.

7 9

7 7

                 A5

full

G5

  

1/2

full

9

7

9

7

9

9

7

9

7

9

1/2

9

9

7

9

7

9



   









P.H.

9

 7

9



cont. sim

7

7

D5



7 9



Sorgdal

7 10

B5



9

10

10

  7

9

         3                    Bm

D5/A

E5

3

9

7

7



9

10

9

7 9 7 10

     

9

7

9

7

3

  

9

7

6

6

7

9





1/2

7

7



        B5

7

9

7

9



    

D5

A5

7

9

7

7

10

7

7

Bridge

[E5]

 



Straight

     Gtr. 2

9 9 7

7

7 9

B5

       

9

9

w/octave divider + slight P.M

7

9



full

10 7 7

10

    

B5

open out



7

3

3



     A5

  

9

9

9

7

7

9

7

7

9

D5

1/2

6 11

  



9



7 9







P.H.

9



1/2



7

      

B5

3



Sorgdal

10

9

A5    



1/2





7

10





P.H. 1/2

7







full

9





full

10

10



9





full

5



7



full

10

5





full

10

10

11

9

9





out

of











hea - ven







don’t

you

know









where

you

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

7 7 7

9 9 7

7 7 7

9 9 7

7 7 7

9 9 7

7 7 7

9 9 7

7 7 7

9 9 7

7 7 7

9 9 7

7 7 7

9 9 7

7 7 7

[B5]



   







stand?

    







9 9 7









9

7 7 7





no

7 7 7

9 9 7

won





7 7 7

9 9 7

-





col -oured glass - es,

     

         

9 9 7

7 7 7

5

7

5





7

9



9

side of

town.

9 7

7



       

  



    

Slum-ming an - gel

7 7 7

9 9 7

7 7 7

 



10 12

10

9 7





3. You’re like

a





  

    

lost

on the wrong

9 7

9 7



 

 12



D.S. al Coda (no repeat)

D5

         9 7

9 7





Yeah!





 



Gtr. 2 cont. w/rhythm

10

9 9 7



der - land.

B5

 

 

7 7

 

9 9 7



7 7 9 7

7 7 7

6 7 7 5

0

           

10 12

9 7

7

   



  

9

  

B5

  

Sorgdal

-



[A]







is

9 9 7

7 9

ØCoda



 

7 *composite part

                 

    

7

9 7

   

rose

         





9

B5





Take off those

7

9 9 7



Gtr. 2 cont. w/rhythm

this place





*Gtr. 1

let ring...

   





3









[E5]



  

0

7 5

0

A5

     7 5 5





Slum-ming

  an

-

  

7 5

5



7 5

7

7



gel

 

 

       

9 7

9 7

9 7

10 9 7

9 7

0

0



D5









B5





let

   

A5



  

me show

you

 



a - round.





 

  





full



















10 9

9

7

7 5

B5 D5     

   Outro

A5

B5

  





             



3

Gtr. 2 cont. w/sim. rhythm

10 7

full

10

 



full

10



7

P.H.

10 11



9

9

7

9

X X

                          P.H.   B5

D5

A5

B5

full



7 7

9

7





7

5

7

5

7

9





full

0

9

9

Gtr. 2

3

 

B5

E

D

B

E

D

3

3

4

3

3

4

9fr

7fr 3

7fr

9fr

7fr







7fr 3





3







3





9

7

9

7

6



Gtr. 1              



B

w/octave divider (8vb) full

full

7



9

7

9

7

10 9

9

   

 7



 9



 

Bm





Bmadd9

full

7 10

10

Freely Em7/B

Sorgdal

7 9





7

9

9

  





Yeah!



full







9

7

9





           3

7

7

  



3

      



7

9

7 9

9

7

7

9

9

7

9

7

9

7 9

7

9

9

7

 

Sugar Mama Words & Music by John Lee Williamson A7

A7*

A

D

A*

8fr

Freely e = c. 126 A7

         mf



7 8

E

E7

Bb7

5fr

   

8 9

8 9

8 9

0

0

0

 

7 8

 

 

3

3

  

             

 

8 9

8 9

9

0

0

0



10



9

8 9

9

9 9

0

0

0

0

 



 

Sorgdal





  1/2

10

10 7 8

8 9

8 9

8

0

0

0

8 9

9

9

9

0

0

0

0



6

5

6



   full

5 5

5

  

0 0



me su-gar ma- ma,

 

   









Oh

now,

  

  

2 2 0

0

mp

0 0





 



5

X X

       tell



12

0

A





            Verse

   

3







0

full



8

9

                                     

8

10

10

8

9

   

full

X X 8

      



           Where in the world you get your



su- gar from.

 





 

0 0

0 3

3

3

0

0

3                                                  

A7*

5 5 5 5 5 5 0 0 0 0 0

5 5 5 5 5 5 5 5 5 0 0 0 0 0

0 0 0 0 0

0 0 0 0 0 0 0 0

0



2 0

2 2 0 0

2 0

2 0

2 0

2 0

0 0

0

5

5

3

2 4 2 4

0

0

0

0

0

      

D

 



        

0

0

3        

3



 

Tell me su-gar ma- ma,

    

Where in the world you get your su - gar from.

                

   

1/2

2



2 3

0

X X X

7 0

E

 

7 0

7 0

7 0

7 0

E7

7 0

7 0



7 0

7 0

7 0

7 0

7 0

2 3

2 3

2 3

 7

    1/2

14



   

 



5

A

mf

Sorgdal

2 3

3 2

                      

10

6

X 0

5

D





 

7 0

7 0

1/4

10

10 8

12

9 X X

3 3              

       2 0

2 0

   

full

I been work - in’ on your dad - dy’s su - gar farm.



 

6

0

        

3 1 2 2

X X

2 3

full

14

0

                    3 1 2

2 3 0

Way down in Lou - i - si - a- na,

0 1 2 2 0

2 3

   

3

                     5

2 3

0

A*



2 0 0

E



2 0 0

2

 

  

2 0

2 0 0

              5

2 0

5

5 7 0

0

0

0

0

0

0

7 0

5

5

7

1/4

a tempo A*

 

      



     



    

They’re brag - gin’ a-- bout you babe, he, he, he, he,

 

  

6 7 0

  

     

full

7

7

5 7

0

     

      



  

brag - gin’ a- bout you all o

-

ver

    1/4

5 6 7 0

6 7 0

 

5



7

3



    3  3         3  3              

town.

     

full

full

15



17 6 7 0

D

 

     

14 12

12 14 12 14

15 13 14

14

12 14 14 12

12

14 14 14 14 14 14 0 0 0 0 0 0

       Brag - gin’ a-bout you babe,

 

13 12 14

14 14

14

   



            3



2 3 2 0

7 5 5 3

[A]

     town.

  

5

5 7

7 0

brag - gin’ a- bout you all

3 3          

5 0

7

5

7 5 7 5



Sorgdal

7

7

5

7

7

o - ver

   1/2

7

0

7





3      3                                        15 13 13 12 12   12 14 12 12 14 12 14 12 12 14 14 14 14 14 14

 

full





 3      

1/4



0

X

X

15

14

14

14 12 14 12

12 14

15

14 14 14 14 14 14 0 0 0 0 0 0

E

      

  

      

           

They sit a-round drink - ing whis - key

  





2 0 0

0 2 0



they just love what you’re pull - in’ down.

3

    

3 2 0

0 2 0 0

0

2

4

0

[A]

[A7]

[A6]

[A(b6)]

   

 

7 0



4 0

3

3

0

0

0

0

hey,

  

6 7 0

3

E

   

Yeah,

          

 

5 0



A*







             D



hey.





     



6 7 0

X 5 5

7

5

0

                  3   3        f   

[A]

 

full



      3     3       

full

1/2

12

15

14 12



12

15

15 13 15 13

15

13

13 15 13

14

12 14 12 12 14

12

13 12 14

12 14

14 14 12

14

12 14 14

X

  3  3  3 3    3            3             

full



15

15

13

13

14

12

14

12

12 12

11

11

14

12

12

12

14

16

4

X

14

12

1/2

Sorgdal

12 14

14

           

12

14

11

11

1/2

11

1/2

11

1/2

11



                               

1/2

11

1/2

12 11

11

1/2

1/2

1/2

1/2

full

full

full

full

full

full

12

12

12

12

12

12

12

12

12

12

11

11

11

11

11

11

11

11

11

11

full

3

11

11 9 9

4

10

  

                                 

[D]



3

3

3

3

5 5

7

5

7

5

5

5

7

5

7

5

7

5

7

3

3

5

7

7

7

7

9

7

9



full

5

7

5

7

7

5

5 7

7

5 7

5 5 3  5  5                                        3



3

3

8 8 7 5 0

5 4 0

7

5

7

5

   6          

 

5

7

5

7 7 7 7

7 5

5 7 5 7

3

3

3

3

          

5 7 5

5 7 5

5 7 7 5 7 5 7

full

full

12

12

full

full

full

full

full

full

12

12

12

12

12

12

10

10 11

   3 3   3   3 

7

2 13



9 11 9 11 9 11 9 11 9 9 11



[E]

 

 

                 1/2

1/2

17

20

20 17

20

17 17



18

[A]  3 3  3                         3

3

3

3

 

full



5 7 7

0

[D]

Sorgdal

7 5

7

3                          

14

5 7 7

5 7

7 0 0 5 7

12

8 5 7 5

7

8 5

full



5 7 5 0

5

5 7

0 5 7

[A]



7

5 7 5

5 5 7 5 5 7

5 7 7

7 5

5 7

8

1/4

1/2

5 7 5 7 5

5 7

7

5 7 5

7 7

7

5



2 2 0

       mp

5 5 5

5

7

1/4

[A]

 

  



            3

I like my cof - fee sweet in the morn - in’,



    3   3     



you know how I like my tea at night.

