Dance of Death (Digital)

Iron Maiden D ance O f D eath Wildest Dreams - 02 Rainmaker - 11 No More Lies - 20 Montsegur - 38 Dance Of Death - 51 Ga

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Iron Maiden D ance O f D eath Wildest Dreams - 02 Rainmaker - 11 No More Lies - 20 Montsegur - 38 Dance Of Death - 51 Gates Of Tomorrow - 75 New Frontier - 88 Paschendale - 100 Face In The Sand - 116 Age Of Innocence – 130 Journeyman – 143

Digital Conversion © 2011 Sorgdal   Disclaimer: This is not the official sheet music release for this artist, but rather my own digital offering. No warranty is expressed or implied regarding the usability of this score, nor do I make any Sorgdal

claim to its accuracy or value as a learning aid.

Wildest Dreams

Words & Music by Adrian Smith & Stephen Harris E5

D5

E

5fr

A

Asus4

6fr

7fr

q = 212

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Sorgdal



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© Copyright 2003 BMG Music Publishing Limited. All Rights Reserved. International Copyright Secured.

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a - gain.

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Chorus

3

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come I’m

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5 3

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be.

5 3 1

  



want to have.

      

 

   

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0





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on

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      

                                          7 6 4 5 5 5 5 5 7 5 4 7 5 4  3 3 5 3 3 3 5 7 5 0 3

Guitar solo

B5

Gtrs. 2+3  

     

w/wah-wah full

3

0

3





Gtr. 4 (elec.)







 

3

0





 













        

rake



cancel wah-wah

full

7

 Sorgdal

0

C5

7 7 0

D*

12 11 12

 

a a -

Fig. 1

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6 7 0

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0

the na

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 



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2.

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6 7 0

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0

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out I’m





6 7

0

A   

  

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6 7





10

10

10

X X

5

9

10

9

10

12

10

9

A

G# A B5

6

6

6

5fr

4fr

5fr

             

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3

full

1/4

full 7



10

9

7 11

9

7 10

9

9

7

9







        

A5

 







 



P.H.

B5



9



9

7





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3

5

7

0

3

3

5

7

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7

8

7

8

7

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8

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3

0

3

8 10 0

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8 10 0 10 12 0



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3



       







10

3

12





3







15

14

   



full

B5



 

       full full

full

0 12 14 0 12 14 0 14 15 0





3

A5



 

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



9

9

12

Fig. 1



9

9

   

10 7

9

17

17

17

       

w/wah-wah

17 X

15

17

14 16

X

14 16

16

14

14 16

16

Bridge



            Sorgdal

C5 q = 102

 

14

15

14

12

14

12

14

12

14

6



16

D5





16



E5



Gtrs. 2+3

 

mf 9 7

w/dist

  9 7





C5

D5





 



E5













I’m

     





gon - na



f

9

10

12

13

12



 

       







out

on

D5



own.







12

10

 

E5



  

my

w/bar











   



w/bar

w/bar

9

9

10

C5

  



way,



   

C5



Gtr. 2

a -



7 5

I’m





w/bar







  

w/dist.





D5





E5

 

 

break

 

Gtr. 4 (elec.)

 

5 3

C5

Gtrs. 2+3

12

13

12

D5









I’m

out

13

12 13

12

E5







15

13

 





on







my

 







own.

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

Fig. 1



5 3

5 3

5 3

5 3

5 3

5 3

5 3

5 3

C5



 

7 5

7 5

7 5

7 5

7 5

7 5

7 5

7 5

D5





9 7

9 7

9 7

9 7

9 7

9 7

9 7

9 7

9 7

9 7

E5





 



Gon na

9 7

9 7



9 7

9 7

9 7

 

9 7



break

a-

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

5 3

5 3

5 3

5 3

5 3

5 3

5 3

5 3

7 5

7 5

7 5

7 5

7 5

7 5

7 5

7

7 5

9 7

9 7

9 7

9 7

9 7

9 7

9 7

9 7

9 7

9 7

9 7

9 7

9 7

9 7

9 7

9 7



q = 204

C5

D5





  

E5



Gtr. 2 plays Fig. 2



















                                    Fig. 1  Fig. 1  Fig. 1 Fig. 1 Fig. 1 Fig. 1  Fig. 1  Fig. 1  Fig. 1  Fig. 1  way.

Gtr. 4 (elec.)