            



1/2



5 7

5

5 5

5

X X

7

      3        

D



 











 

Harm.





     

f

I like my cof - fee sweet in the morn - in’,

      

full

12

12

0



2 3 2 0

3 1

3

0

 

         

      

A7







You know how I like my tea at night.







Yeah,

        3 3 3                            mf

2 3



2 2 2

2 0

2 0 2

0

0 0

E

 

     

 





f



0

3 0 3

   

      

full



15 13 14 0

14

14



2 3 0

5

7 0

7 0

3

I just want

3

7

0

   

15

Sorgdal

3





0

[D]

      

come on Lou - i - si - a - na,

 

2 2 2 0 0 0

 3     you to treat me right.

 

    A

[A7]

[A6]

[A(b6)]

A

 

E

                   



 12



2 0

0 3

   [A]

 

0







3

  





full

0

3

2

2

2

0

2

2

1

1

  







full

15

1



12

14 12



12 14 12 15

15

0

  





full

15

2 0

0

1

   3           

full

15

0

12



  





full 15

   3        3

full 15

15 12



12 14 12 12 14

12 14

3 3      3                                                3

3

full



1/2

15 13

15

14

13 12 14

12 14

14 1412

0

12



14 0

7 7 7 7 7 7 0 0 0 0 0 0

    6      6        

5

7 7 7 7 7 7 0 0 0 0 0 0

6 6 6 6 6 6 7 7 7 7 7 7 0 0 0 0 0 0

7

7

5

5 7 5 5

7

7 0

3                   

[D]

3

3

3

3

3

1/2



5 5

7

5

7

8 5 7

5 7

7

7

5

0

5

5 7

7

5 7

5

7

5 7

5

5 8

5

5

7

7

7

7



(Feedback)

A                                                     X 12

Sorgdal



2 4 2 2

4

2 4

2 4 2 2 4

2 4

2 4 2 2 4

2 4

3

2 3 0 3 0 3 0 3

2 2 0

7

9

12 14 12 0

      

 3   3                3    



full 1/2 15

  

15

13

13

12

14

12

13

12

13

12

13

12

13

13

12

13

12

13

12

12 14

E

[D]

3

                          



12

14



3              full

5 2 0 0 2

0

5

2

7

5

full

full

full

7

7

2 2 0 2 0 2 0 2 0 2 0 2 0 2 0 2 0 2 0 2 0

0

3    3                                        full



full full

full

full

full

full

7

7

7

7

full

8 7

7

5

5

5

7

7

7

7

7

5

7

5 7

7

5 7 5 7

  

A







      

5

4

4





3

 



                                          

2

Su -gar

(Strike body of guitar with fist)



2 2 0



2 2 0

A*









ma - ma,

    

Sorgdal



6 7 0

 

 

2 2 0

2 2 0



2 2 0

2 2 0



 7

7

2 2 0

2 2 0

  su - gar

   

5 5

2 2 0

5

2 2 0

2 2 0

 

2 2 0

2 2 0

2 2 0

2 2 0



6 7 0

 

2 2 0

2 2 0





ma - ma,

 

2 2 0

yeah,

 

2 2 0

 hey.

Su - gar

   

7

5

5 7

 

 1/4

5





D





 

ma - ma,

   





 3             



[A]

 





su-gar



                      

ma - ma,

 

   

   

full full

full

full

full

full

full

full

1/4 15



3 2 0

10

12

13 15 13

15

12 10

12

12 12

     

 



13

12

12

13 15 13 15 13 14

15

15

13 15 13

15

14

13 14

14

10 11

[E]

 

13

    

 

come on Lou - i - si - a - na,

D





   

hey,

3



    



2

0

2



  

   

3 2 0

0

0

2 0

Freely µ





 



 

Ooh,

 



 





 



15

15

13 15 13

14

13 14

12 14

14

14



3 3  3   3   3  3                  

 

full

15

12 14 12 2 0

           

full

3

12 14

12 14

       



I just want you

      3            full

15

A

ooh.

 

14

    Sorgdal

ooh,

full

a tempo



      3                  

ooh,

full

15



15 13

13 12 14

12 14

14 14 12

12 14

14 12

17



to treat me right.



2 2 0

Bb7

A

1 3 1

2 2 2 0

           0

      

Tattoo'd Lady Words & Music by Rory Gallagher

Em

$

Gtr. 1 (elec.)

q = 130





Em

  



f



  







C



















they’re real



















my fine











































push the wick - ed









came















and tried

to





 Sorgdal







 fall





C

 





































When a

I





Em

 











Em

 











-





for









by



C



a









 















But











the pearl - y

 



queen.





















 





Em



   











 

D













 

The law







Yes

I’m











won - der the police

Em

C



Em



 a

soon she had the







could Where I Let me tell you a - bout







was lone - ly, death cheat - er, some kind - a







D

    



 









  

Em













ba





if you got an - y, you’ll meet me down she’s no baby.

   



fair - ground D. A. cheer - ing,



















at the shoot - ing gal - le - ry. close the side - show down.







pen - ny Sa - die,





beard - ed ba - by, the fire - eater is

       









I could al - ways be. for me. save a seat







Yeah, he’s

D











fa - mi - ly. sight to see.





    

 

some -thing told me where cen - tral heat - er. Be sure to





C

1. Tat - too’d la - dy, loud- speaker, say

 

      

 





Em





w/crunch dist.





Em7

Verse

Thank - you! Two, three, four.



D







what made chief wearing









me











 



 I

D

 



cont. in stave

 

    





spent my

    

youth

un - der a

            2 0

2 0

4 0

2 0

2 0

[E5]

 

 

4 0

roof

2 0

2 0

4 0

2 0





   

   

   

   

       

 



9 9 9 7 0

9 9 9 7 0

9 9 9 7 0

9 9 9 7 0

9 9 9 7 0

7 0

7 0

0 0

9 9 9 7 0

[E5]

     



7 0

 

    



mf 5 5 6 7 7 5

2 0

5 0

2 0

4 0

2 0

       From the

ca - ra - van



    

4 5 6 6 4

2 0



roamed

4 0

2 0



I’m

not

 

 

 

2 0

2 0

4 0



    

from

2 0

   

   

   

4 5 6 6 4

4 5 6 6 4



    4 5 6 6 4

    4 5 6 6 4

2 0

4 0

to town.

9 9 9 11 11 9

2 0

    7 7 8 9 9 7



    



fool

-

say

I

   

 

 

2 0

4 0

2 0

in’ when

I

5 0





etc.                  4 5 6 6 4

         

9

[G#m]



I hear the fair - ground band

4 5 6 6 4

town

  

[C#m]

  

[B]

[B]

got the school - bell sound.

4 5 6 6 4







   

[A]

4 0

Nev - er



  

2 0

I



      

                         2 0

 

[C#m]

got no school - in’.



2 0



   

2º w/ ad lib. fill



2 0

[A5]

    

Sorgdal

as

[E]

   





[C#m]



                           

can - vas

   

2 0

[E5]

   

   

2º w/ ad lib. fill

   

   

      

7 7 8 9 9 7

7 7 8 9 9 7

7 7 8 9 9 7

7 7 8 9 9 7

7 7 8 9 9 7



7 7 8 9 9 7

0 0 0 0

      

sound - ing good as they can be.

   





     



[A5]

Chorus

4 4 4 6 6 4

      4 4 2

[A]





4 4 2

   

4 4 2

[G#m]



4 4 2

4 4 2



4 4 2

to - mor - row

    

4 4 2

7

be

gone

 

 

[Em]

   



2 2 0

      

  

0 0 0 2 2 0

 

Sorgdal







[C]

      

    0 0 0 2 2 0

0 0 0 2 2 0



3

0 0

2

All

right.

 

 

 

 

 

 

   

4 4 2

4 4 2

4 4 2

4 4 2

4 4 2

4 4 2

4 4 2

4 4 2

3

3

2

3 5 4

3 5 4

2

3 2 0

 

     

 

 

3 2 0

3 2 0

3 2 0

3 2 0

3 2 0

3 2 0

3 2 0

3 2 0

3 2 0

3 5 4

[C]

[D]

  

       

0 1 0 2 3

3

0 0 0 2 2 0

0

0

0 0

2

0

0 3

0

[Em]

3 2 0

3 2 0

0

0 3

0 0

              



0

2

  

[Em]

            3 5 4

  

To Coda Ø



0 3

[Em]

       



      

0 1 0 2 3

   

4 5 6 6 4

[D]

  

0 1 0 2 3





  

 

4 4 4 6 6 4

Piano solo

[B5]

dawn.

   





by



If you look a - round

    

    

we’ll

      



I can’t be found.

5 5 6 7 7 5

  





4 4 2



You know

 

      



   

                  

      





[C#m]

 



[B5]

  

    0 0 0 2 2 0

   

  

  

  

  

  

  

 

0 2 2 0

0 2 2 0

0 2 2 0

0 2 2 0

0 2 2 0

0 2 2 0

0 0 0 0



    Solo



[A]

















full

full

full

full

















full

full

full

full

full

12

12

12

12

12

12

12

12

12

15

15

15

15

15

15

15

15

15

15

 

          



full





12

[E]

   





f full







full

full

full

full

12

12

12

12

12

12

15

15

15

15

15

15







full

[E]

           

[E]

[C#m]

[B]

full

12 12

[A]

14

14 12

12

14 12

12

12

14

14 12

3                                     3





12 14 12 15 14 12 13

13 13

             [E]





12 13

13

15 14 12 15 15 14 12 15 14 12

14

14

14



[C#m]











full

full

9

9

9

14 12

  



 full

14 12 14

[B]

      



[A]

14 12 14

full

12 13

14

12 14 12 14

full

10 7 7

9

9

9

9

7

9

[C#m]

[G#m]

3                    3                      

Sorgdal







3

5 7 5 5 7 6

5 7 5

5 6

7 5 2

4

5

7

5

4 5 4 6

4 6 4

4 6

4 6

4 4 6

4 4 6

4 4 6

6

6



[A]

3 3                        

     

5



2 2

2

2

2 2

2









full





full





full





full

7

7

7

6

6

6

6

6

6















C



   

 

 Sorgdal





   

















 





I

could











push

the











 















 

When

I

was

lone - ly,



 







 at

I

hear

it

on

the





Em

 















C









6

2



D











C

















the shoot - ing











gal - le - ry.

Em









my























we had





 

fa - mi - ly.







D



 







where





Well

I







     

some - thing told me





Em

      











they’re



  

0 0 0 2 2 0

ba - by,







4

if



4

       cont. in slashes



be.



















pen - ny





       











2



al - ways





4







 2.

beard - ed

Em



















4 6 4

D.S. al Coda [Em]





0

3. Tat - too’d la - dy,



6

6

 

ØCoda

 

4 5 4

full

7

Em

5

0



7

Verse



7

2



4 5 4

6





5

[B5]

full



4

7 5

[G#m]

     

2 2

7



5 6 7

   

[C#m]

3



   

[B5]







Em7







 

could









D





an - y, you’d meet me down











Ta - too’d











la - dy!

cont. in stave







[Em]

   





  

full

  

Sorgdal



















[C]



full

full

full

full

full

full

full

full

12

12

12

12

12

12

12

15

15

15

15

15

15

15

15

15

15













full





full





full





full







full





full



full

[D]







full

full

12

12

12

12

12

12

12

12

12

12

15

15

15

15

15

15

15

15

15

15















full





full





full





full







full





full





full





full





full



[Em]



full

full





full

12

12

12

12

12

12

12

12

12

12

12

12

12

15

15

15

15

15

15

15

15

15

15

15

15

15







full







12

full







12

full







12

   



f full













































 full

full

full

full

full

full

full

full

full





full

full

12

12

12

12

12

12

12

12

12

12

12

12

15

15

15

15

15

15

15

15

15

15

15

15

               

[C]



15

15

12

15

12

15

12

15

12

15

12

14

12

14















full

15

15

    3



12

  

15



[D]



 12 13 12 14

12

11

12

11 14

                                     [Em]



11 12 14 12 11 14

11 12 14 12 11 14

  

[Em]









3

11 12 14

3

12 11 12 14 14 12 11 14 12 11

14

11 12 11 14

[C]



      

14

12 14 12

3

   





11 14

12 11

[D]

    

 

1/4



 12 12

12

14

14

12 14

12 14

12

12

14 12

15

     

 

12

    

  

14

12

14

12

14

14

                   

10



12 12





12

12

14

 14

12

14

0 0

15

[Em]



Sorgdal

12 12 15

 



14

14

12 15

         



[Em]

    

14

14

15

1/4



12

14

[C]

full full

full

full

full

full

full

10

10

10

10

10

10

 10 8 10 8

                   

[D]



full full

full

full

full

full

full

10

10

10

10

10

10

10



10 8 10 8

9





8 9



10















9





























full

full

full

full

full

full

full

full

full

full

full

10

10

10

10

10

10

10

10

10

10

10



   





[Em]











































full

full

full

full

full

full

full

full

full

full

full

full

full

10

10

10

10

10

10

10

10

10

10

10

10

10

[Em]

full

0 10

0

0

8

10

0

10

0

8







10

0

10

full

0

8



[D]           

[C]

                 





10 10 10

0

10

10

10

8

10

8

8

7

9

[Em]

[Em]

    3                                     



8 7

8 7 9

8 7 9

7 7

7

9

9

 0

8

7 8

10

8

0

12 0 0

9 0 0 12 0 9 0 0



12



[C]

 0

7 8 7 9

9

                         3

[D]

0

5

0

5

0

5

0

5

0

5

0

5

0

5

0

5

0

5

0

5

5

0

3

5

5

0

3

5

5

0

3

5

5

0

3

5

5

0

0

0

0

 [Em]

   

7

Sorgdal



0



10

 0

 7

 0



10

 0

 7

 0



10

 0

 7

 0



10

[Em]

 0

 7

 0



10

 0

 7

 0



10

 0

 7

 0



10

 0

 7



[C]

 0

10

 0

  

























[D]

 





     

[Em]





full

0

0 10 0

7

0 10 0

7

0 10 0

7

0



10

10

10

  1/4

0

0

8 11

9

9

9

7

7

X

9

                [Em]

[C]

[D]







8

 

0 5

3

0 5

0 5

0 5

0 5

0 5

0 5

0 5

0 5

0 5

0 3

             0 5

3

                   0 3



0 3

0 3

0 5

0 5

0 5

0 7

0 7

0 7

3 5

3 5

3 5

5 5

5 5

5 5

0 5

0 5

0 5

0 5

0 5

0 5

0 5

0 5

0 5

0 0

0 3

[Em]

 

0 0

3

            0 5

0 5

0 5

0 5

0 5

0 5

0 5

0 5

0 5

0 5

0 5

0 0

                                   [Em]



0 5

3

[C]

0 5

0 3

0 3

0 5

0 5

0 7

0 7

0 7

3 5

3 5

0 7

[D]

0 7

0 8

0 8

0 0 10 10

0 8

0 8

0 8

0 8

0 8

0 7

0 7

0 7

0 5

0 5

0 3

0 3

[C]                                        [Em]

Sorgdal



0 5

0 5

0 5

0 5

0 5

0 5

0 5

0 5

0 5

0 3

3

0 5

[Em]

0 5

0 5

0 5





0 0 0

0 0 0



12 14 14

14

14 14 14

12 14

14

12

[D]                   







full

15 12 14

14

14

14

14 14

14

12 15 12

   

14

12

14

12

X

15

12

15

12

15

12

14

14

[Em]

[C]

                3

10 12

3

12

14

14

    

12

15

14

  3            15

12

12

14

[Em]



             

11

12

12

12



 

12 12







11



14

14

11

9

12

[D]







11

9



12





11

9

12

11

9

12

11 12 11

  





10

8

7



full

10

8

10

9

14

                        [Em]

[C]

 9

9

9

9

9

9

9

7

[Em]

                 

Sorgdal



 

 9

9

7

7 9

9

7

5

7

7

0 0 0 2 2 0

full full

full

full

full

10

10

10

10

10 9

[D]

9

8

9

     

9

8 10 8

7

[Em7]

    



8 9

     

w/vol. pedal swells 0 3 0 2 2 0





[Em]

0 2

0

       0 0 0 2 2 0



7

7

The Loop Words & Music by Rory Gallagher C7

F9 8fr

G9 7fr

C9 9fr

7fr

q = 204 iq = [qp ]e

                                         Gtrs. 1+2 (elec.)

mf



8

[C7]

w/dist. + octivider

 

8

8

9

9

8

7

8 10 8

10 10

9

9 9

8

7

10

10 8

10 10

10

10

10

[F7] [C7]                                        8



10

10

9

8

8 10

8

10 10

10

8

11

9

9

8

7

10

10

8

10 10

10

10

1.                                        

[G7]

[F7]

10

 

12

9

10 10

2.



Gtr. 1

  

8 8

9

8

    

[F7]

3   

1/2

9

8

7

8 8

10

  

[C7]

3   



1/2

10

10

8

   

full

10

8

10

8

10

10

8

10

10

8

10



             [F7]

3

8



8

10

1/2

Sorgdal

9

10

8



10

10

Gtr. 2 tacet



 

8 12 12 11 10 12

  



[C7]

10

[D7/F©]



1/2

10

8

[G7]

        3

3

10

10 9 © Copyright 1988 Strange Music Limited.