9

7

9

7

9

9

7

9

C5

  

7

9

9

7

9

       

7

9







9

7

9

9

7

9

9

7

9

9

9

E5

       

Fig. 1

7

9

D5

Fig. 2

Gtrs. 2+3

9

9

       

  



       



way.                                 Break



7

7

9

9

7

9

9

7

9

- ing a

7

9

9

-

7

9

9

7 9

7

9

9

9 0

Chorus

A      



Asus4



A



Asus4

Csus4



                             I’m

on

my

way

Gtr. 5 (elec.)

f w/dist + wah-wah Gtrs. 2+3 play Fig. 1

 15 

 

 

14

17

14

19

14

C

14

14

Dsus4

14

17

15

14

15 16



D*



17 14

A

14

14

17

18

17

17



Asus4

14

14

A



out on my                            

 Sorgdal

20 17

19

20 19

19

15 21

19

14

17 14

8

14

19 14

14

17 14

14

15 14

14 16

14







  

   Asus4

own  

C5





G5



E5

A

a - gain.

Asus4

I’m



A

on

my



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

15 14

17

14

14

  





13 12 12

 Asus4

15 12 12

13 12

Csus4



15 14

12

14 12

C

17 14

19 14

14

Dsus4

14



D*



17 14 17 15 14 14

A



 

way

16 14

Asus4

out I’m

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

15

14

17

14

14

18

17

20

17

19

20

17

19

15

19

21

Asus4

C5

14

19

17

14

14

19

14

14

1.



A



the na

road break

   



on gon



-



 





G5

E5



a - gain. a - way.

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

17

14

14

 

15

14

14

2.

G5





15 16

E5

14

14

17

14

14

[D]

13

12

15

12

12

12



13

12

12

14

B5





Gtrs. 2, 3 + 5                                 Fig. 1 

 Sorgdal

15 12 12

13 12 12

14 12

7

6

4 7

5

4

7

5

4 7

9

5

0

4 2

12

 

Rain Maker Words & Music by David Murray, Stephen Harris & Bruce Dickinson Gtrs.1+2 6=D 3=G 5=A 2=B 4=D 1=E

D5

Bbsus2

Bb5

C5

5fr

G5

Bb/D 3fr

Csus2 5fr

C

3fr

Dm 3fr

q = 174 D5

Cm/D 6fr

Bbsus2

C/E 8fr

F5*

7fr

D5*

F5

7fr

G5* 3fr

B5

A5

E5

5fr

7fr

Bb5

       



F5

5fr

D5

       

C5

       



                          Fig. 1

Fig. 1

Gtrs. 1+2

f

 

  





15

13

15

14 12

 Fig. 1





14

15

15



0





14





0

D5



     



12

12













Bbsus2







14

 

 

 



     







0





14

Bb5



Fig. 1





0



14



14

15





 

Fig. 1



14

0

D5  

15 0

14

15



12

14





    



14 15

7 5

12

15





  



I

wand -

was

         



Fig. 1

7 5





7 5

© Copyright 2003 BMG Music Publishing Limited (66.66%)/Warner/Chappell Music Limited (33.34%). All Rights Reserved. International Copyright Secured. Sorgdal



C5

Bb/D

  Gtrs. 3+4 1. When             14



Verse





14 15



14

13 0

15 0



0

15

15

f w/dist.

14

15

14 15

Fig. 1



12

12

13

14 15

   



14

15 15 0



  

w/dist.

7 5

P.M.

7 5

7 5

8 5









   

 

F5

- ’ring

is

the

de

-





8 5

 

8 5

8 5

8 5

10 8

 



7 5

heard

7 5

7 5



7 5



choir

of

10 7

10 7

10 8

an

8 5

8 5

8 5

10 7

10 7



8 5



I

had

-

ing

out

7 5

7 5

7 5

10 8

Bb/D





feel

-

ing

7 5

7 5







  



would

nev

-





er

be





10 8

10 8



10 8

P.M.

10 8

10 8







the

8 5

10 7

10 7

10 8





a - gain.



10 7

10 7





3 1

10 8

10 7

F5

that

8 5

my



life

 

P.M.

8 5



8 5

8 5



I

Gtr. 4

P.M.

10 7

10 8

   

8 5

          

2 Sorgdal



same

Fig. 1

10 7



name.

P.M.

Fig. 1

Bb5

              Fig. 1







          

 

C/E



10 8

P.M.

7 5

7 5

C/E

my



Fig. 1

the

10 7

           

10 8



Fig. 1



call

           

 





 

P.M.

10 7



 





10 7



P.M.

8 5

the truth.

10 7





D5



           

10 7

F5



for

Fig. 1

10 8

- gels

8 5

P.M.

10 7

10 8

Fig. 1

ing

 

          

 

            10 7

-





P.M.













search

   



Fig. 1



7 5

 



was

10 8

D5

 

  

a



           

10 8

          P.M. Fig. 1  I



Fig. 1

Bb/D



C/E



I

P.M.

8 5



sert,

 







         Fig. 1



10 8



turned

my

           



Fig. 1

3 1

3 1

3 1

P.M.

3 1

3 1

3 1











face

  















3 1

3 1

3 1

 

P.M.

3 1

3 1

3 1

 



bar - ren

           Fig. 1





the







sun

5 3

5 3

5 3

5 3

5 3

 

     

5 3

5 3

5 3

 









F5*

  







of the pain

          2 0  0 

   

   

3 3 1

3 3 1

3 1



    

Bb5

   







as it

 

  

C5

same

me.



as

  

 

  

     

C5

up - on

know

     2 0 0 ?

5 3





0

G5

    And I

 

dream

    5 5 3





D5*

   

 And

And the cracks the cracks

the leaves.

  

 

I

Gtrs. 3+4

5 3

falls

   



 

the



F5   



of the rain

   

 

that you feel

     

?

 

Bb5   

D5*



and

           

5 3



  

1

Pre Chorus





to - wards

  



C5

 

     

2° Gtr. 1 plays ad lib. fills



3 1

  

      



F5

   



in our lives in the ground

    3 3 1







3 3 1



     

Bb5



like like

 

3 3 1

cracks cracks

  

 

3 1





the our



ground lives

   5 3

3 Sorgdal

up - on are in

5 3

C5

 

3 2 0 0 ?



G5

   

they are sealed they are sealed

 

   5 5 3

 

Bb5

   



and are and are

    





   

You

 



 tell



let ring

  

Fig. 1







Gm/D

me

we





we

 Fig. 1

can









P.M.

Fig. 1



the

 

P.M. Fig. 1

3 3







1

tears

  5 5 3



Gm/D [Bb bass)

me



we





3

P.M.



find

8 7

 Fig. 1

  



Dm

 

  

 P.M.



 

6 5 3 3 1

0 ?

Gm/D  

  

 Fig. 1

6 7 0

5 5 3



8 7

You



F5*

some - thing

0

?

4



  

?

5 5

1



?

     



?

8 7



that

0

can

P.M.

  



0

0

5 5 3

  

me

6 7

a - way.

 

 Fig. 1

 

P.M.

3 3 1



Gm/D  

tell

?

   ?

 

you



6 7 0

0

?

tell

  

Gtr. 3

6 7

0

?

wash



6 7

C5



rain,



  







  

0

You

 

 

P.M.

6 7

  

1

[Bb bass)

change.





8 7

0

to

  



Dm

the

0

 

   ?

 

 Fig. 1

Dm

0

     



start

8 7

8 7



can

?

all

 



Dm

5 5 3 3

  

?

  





0 ?





P.M.

0

 

   



C

6 5 3 3

6 7

   

Sorgdal

a - way. a - way.

 







Csus4

3 1

$



 



washed far

   

Chorus





now now







tell

me

  





8 7 0

?

?



P.M. 6 7

0

we







  

   

can

 Fig. 1



Dm



start



  

the



8 7

   

Fig. 1





 Fig. 1

  

me



  

we



0





Fig. 1

 Fig. 1

F5*



P.M.

0 ?

 P.M.

6 7

?

?

   to

C5

 

wash

the

tears...

          



P.M. Fig. 1

6 5 3 3 1

0



0



  



change.

8 7

some - thing





can

0 ?

find

  

  

8 7

8 7

?



[Bb bass)

 

all

?

8 7 0

we

P.M.

  



P.M. 6 7



Dm

  

0

can





that

6 7

Gm/D [Bb bass)





0 ?

tell

?

me

6 7

 



Gm/D

tell

?

  



you

0 ?

You

rain,

P.M.

0

 





 

  

3 3

P.M.

5 5 3

3 3

1

1

1

1

Gtr. Solo

1, 3.

 





And



   

 



   









Fig. 1

13

10



  





I

know

 12

0









       3  2 0  0 1



To Coda Ø D5*

2.

  

D5





Gtr. 1



Gtrs 2+3 cont. in slashes









full



Fig. 1

















Bb5





P.M.



full

13





full

13

13

?









P.M.