9

9

9

9

9

 10

   9

8

                                      [C7]



8 9

8 9

8

7

8 10

8

10 10

9

9 9

8

7

10

10

8

10

10 10

10

10

[F7] [C7]                                        8



10

10

9

8

8 10

8

10 10

10

8

9

11 9

8

7

10

10

8

10 10

10

10

                                      [G7]

[F7]

10



12

8 12 12 11 10

9

10

10 10

9

8

8

12

10

8

9

9

8

7 10

8

10 10

Harmonica solo



[C7]

C7

     Gtr. 1

  



    



w/clean tone Gtr. 2 tacet



 

    





 

    



    

9 8

9 8

9 8

9 8

9 8

9 8

9 8

9 8

8

8

8

8

8

8

8

8





                                    F9

Sorgdal



8 8 7 8



 

C7

8 8 7 8

8 8 7 8

8 8 7 8

9 8

9 8

9 8

9 8

8

8

8

8

     G9



10 10 9 10

10 10 9 10



  

1. C7

                       F9



8 8 7 8

8 8 7 8

[F7]





  

9 8

9 8

8 7

9 8

8

8

7

8

    

1/2

10

8

  

10

    

10

8

9 8

8

8

8

   

10

10

8

10

3   



10

10

8 8

10

[D7/F©]

 

[G7] 3



3

     



10



9

9

9

9

9

9

10





µ

3 3 3                          3 Gtr. 1

w/dist. + octivider 8

9 8

  

1/2

10

3   

 

8 9 8

[C7]

8

1/2



full





 

10 9 10

8

[F7]



Gtrs. 1+2

          

1/2

10



  

3   



2. C7

G9

 3  

  

Gtr. 2 tacet



8

9

1/2

10

10

X

X

X

12

X

X

X 14

X

X

X

15

14

12 14 12 10

12

10



8

                                 

Sorgdal



3

1

3

3

3

3

3

1

1 3

3

1

1 3

3

1

3

3

 3

3



3

   X X X

            

   









Gtr. 2





 



w/dist. + octivider full



full

full

Tap with right hand



full

11 8

9

10

9

10

 







(Gtrs. 1+2)

10

10

8 3

13

[F7]                                                 [C7]

8



8 9

8 9

8

7

8 10 8

10 10

9

9 9

8

10

10

9

8

7

10 8

10

10 8

10 10

10

10

10

10

                                               [C7]

[G7]

[F7]

10



8 10 10

10

8

9

11 9

8

12

8 12 12 11 10

7

9

10

10 10

9

8

12 10 8

10 10

11 10

10

10

                                                  [G7]

[F7]

10

 

12

[G7]

8 12 12 11

10

9

10

9

8

11

12

8 12 12 11

10

Gtr. 2 tacet 8

7

5

7

5

     C9

    



8 7 8

7 8

7 8

10

9

10

10 10

9

12

µ

          

Sorgdal

10 10 10

12

Gtr. 1



[F7]

7 8

8

3

8

8 10

     

   8 8 7 8



They Don't Make Them Like You Anymore Words & Music by Rory Gallagher Dm

Em 5fr

Intro



A7sus4 7fr

K q = 174 iq = q e [Dm]

Gtr. 1 (elec.)

 

3         

 rake  mf 





Bb7

5fr



13

12 13 12 10

       

mf





10 12

10 12







12 10 10

14

12 14 12 10

12 14

15

15



10

10 12

12 14 12 10

12 10

9

9



12

[Gm]

[A7]





13

14

       

10

12 13 12 10



          12 13

15

 15





 

 

1. They don’t make

 3   3   3   

17

15

13

15

13

12

13

12 15

10

14



cont. in slashes

10





rake

Sorgdal

12 13 12 10

 rake  

12



13

3         



10

3         

rake



10 12

      







rake



[A7]

10

rake w/clean tone

 

15





      

[Bb7]

10

[Dm]



15

3fr

3         



10

3               



12 13

Gm 5fr

[Dm]

10

Gtr. 2 (elec.)

  

A7 5fr

[Gm]

w/clean tone 10 12

Am7 6fr

3        





10 12 10 12

14

12 14 12 10

        12 14

15

15



 3   3   3   13

11

10

11

10

10 12

12

10

9



 Gtr. 2 tacet

Verse



Dm

    

   

      

Em

    





    



them like you close to you



I’m

Dm

    

 

 

 





they made you on the ground



 











 







It comes Oh how



Am7



    



      that I that I’d















no wish

Am7



for

 

 

sure. And when ly there with my feet

A7sus4

Bb7

    



   



   the mould. the air.

D 5 5fr

E 5 7fr

F 5 8fr









F 5 8fr

E 5 7fr

1. A7sus4

2. A7sus4





E 5 7fr



D 5 5fr



E 5 7fr



F 5 8fr



E 5 7fr



Bb7

 



me see

D 5 5fr

E 5 7fr



     3  



theythrew a - way lost in

 

  

    

-



   





to sur - prise could you



wan - na be love to be

    



A7sus4

 

That’s if I’m real

they made sure but my head’s



as I



 

Dm











an - y - more. not sure

    



    

  

Em



Dm

















in your vi - ci - ni - ty. in your vi - ci - ni - ty.

     2. If

I









stand

Bridge

Dm



 







Gm

 

  

Where would I









  

go,

Dm

 

  

what would I





A7sus4



 

  

do

 

if you should run

 



A7

 

 

 





from

me?

cont. in stave

Dm



  Sorgdal

 

Gm



   

How does it

show

 



 

  





Dm

  

when you’re to

lose?





 

  



A7sus4

 



A7



   

    

Will you ex - plain

to

me?

 



[Gm]



 

   mp







There’s some - thing







grow

-









[Am]





ing,



















there’s some - thing







show

-













ing.







let ring... w/pinched harm. ad lib. 3

3



5

3

5



 

  



5



5

5





There’s some - thing



5

3 5

[Dm7/F]

5

3 3





5

let

be.





[A7]

   





me

7

[A7sus4]

  

 

won’t

7







  

Yeah.













 

 

f

5



10

6

6

3

5

3

5

2

0

7

7

2

Solos

Dm



    



Em



   

 





Dm

   





A7sus4



   







Dm







                 



3

2º play rhythm slashes (Piano solo)

 

A7

full

12

10

10

12

10

10

10 13

13 10

13 12

12 10

10

9

12



Em

  







   

Dm



A7sus4



   



12

A7



Bb7



  

                                              3

3

Sorgdal



3

3

10 9

10 9 10 9

9 12 10

9 7

9 10 12

9 10 9 10 12

13

3

3

13 12 10 13 12 10 13 12 10



8 10 10

9

10





  







Am7

 





      





E 5 7fr

    



  

      

D 5 5fr





3

F 5 8fr









  





full

E 5 7fr

3

full

13



13 9

E 5 7fr





9

9

10

12

14

F 5 8fr



E 5 7fr



Bb7

 





10

14



 3    3     12

13

12







10





Am7



 











          



      3

3

3

3

10 10

10 12

10

12

10

10 12

D 5 5fr

E 5 7fr



F 5 8fr



E 5 7fr





        

12

10

10









10 10

10



10

12









12

10 12

A7sus4

full

12

10

12



 

12

2.

A7sus4

3

3

10

1.







12

13

12

D 5 5fr



10

13



 

13

12

12

Bridge

Dm



 

 





Gm



  

Where would I







  

go,

Dm



 

  

what would I

 



A7sus4



 

  

do

 

if you should run

 



A7

 

 

 





from

me?

cont. in stave

Dm



  Sorgdal







Gm

  

How does it

show

 



 

  

Dm





  

when you’re to

lose?







  



A7sus4

 



A7



   

    

Will you ex - plain

to

me?

 



[Gm]



 







There’s some - thing



 mp









grow

-













there’e some - thing







show

-













ing.







5

  





5







5

5

There’s some - thing



5

3 5

 

5

3 3





  



let

be.

 

won’t

5

7



7

[A7sus4]

[A7]

   



me













 

3. They don’t











 

3

2

make



5



6

6

3

5

5

0

7

Verse





5

3

[Dm7/F]

7

[Dm]

     









mf

 

5

7

7



you day

             

2

[Em]





them like that one



[Dm]

   







   for who





       



6

8

7

8





That’s him

          



to

5

7

7



5

7



 

  sure. waits.

And when Well that

          

[Dm]





7

7

7







 

they made you may - be so

         5

7

 

an - y - more. ev - ’ry - thing comes

7

[A7sus4]



ing,







3



Sorgdal





let ring... w/pinched harm. ad lib. 3







[Am]

7

7

7



[Em]









[Dm]







they made sure but you know

         6

8

8



  

they threw a - way it might be

          

7

5 7

7

7



5

[A7sus4]

 

[Bb7]



   the too

              

7

7

D 5 5fr

7

E 5 7fr





   

Oh Oh

how how

I I

 

  

  

  

  

7 6 8 6

7 6 8 6

7 6 8 6

7 6 8 6

5 5 7 5

Bb7













5 5 5

7

I I’d



5

8

F 5 8fr







8

7



E 5 7fr





  7 6 8 6

5 8

8 E 5 7fr



7

5



you you



could to



5









E 5 7fr





3

  

  

  

   

5 5 7 5

5 5 7 5

5 5 7 5

5



Am7





wan - na wan - na

  

  

7 6 8 6

7 6 8 6

5 5 7 5

7





7

8





in your in your





  

  

7 5 7 5

7 5 7 5



  

4. Well



 I’ve



  

  

  

  

  

5 5 7 5

5 5 7 5

5 5 7 5

5 5 7 5

5 5 7 5



heard



     7  57 5

   7 5 7 5



                                        f

Sorgdal



3

[Em]

3

3

3

13 12 10 13 12 10 13 12 10 13 12 10

[Dm]

3



13 12 10

[A7sus4]



3

full

10 12

10 13 10

9

10

7

vi - ci - ni - ty. vi - ci - ni - ty.

Outro Solo

[Dm]

5

     3  

be be

  

2º play slashes

2. [A7sus4]

cont. in stave

8

F 5 8fr

be see

1. [A7sus4]



E 5 7fr







     

3

7

 



  



that

3

 wish love

              3

D 5 5fr



E 5 7fr

 3



7 6 8 6





  

7 6 8 6

7

F 5 8fr







mould. late.