13

10



C5







  

12

12

5 Sorgdal

 Gtrs 2+3 



 12





10

12

F5*





        10 10

11

10

10 12

11

13

  

G5*



      



full

D5*



   

13

10

13



3

full 10



 

  









10

 



13

10

10 10

13

15

10

12

C5





12









   



15

17

3

full

15



15

15

17

15 18

D5*





Bb5





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



3 18

12

 

13

13

13

13



 

full

full 10



10

        

13



      

10 13

full 10



3

full

12





Bb5



10 13



 

3

17 18 17 15

17 15 17 15



3

15 17 15 18

C5



 

15 17

3

15 17 15

18

3

3

15 17 15 17 15 18

F5



 

5

15 17 15 18

G5*

15 17 18

D5*

  



15 17 15 18 18

Bb5

  

 

                                       3

full 18 18

full 18

17 15 17 17 18 17 15 17 15



18 17 19 19 19

C5



 



 17 15



15 17 18 17 18 15 17 18

B5



 

                                17 15 17 15



17 18 17 18 17 15

17

18

20 18

17

18

6 Sorgdal

20 17

18

20 17

18

20 17

20





D/F#

     



G5

       

           Fig. 1

Gtr. 1

7





  

7

D5

      Fig. 1



E5

       

     

10

10

8

7

8

7

7 9



     



7

9 11 9

7

  

7

6

7

9

D/F#

6

    





          Fig. 1

7

9 10 9

7



G5

6

A5

       

 

 

14

12



6

7

6

      Fig. 1

12 10 12

9



7

9 11 9

 

10 9 10

 

7

6

D/F#

     

             Fig. 1

7

7

B5

       



9

7

9

7

7

   

6

9 10 9

G5

A5

      

4



 

7

4

D5

      Fig. 1

7 7



5

7

         9 11 9

7

4

E5

B5

       

     

10

10

8

7

8

7

7 9

7

5

7 7

7

  6

7

6

9

7

7

      6

6

7

6

6 9

7 Sorgdal

9

   

7





7

10

    



7

6





7

      9



B5

7 7

Gtr. 2



9 10 9

A5

9

7

9



D/F#

    



          Fig. 1

7

 

9 10 9

7



12



A5

       

 



     

 

14

Fig. 1



          Gtrs. 3+4      

12 10 12

      7

9 11 9

10 9 10

9

         

 

7

9

7

7

6

7



    









F5*

  

6

of

the

4

     

2 0 0 ?

3 3 1

G5

and I





dream

   



that

 

    

D5*

   

And the cracks

     Gtr. 1 plays ad lib. fills 3 2 0 0 ?

   

3 3 1

3 1

Bb5







   

as it

 

 

  

F5

   

in the ground

  

C5

same







me



as

  

 

5 3



     

C5

falls

up - on

the leaves.

  

 

3 3 1

Bb5   

   3 1

8

4

 

the

like the cracks

 

3 3 1

5

3 3 1



   

7



   

3 1

5

 

F5   

of the rain

 

7

feel

 

   

5 5 3

  

you



4

Bb5  





pain

  

   





    7

ØCoda  

Sorgdal



D.S. al Coda Dm        

10 6 7 0





G5

5 3

     



C5



 

are

 

in

our

lives.

   5 3

Csus4











They

are



    

G5



are

       



   







15

now



    

0 14 15



Fig. 1





10

12



way.

   



D5

   







0 14

    

Bb5

C5

       



Fig. 1







15 0

14 15



12 14 15

      

 

Fig. 1

15 14

14 15 0

D5*



    

15 14

15

0 12

    

14

12 14

13

Fig. 1

15



15

0 14 15

 



0 12

 

       



Fig. 1

14 15



14 15

14

 



15

Bbsus2

12 14

D5

14

Fig. 1

13

       



       

0 14

       

 

a-

Bb5

14 0 14 15



0 12

15 0



15 10 12 10 10 10 12 12

15 14





15

0 14



Gtrs. 3+4 cont. in slashes



Gtrs. 1+2

full

15



 

Bbsus2

13

Fig. 1

far

Fig. 1



14 0 14 15





       

       

 



D5

3

C5



  

Gtrs. 3+4

3 1

3

       

14 15

14 15



 

0

0 ?