[Am7]



D 5 5fr

9 10 9

9 12

10 12

13

[Dm]

[Em]

    

  

3

   



 



3

[Dm]

[Bb7]

3           

  

3



[A7sus4]

3





full

12



13 12 10

10

10

9

10

12

10

9

10

12

10

9

10

13

10 12

[Am7] [Dm]                            3   full

full

[Bb7]

 3





 

     

3

full

full

13

10

13



 12

13 10 12 10 7

12

       

                 [Am7]

[Dm]



10 12 10 12 8

10



1/2



7 12

10

7

8

6

5

6

8

8

6

8

6

7

9 10 9

12

[Bb7]

3

6

 12

        

3

8

11

6 7

7 12

10

12

[Dm] [Bb7]                                          [Am7]

3

3

3

3

3

3

1/2

8

   

Sorgdal



8

8 6

8

6

8

10

8 10 8 6 8

6

7

              3

5 6 7

[Am7]

3

5

3

3

8 6 5 6 5 6 8 6 8 10 8 10

  

   

12 17

5 6 5 8

6

5

5 7

[even e]

3                 

[Dm]

[Bb7]



12

6

5 6 8 7

3

3

10 12 10 12

12 10 12

10 8

10 10

8

10

 12

10 12 10 12

  



[Am7]

      3

full

12 10 12

12

12

3        

rake





10 12

13

12 13 12 10





3        





10

10

         

[Gm]

12

12

12 13

15

15



3         

[Dm]







rake





10 12

10 12

14

12 14 12 10

       

12 14

15

15







rake

10

13

12 13 12 10

        

[Bb7]

[A7]

12 10 10

10



3        

        

10 12

12 10





14

12 14 12 10

9

9



10

12

12





        





10 12

3



13

12 13 12 10

        

[Gm]

12 13

15

15



rall. [A7]

       3  3    3

3

17 15 13 15 13 12

13 12 10 12 10

9

[Dm]

 

10

10 10





10 12 10 12

14

12 14 12 10

       

12 14

15

15



 3   3   3  3   

    





3        

w/vol. swells 13 11 10 11 10

10 12

12 10 12 10

0 3 2 0





rake

Sorgdal

 

full

10

rake







10

[Dm]



12 10 12

12

10

rake







full

10

Gtr. 2

  

 



12

     







13 10

[Dm]





full

12

Gtr. 1





[Dm]

3

full



        

9

Walk On Hot Coals Words & Music by Rory Gallagher

G

D5 Intro

q = 118 [D5]

       Gtr. 1 (elec.)

mf



[C5]

[G5]

     



w/crunch dist.

3 2 0

[G5]

5 5 3

[D5]

     3 0 0 X 3

 

  

    

3 0 0 X 3

3 2 0

3



3 2

2



2

5

2

 

3

3 2 0

5

3fr



 

3 2 0

3 2 0

          3



  

  

3 3 0 0 X 3

2

2

5

 

2

2 0

0



2 3 2 0

3

       



 

 

3 2

3 2 0

3 2

D5

   



Gtrs. 1+2 (elec.)

        

  3 2 0

2

2

5

    



Gtr. 2 w/crunch dist.

2

0

0 3

3 C





 

2 0

0

D5

Sorgdal





[D]

3

             

Gtr. 2

 



5 5 3

3

2

     

[G5]





 

2 0

0

 



5 5 3

1/4

2

[C5]

3 2 0

  



3 2 0

              



[D5]

[C5]

 



3 2 0

3

[D5]

[D5]

 









0

3 C A

C

3

5

3

5fr 2fr 3fr

C

D5

5

3fr

  



 

5

3 2 0

3 2 0



D5

   

C A

C

3

5

3

5fr 2fr 3fr

  

C

D5

5

3fr



 

3 2 0



D5

   

C A

C

3

5

3

5fr 2fr 3fr

  

                  

              

      

           

3 2 0

3 2 0

3 2 0

3 2 0

3 2 0

3 2 0

3 2 0

2 3

X X X X X X X X X X X X X X X X X X

3 © Copyright 1973 Strange Music Limited.

3

3 2 0

3 2 0

3 2 0

5

2 3

D5

C

C

5

3

D5

 

3fr

   

         

A C 3

5fr

G

5

2fr 3fr

 



                                 

  





 

full

full

 

full



full

full







full

8



3 2 0

3 2 0

3 2 0

8

8

8

8

8

8

7 5 7 5

C

C A C

5

3fr





3

D5

 



3

C

5

D5

5fr 2fr 3fr



 

C A C

5

3fr



3

D5

 



3

5

 

full

7 5

5

5

5 7

5



 

  



8

full

8



7

$

[D5]

Verse

     

Gtrs. 1+2

5

D5

3fr

  

D5

C

A

C

 

3

3

5

    



Sorgdal



3 2 0

3 2 0 3

5

3fr

  





3

D5

     

  1.





3

5

5fr 2fr 3fr



Well I



 lost





10 13

13

11











 

  

in which I nev - er had a chance. and I was back out on the street. all the way my horse led the field. my rabbit’s foot and gypsy ring.

               3 2 0

cont. in stave C A C

10 10



3 2 0

6

full

in a card game at the week - end at the race - track lucky penny

      3 2 0

7

D5

 

10

  

  7 7

C

5fr 2fr 3fr

8 6 7

Gtr. 2 sim.ad lib. (p p)

 

8

8 6

8

7



7 7

my shirt my job it all down throw away my

        

8

full

5 7

1/2

6

full

8

                             8







 

       

  

5 7

5 7

C

G

A

5fr 2fr 3fr

                 

      

  

7 7

3

D5



8 6 8 6

3 2 0

3 2 0 3

3 2 0

3 2 0

         

        

3 2 0

3 2 0

3 2 0 3

3 2 0

3 2 0

3 2 0 3

3 2 0

  



       

3 2 0

 

3 2 0

3 2 0

          3 2 0

3 2 0

3 2 0

5

2

3

[G5]



  



 







my shirt my job down -way my lucky

     

in at at

 

 



 



3 0 0

   

Sorgdal



3 0

0

5

 

3 2 0

3 2 0

3 2 0

3 2 0

3 2 0

3 2 0

3 2 0

3





 

3 5

 









in which I and I was all the way my rabbit’s foot





  1 3





nev - er back out my horse and gypsy

 





had a chance. on the street. led the field. ring.

 

 

3 0 0

0 0



2 0

 

3 0 0

3

  

    

     

let ring...

3 0 0 3

 



3



  



a card game the week - end th race - track penny

lost lost all a -

  

[D5]







Well I Well I Spent it Throw

3

















The No But Not

  

 

 

2 0

2 0

2

3

 

  5

0



2

0 3

 

  

 

     

 

  

2 0

2 0

3 2 0

3 2 0

3 2 0

3 2 0

3

3 2 0

0 0

[A5]



 

 

  





[G5]

 



deck was marked, the game was rigged. way to get a dol - lar it was a hoax, the mare was doped gonna gamble on my ba - by

         



   

           

2 2 0

2 2 0

2 2 0

2 2 0

2 2 0

2 2 0

2 2 0

  

0 0 0



  

         

You could not but I spend it at a length to win this los -ing

  

  

  

3 0 0

3 0 0

3 0 to0

3

3

3







tell at a glance. the roulette wheel. she fell down on her knees. streak I win. might not

  

  

  

  

  

  

3 0 0

3 0 0

3 0 0

3 0 0

3 0 0

3 0 0

3 0 0

3 0 0

3

3

3

3

3

3

3

3



  

    

2. Well I



3 2 0

3 2 0

4.

 

           

3 2 0

3 2 0

3 2 0

 

3 2 0

3 2 0

3 2 0

5

 

      

on

hot



coals

Sorgdal



3 2 0 3

2 0

3 2

0 0

3

3 2 0

3 2 0

3 2 0 3

[D5]



      

        

3 2 0

3 2 0

3 2 0

2

2

5

1 1 2 3 3 1

        Walk

on

thin

ice,

[Am]





     0 1 2 2 0

2

0

3



2

3 2 0

0 1 2 2 0

                           3 2 0

3 2 0

sleep on a bed of nails.

    



3 2 0

3 2 0

       

[F]



3 2 0 3

 

1 1 2 3 3 1



3 2 0

[Am]

  



2 3

      Walk

I think I’ll

                

 

  

[F]



         

3

Chorus

To Coda Ø

2, 4.

lost

 

         

 

  

1, 3.

[D5]

  

3

     skate on



ra - zor-blabes.





[D5]





           [F]

 



Got my

          

3 2 0

3 2 0

        

                      

3 2 0

2 0

2

2

5

2

0

3

  

[Em]





        

  

2 0

0



 







Yeah.

        

3 2 0

3 2 0

2

2

5

    



f

1/4

full

10 12

2

0

3

3



me,

1 1 2 3 3 1

2 0



3 2 0

  

be - side

NC

      

    

girl

fails.

0 0 0 2 2 0

[D7]

2

[D5]

 

Solo

2 0 3

 



2 0

3

no mat - ter what else

      

lit - tle

X

3

                               

full

10



10 10



10 10 13

13

         

    

 

10 10 13

[G7]







3

full

10 10 13

1/4

10 10 13

Sorgdal



13

10 13 10

10 10

13

10 10 13

10 10 13

10 10 13

10 10 13

10

(swung xs)





            

full

13

10 10 13

full

   

   



full

10 13

13 10 13

13

10

13 10

10 12

13 12

12

12 10 12 10 12 10 12 10 12 10 8 10 8 10 8

  

(straight xs) [A7] 

                                            

[D7]

3

full



13 10 12 10 12 10 8 10

8 10 10 12



full

12 10 12 10

10 12

12 10 12

12



6

8

8

8

6

8

6

7

7

10

(swung xs) [G7]

(straight xs) [D7]

                                  

full

8



8

8

6

8

6

6

5

7

7

5

7 5

7

 

 7

5

7

5 5

7

5

7 5

0

7

7

[D7]

3  3  3 3  3  3 3  3  3                                                  



10 8 7 8 10 8 7 10 8 7 8 10 8 7 10 8 7 7

10 8 7 8 10 8 7 10 8 7 8 10 8 7 10 8 7 7

               



10 8 7 8 10 8 7 10 8 7 8 10 8 7 10 8 7 7

[G7]







      3









7

5

4

4

5

5

5







full

full

full

full

full

3

full

full

4

5

5

5

5

[A7]

full

5

5

                      

full

5

5

3

6 8 5

5

7

                    

full

4

7

[D7]

Sorgdal



5 7

5



3

full

8

            

4 5 4

4 5 4 7 5

4

4 5 7 7

5 7 7

8



full

8

8

6 7

7





[G7]

[D5]



          

full



7





 



                     

3. Well I spent





full

8 8



D.S. al Coda

8 6 8 6

8

full

6

6

7

7 7

7





7 8 6

7 8

6

7 8 6

7 8 6

7

8

7

ØCoda

           





3 2 0

on

hot





[Am]



 

0 1 2 2 0





 



sleep

on

a

of nails.





coals

bed



    

  1 1 2 3 3 1

0 1 2 2 0

         



Walk

        

                      

3 2 0

3 2 0

2

2

5

2

0

3





[F]

3 2 0





Walk

[Am]



      

Sorgdal





[D5]

          

 



 





[F]

    

3 2 0

3

     skate on



ra - zor -blades.

3 2 0

2

2

3 2

thin

ice,

1 1 2 3 3 1

0

0

on

0

3

[D5]





 



Got my

      

        

               

3 2 0

3 2 0

2 0

3 2 0 3

2

2

5

2

0 3

2 0

2 0 3

2 0

2 0

2 0

[F]







lit - tle



 

girl

      



[Em]



be - side





no

1.





          

3 2 0

3 2 0

2

2

5

   



mp

full

12

full

 



12





Yes

I



3 2 0

3 2 0

3 2 0

3 2 0



[D5]





 12

         

  

[Em]



  

full

12 13 12

  

12



[D5]





10 12

 

12 10 12

0 0 0

        

13 12



 



let ring... full



2

10 12

[F]



3

[Em]

   



3

 

[F]

Sorgdal

fails.

2.

                3 2 0

2

0

3

Outro Solo



else

 





        



mat - ter what



0 0 0 2 2 0

[D5]





     

1 1 2 3 3 1

3 2 0



 

  



me

 



 







  

12



10 12



12

                 

                

[F]



rake



10

[Em]



rake 1/2

12

12 10 12 10

12

12

12

12



10







12

12 10

12

12 10 12

12

12



  



rake 1/2

12

12

  

[D5]

10

12

10

12

12

12

                                          [F]



12 12

12 12

12

1/2 1/2



10 10 10 12

    

[D5]





10 10 12









[Em]

3



10 10 12





10 10 12











8 10





 

10

0

10

0

10

0

10

0

10

0

10





0

10

10 12

[Em]      







[F]

1/4

0 12

12

12

1/4



12

10 12 10 12 10

[D5]



[F]



P.M.

gradual bend



            

       

   



1/2

12 10

10 10

8

8

12 10 0 12 10 0 12 10 0 12 10 0 12 12

10 12 8 10 10 10

     [Em]



 



 



 



 

[D5]

 



 



 



 



 

P.M.

Sorgdal



12

10

0

12

10

0

12

10

0

12

10

0

12

12

12

10

0

12

10

0

12

10

0

12

10

0

12

12

[F]

                    







P.M.













[Em]

              

P.M.

12 10 0 12 10 0 12 10 0 12 10 0 12 12

12 10 0 14 12 0 15 12 0 14 12 0 15

0

15 12 0 14 12 0 15 12 0 14 12 0 12

0

 [F]                                                   [D5]



P.M.



open out…

12 10 0 12 10 0 12 10 0 12 10 0 12

12

10 12 10 12 12 10 0 12 10 0 12 10 0 12 10

0 12 10 0 12 10 0 10 10 0 12 10 0 12 10

   [D5]                                                 [Em]

open out and build rhythm ad lib. on repeats



0

12 10 0 12 10 0 10 10 0 12 10 0 12 10

Piano Solo

[F]

         

Sorgdal



1 1 2 3 3 1

1 1 2 3 3 1

 

f

[D5]

[C5]



    

    



      

3 2 0



5 5 3

0

12 10 0 12 10 0 10 10 0 12 10 0 12 10

[Em]

0 12 10 0 12 10 12 12

12 12 12

[D5]

Play 9 times

 

   

   

  

                                  

0 0 0 0

0 0 0 2 2 0

0 0 0 2 2 0

0 2 2 0

0 2 2 0

[G5]



         3 3 0 0 X 3

3 3 0 3

3 2 0

3 2 0

[D]

   2 3 2 0

  



3 2 0

3 2 0

3 2 0

3 2 0

[D5]

[C5]

 

    

3 2 0



5 5 3

0 0 0

3 2 0

3 2 0

3 2 0

3 2 0

3 2 0

[G5]



      3 3 0 0 X 3

3 3 0 3

[D]

   2 3 2 0

3 2 0

   

0 0 0

 

What’s Going On Words & Music by Rory Gallagher

D5

D

A

Bb

C

D*

F5

3fr

5fr

E5 8fr

7fr

q = 183 Gtr. 1 (elec.)

                     D5

mf



2 0 3 0

2 0 3 0 3



2 0 3 0 3

3





D

   

2 0 3 0 3



Gtr. 1



3 2 0

3 2 0

Help - ing my de yes or no means

 Sorgdal

2 2 2 0

2 2 0

2 2 0

2 2 0

3 2 0

 

      

          

3

3 2 0

3 2 0

3 2 0

  

3 2 0

0 0 0

0 2 0

     

2 2 0

2 2 0

2 2 0

2 2 0

3

      



1. What’s 2. What’s

   

    

you cor - rect ev - ’ry - one

my acts

        2 2 2 0

2 2 0

2 2 0

2 2 0

 

go - ing go - ing

  

2 2 0

     

 

2 2 0

0

2 2 0

         

+ Gtr. 2

2 3 2 0

0 2 0 3

0 2 0

© Copyright 2009 Strange Music Limited. Bug Music Limited (85%)/ Warner/Chappell Music Limited (15%).

3

 

vi - sion? cra - zy,

D



     2 2 0

3

2 3 2 0

   

 

ci - sion. may - be.

2 2 0

3 2 0

2 0 3 0

3

                           3 2 0

D

0 2 0

   



2 0 3 0 3

3

can

3 2 0

3

A



2 0 3 0

             3 2 0

on, on,

2 3 2 0

3 2 0

2 0 3 0



3 2 0

2 0 3 0

3

  

3 2 0



2 0 3 0 3

 

3

                      2 0 3 0

3 2 0

2 0 3 0

                        Gtrs. 1+2 (elec.)

2 2 0



   

   full

4

4

2 4



0

 What’s What’s

   



go - ing go - ing

 

D

   

A

  





  



on? on,

Gtr. 1



3 2 0

   

   

3 2 0

3 2 0

find my

2 2 0

2 2 0

3 2 0

3 2 0

3 2 0

2 2 2 0

  



me kneel de - ci -

2 2 0

0

   

 

2 2 0

2 2 0

2 2 0

2

2 2 0



ing. sion.

0

2

2 2 0

2 2 0



 

2 2 0

2 2 0

2 2 0

 

need - ing, vi - sion?

   

 

 

2 2 0

2 2 0

0

2 2 0

2 2 0

   full

4

4

2 4

0

D



         

+ Gtr. 2

0

2

2 3 2 0

0 3

0

2

0 3

   

        

2 3 2 0

0

  

To Coda Ø

     

0 3

0

2

0 3

0

2

0

3

   

 Should

     

3

C





I

be

Gtr. 1

mp

D*







    

stand - ing

on

a

chair?



            



5 5 3 1

Gtr. 2



3 2 0

           

         

   

Bb

Sorgdal

3 2 0



     

2 2 2 0

  

3 2 0







3 2 0



you won’t Help - ing

     

 

  

If you know what I’m could you cor - rect my

                           2 3 2 0



 1

3





         

7

5

7

5





7

7

5

7

7

3

5



   7 7 5

7

7 5

7

5

5

 

7 5

   0 6 7 7 5





Bb

C



 





D*





    









                                   My



hands

are

wav - ing

3

3

    

1

1

3







You know

 



    

I’m

Sorgdal



3 3 3 1

0

as

well as

7

5

 

 

   

7 7 5

7 7 5

7 7 5

7 7 5

6 7 7 5

7 7 5

do

now,

7 5

7 7 5

5 5 5 3



7 7 7





                    7 5

 

 

 

 

 

 

   

5 5 5 3

5 5 5 3

5 5 5 3

5 5 5 3

5 5 5 3

5 5 5 3

7 7 7 5

5

7 5 5

7 5

7 7 5

7 5 5

  

5

3 3 1

5

    7 7 5

C

3 3 1

D*













go - ing

to

get

to

you

some

 

 

 



   

5 3

5 5 3

7 5

7 7 7 5

3 1

5

 

I

5 5 5 3

 

5

7

 



3 3 1



7

 



    

3 3 1

5



  

3 3 1

7

7

D*

        3 3 1

7 7

5



  

3 3 3 1

    

0

7

7 7

C

     

3 3 1

7

5 5 3

3 3 1

Bb

7

5

 

mf



air.

5

3 3 1

 



5

3

1

Bb



the

5 3 3

    

in

5 3

 -

how.