9 Sorgdal

and

                      

D5





   

 

13 10 13 10 13 10 13 10 10 12 12



  



 

   

 

  







5 5 3

Gtr. 1

  



sealed







Bb5

No More Lies Words & Music by Stephen Harris

A5

F5

D5

C5

5fr

G5

3fr

G5*

3fr

q = 84

    F5                            Gtr. 2                                              Gtr. 1 clean tone mf A5

12



14 7

12 15 9 7 9

12 12 12 15 15 7 9 7 9 9

12

12 12 12 13 15 13 12 12 15 15 6 8 6 15 9 7 9 9 7 9 9 7 9

15 7

15 13 13 7 10 10

12 13 12 13 13 12 13 9 10 9 10 10

9 10

                                  

Gtr. 3

mf



let ring 9

7

9

9

7

9

7

9

9

7

7

9

9

9

7

7

9 7

9 7

9

A5   1            Gtr.                       12 15   14 14 12 14 12 14 12 7 9 9 9 9 7 9 9 7 7 7 7 7   10 10 10  D5

G5



Sorgdal

3 2 0

2 0

5

   

9 7

9 7

7 5

9 7

7 5

9 7

7 5

9 7

7 5

5

5 3

G5

9

9

9

7

9

7

9

9 7

7 5

5

6

7 7

5 3

C5

9 9

Gtr. 2

2

5 3

            

Gtr. 3

2

5

3

F5

                                           0

5

7

7 5

 5 7

© Copyright 2003 BMG Music Publishing Limited. All Rights Reserved. International Copyright Secured.

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

5 3

3 1

5 3

3 1

7 3

3 1

5 3 3

1

5 3

5 5

3

3



          





2.

1.

                      

A5

D5

F5

G5

D5

6 9 9

9

9 7

9

9 9

7

9

9

9

7

9

7







 

F5

G5

6 9 9

9

9

9

7

9

7







                                                                             2 2 2 9 9 9 9 9 9 9  2 2 2 5 7 5 7 0 7 7 7 7 7 7 7 7 0 0 0 0 3 3 5 5  0 0 0 0 3 3 5 3 5 3 5  7 7 7 7 7 7 7 5

5

5

A5









5

5

5







5



 

12

 



1





13

















3

3





13

1



1

3

3



G5

     

13

15

13 12

 

12

14



1

F5

 

12

14

Gtr. 3

5

13 12

14

















12













 













let ring Gtr.2 plays Fig. 2



9

9

7

9

7

7

        12

9 7

9 7

13

12

14

9

9

7

5

7

5

3

5

3

7

3

3

5

7

7

5

5

5

G5 A5                        

    

A5



9

7

F5

13

12

14

13

15

13 12

13 12

14

12 12

                              Fig. 1 ends

13

14

12

13

14

Gtr. 2



        

 letFig.ring2

Gtr. 3 plays Fig. 1

 Sorgdal

1 9 7

9 7

9 7

9 7

9 7

9 7

9 7

9 7

2 0

2 0

2 0

2

5 0

3

7 3

5

4 5

2

1 4

4 2

4

G5 A5 F5                                 

      

F5



12

13

15

13 12

13 12

14

12 12

          Fig. 2 ends

13

14



12

13

12

14

13

15



13 12

13 12

14

12

                      

0

0

1

1

4

G5

1

4

1

4

1

4

2

4

2

1

4

4

1

4

2

1

4

4

2

Verse

A5



 



 





be - fore me, some oth - er day.



 

                Gtr. 2

Sorgdal

sky back







Gtr. 3



  

F5

(Gtr. 1)

2° only





1. There’s a dark - ’ning 2. May - be I’ll be

   





 

9 7

9 7

7 5

9 7

7 5

                                               9

7 7

5



9 7

7 5

9 7

7 5

9 7

7 5

 5  7

7 5

3

5 3

5 3

3 1

5 3

3 1

5 3

3 1

5 3

3 1

5 3

3 1

5 3

3 1

3 3

1

1

D5

 









There’s live a

no - gain

time just

to who

 To





G5





pre - pare. can say.















  



let ring 0



1 4



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

              



2 0

2 0

2 0

2 0

2

2

0

0

7 0

5

7 5

5 3



 



2

0

A5



4

2



Sal - vage In what shape







a or

lost form



7 5

5 3

F5

7 5

5 3

7 5

5 3

5 3







7 5

7 5

5 3

5

7

3

5

5 3



ho - ri - zon, that I might be.













1

0

1° tacet 3

               

 Sorgdal

9 7

9 7

7 5

9 7

7 5

9 7

7 5

9 7

7 5

9 7

7 5

                                        9 7 7

5

 5  7

7 5

4

5 3

5 3

3 1

5 3

3 1

5 3

3 1

5 3

3 1

5 3

3 1

5 3

3 1

3 3

1

1

D5

 







But no an - oth

Just







 



1. G5



re - grets - er chance

from for





me.













  





 

0



1 4 2



                                

         



4

2 0

2 0

2 0

2

2

0

0

2

2

0

7

0

0

7

5

7

5

5

5

5

3

7 5

5

3

3

7 5

5 3

7

5 3

 

7

5

5 5

5

7

3

5

5

3

3

2. Pre Chorus

G5









A5









me.

A



  



 







Sorgdal



D5

time,

no





  

 

 

hur - ried

dis



grace

in -



1 4



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





7 5

7 5

5 3

7 5

5 3

7 5

5 3

7 5

5 3

7 5

5 3

7 5

5 3

 

              9

5

7

5 3



9 7

7 3

5

5

9 7

7 5

2 7

7 5

5

0

2 0

2 0

0

C5



   





G5





  

                     - stead



of rac







5

3

to

con - clu

3

   one



5

3





3

- sion





5 3

5 5

5 3

5 5

5 3



5 3



now.

 

5

3

3

 there’s

5 3

3

5 5

5 3







more

things

I’d

5 3

G5

5 5

5 3

like

Time

3

C5





 Sorgdal



3



day



5





5 3

3

9

5 3

5 3

5 5

5 3

-



5 5

5



I’m

com

5 3

  3







0

5 3

5 5

5 3

5 5

5 3

6





but





2



 

2

0

0

0

D5

  

 to





 



9 7

9 7

7 5

try

a - agin.

2 7

0

Some

2 0

2 0

0

7 5

5





 



No

more

                       

5 3

n’t last



5

- ing back

5

then.



it could

2

 

7

till



 

7

5



7



wait

0

                    



I’ll

2 0

7

5





be



7 7

no -

2 0

 



9

7 7

2

D5

           

    

5 3

3

5 5

G5

 may

5

0

a - way,

5

is up

9 5

7

5

  

A5

to do.

life

7

5

7

  



7

5

5 3



7

7

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





5 5

my



  



9

7



            

me

9

7





- ing all

9 5





wish

A5

  

stop



5 5

D5

                    

and

G5



can

C5



- ing

  



9 5

C5





A5

5 5

5 3

5 5

5 3

5 5

5 3

5 5

5 3

5 5

5 3





Chorus q = 186 q = h





A5



 









lies.

F5



No more

7 5

7 5

7 5

7 5

G5



7 5

7 5



7 5

7 5

7 5

7 5

3 1

 

D5

No more

lies.



lies.

5 3

Verse



5 3

5 3

5 3

5 3

A5

5 3

5 3

5 3

 

 





3. 4.

5 3





They’re all So

3 1

3 1

3 1

3 1



3 1

3 1

3 1

 

1.





No more

5 3



sit - ting just a

7 5

7 5

7 5

7 5

7 5

F5





at word

my of

7 5

7 5

7 5

3 1

2.



        

              7 5



3 1

 

7 5

7 5





7 5



7 5



ta - ble warn - ing

                                                  Fig. 1  Fig. 1  Fig. 1  Fig. 1  Fig. 1  Fig. 1  Fig. 1  Fig. 1    7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 5

5

5

5

D5

 

5

5

5

5





       



Fig. 1



5



talk - ing when you’re



Sorgdal



                   

w/dist. Gtrs. 1,2+3 tacet

              



No more

Gtrs. 4+5

  





lies.

                         ff









7 5

7 5



Fig. 1

7 5

7 5

7 5

7 5

 

5

5

5

5

7 5

5

5

1







tall in

and your

drink deep

1

1

1

1

  -

ing est



7 5

7 5



Fig. 1

7 5

7 5

7

7 5

7 5

1

1

1

1

1

1

1

1

1

1

G5



               



Fig. 1

7 5

1

wine. dreams

                Fig. 1

7 5

5

7 5

5 3

5 3



Fig. 1

5 3

5 3

5 3

5 3

5 3

5 3

A5















Their There’s



time is no - thing





up, you

just can

F5



like hide

me. from.



                                    Fig. 1  Fig. 1  Fig. 1  Fig. 1  Fig. 1  Fig. 1  Fig. 1 



5 3

5 3

5 3

5 3

3 0

3



7 5



3 1

3 1

3 1

7 5

7 5

7 5

7 5

7 5



3 1

3 1

3 1

7 5

7 5

7 5

7 5

7 5



Fig. 1

7 5

3 1

7 5

7 5







But

they I’ve

just got

don’t my

7 5

3 1

3 1

3 1

3 1

3 1

    know eye



Fig. 1

7 5

3 1

it on

               



7 5

7 5

7 5



Fig. 1

7 5

7 5

7 5

7 5

7 5

7 5

2.