   

   

5 5 5 3

6 7 7 5









 



 cont. in slashes

Solo Gtr. 2

Bb

C



        

     

    



full



D

8

3 8

6

6 7



   







3

5 X

5

7

5

5

12

3

5

7



        

     





5

7

5

7

5

7

7

cont. sim.











 







   



                       3



5 5

7 5

5

7

4

4

7

7

5

4 5 4

7

0 7













                  

3

3

  

4 5 4

7

4

4

7

7

4 5 4

4

5

4 5 4

7

7

7



7

                                                Bb

C

D

P.H. full



10 7 7

7

7

9

7

7 9

7

7

7

7 9

7

7

7

9

7

7

7 9

0

7

7

10

9

7

9 7

9

9

7

9

7 9 7 9 7 9

9

3                                      3 3

Bb

C

D

3



6

8

6

8 7

7

6

7

6

5

3

3

5

7

7

5

5

4

4

5

5

4

7

7

4

5

4

7

4 7

5

5

4 7

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

Bb

Sorgdal



C

4 4

5

7

5 4

7 7

4

5

D

4

4 7

5

5

4

4 7

4

4

4 7

4

4

4 7

5

5

4

4 7

5

5

4

4 5 7 7

  Bb C D  3                                



5

7

5

7

5

7

5

5

5

7

7



8

 

Bb

full

8

8

5 6 5 8

8

8

8

8

8

8

          





full

full

8

full

8

full

8

         

full

full

3

full full

8

     

8

full

8

8

full

2

8

5

8

6

5

7

3

5 6

3

6

5

8

5

6

full

5

      



3 5



8

8

8

8

5

7

5

10 8 6

         

    

D



3



12 5

  

10

9

9

8

5

3

5

5

8 5

8

8 6 5

3

8

8

6

8 7

  

3

full full

8

6

5

5

7

C D                 

6

5 7

 

7

Bb

8 8

7

1/2

7 5 8 6

5 7

C

3

3

7

  

7

C D                           

  

Bb

Sorgdal



full

D

8



full

7

full



full

5

5

7

C

P.H. full

6

6

7

            full

P.H. full

6 5

3

8

Bb

  

3

3

          

 



3

6 7

5

4

4 7

5

4

7 7

4

5

6

7

5



 0 0

                       

D

 

              



7 7 5

7 7 5

Bb

3 3 1

C

3 3 1

3 3 1

3 3 1

1

5 3

3

F5

E5

D











9 9 7

7 5

7 5

5

7 7 5



0 0

10 10 8

9 9 7

7 7 5

3 3 1

3 3 1

5 5 3

3

3



  

    

  

  

              3 7 5

7

5

7

7

7

F5

E5

D







 







 

 

10 9 8

9 8 7

7 0

7 0

3 3 1

3 3 1



 

3

5 5 3

3

       Gtrs. 1+2



0

2

0

2

0

 

2

0 3

0

2

0 3

C (D bass)

  5 5 5 3



       

 

0

3 3 3 1

2

0 3

0

2

0 3

D

          0

2

2 3 2 0

0 3

0

2

0 3

 0 0

Bb (D bass)

   

   

7

D.C. al Coda



3

           0

D

2 3 2 0

0 3



7 7

C

 

5

X

Bb

ØCoda

Sorgdal

10 8

3

C

    



3

Bb

f



3 3 1

5

     

3 3 1

   

    

Wheels Within Wheels Words & Music by Rory Gallagher Capo 2nd Fret D [C]

A/C# [G/B]

Am/C [Gm/Bb]

Gmaj7 [Fmaj7]

G [F]

F#m7 [Em7]

E5 [D5]

A [G]

Bm [Am]

Bm/A [Am/G]

E/G# [D/F#]

Asus4 [Gsus4]

Intro

q = 88 iq = qK e Gtr. 1 (electro-acous.)

*D [C]

        mf

  

0 1 0

0

3

0

3 1 0

0 2 3

0 1 0

0

2



3

0

1

0

0

2

2

0

1

2

3

2

2

3

3

1

G [F]





0 1 0

0 0

3 3

3 0

0 3

3 3

   





   

0 1 0 2 3

0 1 0 2 3

0 1 0 2 3



0

0

2

2

0

  

   

on your on

   

 

3

0 1 0 2 3

0 1 0 2 3

0

1

etc.



0 1 0 2 3

2

  

  

  

2 3 3 1

2 3 3 1

2 3 3 1

Am/C [Gm/Bb]





       

3   

you’ll walk right you live out it looks like it’s all

out of in the in

walk - in’ heart closed try - in’

   

2 3 3 1

0

1

A/C# [G/B]



If you keep

0 3

0

   

   



    etc.                                  

let ring...

Sorgdal

0 3

Am/C [Gm/Bb]

2

       

0 1 0 2 3

3 3

3

0

A/C# [G/B]

       

3

0 0

3

D [C]

 

3

*Symbols in parentheses represent chord names with respect to capoed guitar (Tab 0 = 2nd fret) Symbols above represent actual sounding chords

0 1

Verse

3 3

3 2



$

0

2

D [C]

3

Gmaj7 [Fmaj7]

3

3 1

              



Am/C [Gm/Bb]

   3   3                                     

w/chorus fx

0 1 0



A/C# [G/B]

3

    3        

           

3 0 0

3 0 0

let ring...

3 0 0

3 0 0 2

0

0

1

3 0 0

3 0 0

3 0 0

3 0 0

3 0 0

G [F]

  3   



2 3 3 1

1 2 3

2 3 3 1

1 2 3

2 3 3 1

2 3 3 1

  

      



you will not it’s such a it’s car - rying

         



  

0 1 0 2 3

3



0 1 0 2 3





3 0 0

3 0 0

3 0 0

3 0 0



A [G]

 







  

  

  

3    

your eyes closed, on search - in’, tru - ly got you

  

  

0 1 0 2 3

0 1 0 2 3

0 1 0 2 3

0 1 0 2 3



0 1 0 2 3



    3        3 0 0



 

2 3 3 1

2 3 3 1

D [C]

1 2 3

2 3 3 1





give me me be me stranded

0

a the

chance one

  

  

  

   

2 3 3 1

2 3 3 1

0 0 2 0

0 0 2 0

0 0 0

A/C# [G/B]

3

 



1 2 3

2 3 3 1





Just Let leave

           

0

F#m [Em7]

 Don’t

1 2 3

3 0 0 2



  

3 0 0

3 0 0

2

G [F]

see the light. lone - some road. you a - way.

  3 





3  

1

E5 [D5]

 3 

G [F]

let ring... 3 0 0

  

A/C# [G/B]

let ring...

1 2 3

Am/C [Gm/Bb]



  

           





 





And if you keep And you’ll go When some things

    





     3

sight. cold. vain.



D [C]







to in

    

Sorgdal



2 0

put it right. you wan - na hold. emp - ty space.

this

       3 2 0

0 0 0

0 0 0 2 3

Yeah. Yeah.

Gtrs. 1+2 (elec.)

   0 0 0 2 3

  

  

  

  

  

  

   

0 1 0 2 3

0 1 0 2 3

Gtr. 2 w/clean tone plays sparsely around chords 0 1 0 2 3

0 1 0 2 3

0 1 0 2 3

0 1 0 2 3

             0 3 0 0

0

2

2

0 3 0

0 0 2

0 3 0

1. G [F] To Coda Ø

Am/C [Gm/Bb]









3    



2. If you

  



keep

Ooh.

          



0 3 0



2. G [F]

1

0 3 0

0 3 0

0 0 1

1

               1 2 3

2 3 3 1

1 2 3

2 3 3 1

1 2 3

2 3 3 1

 

                  

1 2 3

2 3 3 1

cont. in slashes

1 2 3

2 3 3 1

1 2 3

2 3 3 1

1 2 3

2 3 3 1

1 2 3

2 3 3 1

Chorus

Bm [Am]





Bm/A [Am/G]













Wheels











3

E/G# [D/F#]









con

- fuse

A [G]

      3























with - in wheels

Asus4 [Gsus4]









(E bass)









what

you























ØCoda   







 





the hurt





3



I

have





3

Sorgdal



 















lit - tle















with - in rules





 3

3    













won’t

D.S. al Coda









 



3   



felt.

3. I could keep Piano Solo Outro

G [F]



D [C]















A/C# [G/B]



















































1-3. G [F]

Am/C [Gm/Bb]

  



A [G]







Bm/A [Am/G]



Asus4 [Gsus4]



a

Rules

hide





feel



(E bass)



3

Bm [Am]



E/G# [D/F#]

 





bit.













4. G [F] 







 





Who's That Coming Words & Music by Rory Gallagher G Tuning: 6=D 3=G 5=G 2=B 4=D 1=D Intro

Freely

        

Gtr. 1 (Resonator)

   

 

[G]

3

mf

 12







w/slide 12 10 12 10

 12

 

3

8 5

3 0



  

Sorgdal



0

3 0



3

3

0

     



5

5

0

3

0

5

0

0 12

7 9

 



 5



p

3

3

  



                 



3

3

mf 0

3 6 5

 3    3          





 

7

             5





    

2

0

0

0

0 0

0 0

0 0

3

0

3

5

5

5

5

5

5

5

3

5

                    3          3 let ring... 3



5

5

5

0

12

10

0

9

0

7

 5 3

0

0 3

2 0

0 5

0 2



[Bb]



  

 3 3

0

3 0 3 2 0

[C]

3

0



      



p

3 3

mf

5 5

5 5

3              

5

7

8

7

5

Tempo q = 86

   

3 0

5 5

3 2 0

3 3

0

0 0 0 0 0

foot count







X

X

X



    0 0 0

0

                            0 2 3 3 3 3 3 2 0 0 0 0 0 0 3 2 0  0

                      

[G7]

3

2



3

3

0

3

3

2 0 0

0

0

0

0

3

0

2

0

[C] [G]     3                                           1. [Bb]

3



2

3



0

3

3

2

3

2

0 0

0



0

0

[C]

 

 



3

5

5

3

3



 

  



0

0

0

5

0

0



 

5

5

3

5

3

0



0

5

0

0

5 5

0

2. [Bb]



 



5

3 3

[G] 3



3

0 0

5



5

0 0

[Bb]

 

3

0

[C] 3



 

3

[G]

 



5

5

3



0



  

 



fade out 12 12 0

3



12 12

5

3

5

0

0

0

Gtr. 2 (elec.)