 



yet. you.

 



The



Fig. 1

5 3

3 1



7 5



                



3 1



1. G5

7 5





Fig. 1

7 5

7 5





               



Fig. 1

3 1

7 5

D5

               

Fig. 1



7 5







7 5

5

5 3



Fig. 1

5 3

5 3

5 3

5 3

5 3



             Fig. 1

5 3

5 3

5 3

5 3

5 3

 

3 0

3

5

               



Fig. 1

5 3

5 3



Fig. 1

5 3

5 3

5 3

5 3

5 3

5 3

Pre Chorus

A5













 

clock

is

fast,

 

 



Fig. 1

 Sorgdal

7 7



 



Fig. 1

7 7 5

5

 

D5

the

hour





5



P.M.

is

 



Fig. 1



near



 



Fig. 1

7 7

7 7 5

  



7 7 5

5

8



5



e - vent





P.M. 7 7

5

5





C5

-

ful

 



Fig. 1 5 5

5



   past

is





 



Fig. 1 5 5

3

3



P.M. 5 5

3

3

3

G5

  

 



ev

 

-

er

clear.



 





3

3





think

I’m



3



3

My

life



5 5 3

A5



is









7 7

7 5

7 5

7 5

7 5





home.

  

5 5 3

3 3 0 0 X 3

3 3 0 0 X 3







G5





7 5



7 5

7 5



lies.

Sorgdal

5 3



No more

5 3

5 3

5 3

5 3

5 3

5 3

5 3

5 3

time

is









here.

I





 

 

P.M.

5



Fig. 1

 

  



Fig. 1

7 7

7 7

5

5

5

5

5





  

  

  

  

  

  

  

3 3 0 0 X 3

3 3 0 0 X 3

3 3 0 0 X 3

3 3 0 0 X 3

3 3 0 0 X 3

3 3 0 0 X 3

3 3 0 0 X 3



F5

No

  

  

3 3 0 0 X 3

3 3 0 0 X 3

more

   3 3 0 0 X 3





lies.

3 1

3 1

3 1

3 1

3 1

3 1



D5

3 1

3 1



3 1





lies.

7 5

9



No more



No more

                    

5 3

 P.M.

7 7 5



3 1





                   

                     











     

7 5



5

No more

7 5



G5*

lies.

7 5



7 7

5

                     



 

7 7 5

D5

the

Fig. 1

 





set

 

Fig. 1

com - ing



3



  

3



     

5 5



5 5

3

C5

A5

P.M.

5 5

Fig. 1



Fig. 1

5 5

 





 

Fig. 1







7 5

7 5

7 5

7 5

7 5

7 5

7 5

7 5

7 5



A5







F5

more

lies.





lies.

No









No

more

                                  



Fig. 1



7 5

7 5



Fig. 1

7 5

7 5

7 5

7 5

7 5

7 5



G5







Fig. 1

7 5

7 5



Fig. 1

7 5

7 5

7 5

7 5



lies.

7 5

7 5

3 1



 No



Fig. 1

3 1



Fig. 1

3 1

3 1

3 1

3 1

3 1

3 1

3 1



Fig. 1

3 1

3 1

3 1





D5

more



Fig. 1

3 1

3 1

3 1

3 1



lies.

                                  



Fig. 1



5 3

5 3



Fig. 1

5 3

5 3

5 3

5 3



Fig. 1

5 3

5 3

5 3

5 3



Fig. 1

5 3

5 3

5 3

5 3



Fig. 1

5 3

7 5

5 3

7 5



Fig. 1

7 5

7 5

7 5

7 5



Fig. 1

7 5

7 5

7 5

7 5



Fig. 1

7 5

7 5

7 5

7 5

7 5

7 5

A5 Gtrs. 4+5



       

Fig. 1



Fig. 1

Gtr. 6 (elec.)

  

2° only

  

f



sim.

  

    

             

9

7

7





w/dist. 6 7

9

9

7

9

9

9

7

9

9

7

8

6

9

9

7

9

7



Gtr. 7 (elec.)

  

2° only

f

 14   Sorgdal





  

w/dist. 12



12 15

             

     12 15

12



12

12

15

15

10

12 15

12

12 15

13 15 13

12 15 13

D5









10

           

10

9



10

9

10

  

   

15

12

13

9

10

13

12

10

9

7

7

13

13

12

13

 

      



  

14

12

14

F5

  



        2° only

5

Fig. 1

 

Fig. 1





  

   Fig. 1



 

Fig. 1









12

9

9

9

7

  



    

9

Fig. 1

9

D5



 



     

      

Fig. 1

Fig. 1

Fig. 1



Fig. 1



 

Fig. 1

9





G5

  



  

Fig. 1



9

9

 

 

Fig. 1



9

7

9

2.