                                                                [G7]

mf

   

Fig. 1 Gtr. 2 w/slide + crunch dist. Gtr. 1 tacet 3 3 3 2 3 3 2

3 2 0

Sorgdal

3

0 3

2

0 0

0

[Bb]



0

3



0

3

 

5

5

3 3

0

0





3

0

3



[G] 3



3

0 3

0

0 0

0

0

3

0

2

0



[G]

[C]

                    



0

5

3



0

5 3

5

5

3 0

3

Gtr. 3 w/ slide + sustain

0 0

0

Gtrs. 2 + 3 (elec.)

[Bb]

0

2 0

2

5 5

3

3

0

0

2

[C]

 

3

2 0

5



3

3

0

3

3

0

5

0

5 5

0

0

3

0



[G7]                                                                       

$

Gtr. 3



Gtr. 2 plays Fig. 1 15 15 15 12

 

14

11

15

15 15 15 12

12

14

15



[Bb]

[G]

[Bb]



 



15

   







15





   

   

   

   

   

   

   

   

   



0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

 

Gtr. 3 w/percussive wah wah 0 0 0 0

not walk make my not hitch

15

1. Tell

me



3. Tell



15

17

me



18

17 17

  

  

in’ or heart start in’ but

run - in’ beat - in’. run - ing

   

etc.       

0 0 0 0

0 0 0 0

3 3 3 3



  

  

  

  

  

  

  

  

  

  

  

3 3 3 3

3 3 3 3

3 3 3 3

3 3 3 3

3 3 3 3

3 3 3 3

3 3 3 3

3 3 3 3

3 3 3 3

3 3 3 3

3 3 3 3

*composite part



[C]





            

17

[Bb]

 





17

18

        *Gtrs. 2+3

     

15

(1. 4.) who’s that com - in’ who’s that speak - in’, who’s that com - in’

Sorgdal

15





15



[G]

17

17

[G]

Verse

12 12

[C]

   

17

15

12



17 17

15



      

15

14



11

12

[C]



15 15 15 12

12

12

     





11

5 5 5 5

5 5 5 5

5 5 5 5

   5 5 5 5

  

[G]







 



cool as the moun - tain breeze. Real - ly wan -na make it pound. Looking straight at me.

  

  

  

  

  

  

  

  

5 5 5 5

5 5 5 5

5 5 5 5

5 5 5 5

5 5 5 5

5 5 5 5

5 5 5 5

5 5 5 5



Well that Well those Well I

  

  

  

  

  

  

  

  

  

  

  

  

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0



 







            

0 0 0 0



0 0 0 0

[C]

0 0 0 0

          



  

  

  

  

     

  

  

  

  

  

  

  

  

  

  

  

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

3 3 3 3

3 3 3 3

3 3 3 3

3 3 3 3

3 3 3 3

3 3 3 3

3 3 3 3

3 3 3 3

3 3 3 3

3 3 3 3

3 3 3 3

3 3 3 3

1. [G]





 



4. But tell me

  

  

  

  

  

5 5 5 5

5 5 5 5

5 5 5 5

5 5 5 5

5 5 5 5

5 5 5 5

5 5 5 5

5 5 5 5

5 5 5 5

5 5 5 5

  

  

  

  

  

  

  

  

  

  

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

0 0 0 0

[C]



0 0 0 0

0 0 0 0

3 3 3 3

[C]

 5  55  5

  

    0  0 0  0

Bridge

2. [G]

      

  



2. Tell me

  

took



up - on the ground.

  

   

Sorgdal

  

  

                

  

  

0 0 0 0





  

Aut - o - mat - ic - ’lly. on his knees I’ll guess she’ll always be.

5 5 5 5

 

could make my gui - tar start strum - ming. could make e - ven the de - vil start pray - in’. you know she’s the one and

  

5 5 5 5

 

  

  



 

   



song she’s hum - ming words she’s say - in’ sure am gun - ning

[Bb]













She’s

  

  

0 0 0 0

0 0 0 0

 

  

3 3 3 3

3 3 3 3

  

[C]





      

3 3 3 3

3 3 3 3

  

  

  

0 0 0 0

0 0 0 0

0 0 0 0

[F]









to

read

me

like



 55  55

 

  I

was

an

[C]



had



o - pen book.

  

  

5 5 5 5

10 10 10 10

5 5 5 5





  

     w/slide ad lib.   1010  1010

al - ways

   

  





 

 sim.

10 10 10 10

  

0 0 0 0

[F]

 

 

[F]

just what

it

[F]





    

10 10 10 10





[Eb]









    

There’s

burn









[Ab]









And

she’s

the

on



deep

in

 

[C]







   

- ly

one

of







me.

   

[D]

set









me

free.





Yeah.

  

  

  



      

      f

 77  77

  

8

5 5 5 5

5 5 5 5

  

 19 

 77  77

 14

8

5

7 7



  

                





  

      





10 10 10 10

5 5 5 5

5 5 5 5

10

10



5 5 5 5

To Coda Ø

      



13 13 13 13



who can

Gtr. 3 w/ad lib. rhythm (pp)

Sorgdal

 

8 8 8 8

 

  12 12  12 12  12 12  12 12    [D] Solo            



[Ab]

  



          

10

- side

13 13 13 13

[G]









8 8 8 8

8 10

[Eb]



13 13 13 13







- in’

  

8 8 8 8

[Eb]





some - thing

     

[Ab]







 



  

6

7

7

7 7

  







10



13



  15

15





12



13



15



let ring...

7 7

5

7

7 7

2

0

                        

   

8



 10



10

9

10

9

10

9

6

10

7 7

7 7

                         



12 12 12

12 12 12

12 12 12

12 12 12

12 12 12

12 12 12

12 12 12

10 10 10

10 10 10

10 10 10

10 10 10

10 10 10

10 10 10



7 7

5 5

7 7



5

7

5

7 7

5

12 12 12

12 12 12

12 12 12



10 10 10

[D]

          

 77 7

7 7 7

7 7 7

7 7 7

7 7 7

10

5 5 5

3               

10 10 10



10

10

8

7

19

10

9

10

9

7 7 7

7 7 7

7 7 7

10

7

 7 7 7

7 7 7

7 7 7





 

0

12

12 10 10 10

10

10

                            

 7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

 

          

7 7 7

7 7 7

[G]

10



12 10

10 10

10



7

7

[F]



10 10

8



[D]                        

Sorgdal

10

[F]

[G]



10 10



              

                    [D]







10

[G]

12 12

              

[F]

12

12

7 7 7

10

   

D.S. al Coda

gradual slide

10

  7   77

[D]

10 12

7 7 7

4

5 5

7 7



ØCoda

                             [D]

Piano Solo

Gtr. 2 w/wah Gtr. 3 sim. ad lib.

 



5 5 5

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

               

5 5 5

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

5 5 5

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

                     

Play 3 times

7 7 7

5 5 5

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

  

7 7 7

   [F]                                            [D]

Outro



 

5 5 5

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

10 10 10

10 10 10

10 10 10

10 10 10

10 10 10

10 10 10

10 10 10

10 10 10

10 10 10

10 10 10

10 10 10

12 12 12

                                       [G]



12 12 12

[D]

   

Sorgdal



5 5 5

[D]

12 12 12

   7 7 7

12 12 12

12 12 12

12 12 12

12 12 12

        

 7 7 7 7 7 7

12 12 12

12 12 12

  

[F]



10 10 10

12 12 12

   10 10 10

 

12 12 12

0 0 0

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

7 7 7

             [G]



7 7 7

 121212

[D]

12 12 12

 12   7 12   77 12

12 12 12

7 7 7

7 7 7

  

7 7 7

     

X

X



                 [D]



5 5 5

[F]

       



7 7 7

7 7

0

                 



[D]



7 7 7

6 6 6

7 7 7

6 6 6

7 7 7

6 6 6

7 7 7

6 6 6

7 7 7

6 6 6

7 7 7

6 6 6

7

3

[G]

3

10



8

12

10

12

13 12 13 15

10

 

 

       

12 12 12

12 12 12

12 12 12

12 12 12

12 12 12

12 12 12



15

12 12 12



5





0

               

 7

10 13

10

8

 



12 12 12

10

8

10

8

7 7

                  [F]

 



 10   10  10

10 10

 



10



 

[G]







7

     



12

11

[D]

  

12

7

10

5 5

5 5

5 5

5 5

5 5

5 5

[G]                                                     [F]



7 7

7 5 7 5

7 5 7 5

7 7 5

7 5

7

7





10 10

[D]

    

Sorgdal



7 7

      5 5 5

5 5 5

 

 gradual slide

12



10 10 10 10 10 10

9 10 9 10

[G]



  

3

w/wah



11

12 12

10

[F]

p

12

0 0 0

12 12

12

[D7]

       10 10 7 7 7 0

w/wah

5 5