F5

   

 





G5

F5

     



        

Fig. 1





Fig. 1

Fig. 1

Fig. 1



9

9

9

7

9

9

7

9

9

9

9

7

9

7

F5



G5

     



      Fig. 1

 

6 9

6

Fig. 1

6 9

9

G5

        sim.



Fig. 1

  

Sorgdal

 

12

7

A5



14

6 9 7

   

 



5

C5

1.





Gtr. 7 tacet

A5



7

15 14



7

12

A5



7

5

      



13

9



      

7





  

G5*

 14  



   



12

     

13

12

     

13

12

14

14





11

13

       15

13 12

13 12 12





A5



1.

D5

     

 

12

     

13

12

14

F5

       

     

13

12

14

14





G5

13

15

13

12

13

 

12 12

Gtr. Solo

2. F5







 

A5



G5 Gtr. 8 (elec.)

    



f 15

13

12

13

13







 

sim.



5

5

13

5 9

G5

15

full

12

12

15

15

15

3    

 



full 12

15

12 15

13

13

15

14

 A5 



7

full 12





full

Gtr. 6 tacet

w/dist.







          



full







C5

     





3

5 7

 F5





3 3          









12

10











12 13 14





14

12

1/2 17

12

17

12

 



13

12

13

12

14

12

14

D5

12

F5

G5

                    1 1/2 3

3

3

10 12

 

12

A5

     3        

1 1/2 15

 Sorgdal

13 17 14 12

13 12 14

17

17

12 13 14 12 10

12

19

14

12

18

20

19 20 19

17 19



 

F5

   3   3 





C5

G5



             

w/bar

20

19

 

18

17 19



19

3

3

w/bar

17 20

A5

w/bar

 19

full

full 17

20 17 17 19

D5

F5

                        3

3

full

3

3

full

19 17 19

 

   





full

G5



full

full

17



17 20 17 19

17

20 18 17 18 17

17 18 20

A5



18

20

F5

    

    Gtr. 7

20

20

Fig. 1

22

20

19

19

Fig. 1



sim.

G5

     

     

3

3

     

3

3

3

3

full

Gtr. 8 tacet

  



5 4 7

5

4

7

5

7

5

3

full

full

8

8

5

5

8

8

7

5

X

7



     

A5

  0 0 0

12

10

9

7  8

5

7



Sorgdal

5

6

8

8



3

5

G5



6

7

7

5



5

7

(8va) wide vib. F5   3                          



A5





T 



19



T 3





12 20 5

3 0

5

X

T 



 T

3



7

10

9

5 20 12 20 5

T

0

5

9 10

T   3      3

7

7

3



8 12 8











full

5 12 8 10 X

10

X

13

F5





      

 

    

9 10

9

7

10

9

7 10



12



13



A5

12

15

13



   

Gtr. 9 (elec)

7

7 

12



7

12

13

15

12

14



G5

 

3   



full 12

13

15

12

13

15

15

17

15

17

17

15

 



w/dist. full

13

14

3 3        

13

15

F5         





Gtr. 7 tacet



9

       

F5

        

f

A5 



G5

full

full

7

7





*

7 5

7

     

7

5

7

5

4

4

* Slide picking hand along string to sound harmonics.





G5

      





3

 





A5





15

13

12

Sorgdal

13

12 13 12

12

13

15

13 12 14

5 5

     

D5

 

     

F5

G5

full



13

14 7

13

  

3

4 7

12

   

full 15

5

    

15

15

A5     

     

full 15

13

15

15 13 12

15

12

14

15

13

15

17

15

17







        full 17



19



A5





17

19



19

3 20

   

17

17

  



20

 

17

20



   

20

0

3

16

19

0

14

16

14

16 14

14

12

0

14

F5









12



G5











                           

A

15 12



12 15 12

12

15

15

Pre Chorus

A5

 





Gtrs. 4+5

  

Gtr. 9 tacet

  

 



Fig. 1



to have

5



3



Fig. 1

A5



Fig. 1

5

5

   

of more

rac - ing things I



in - stead but there’s



 P.M.

 



Fig. 1

7 7

5 5

5

  





Wish com



P.M.

5 5 3

 

7 7 5

I’m

3



Fig. 1





C5

 

12 15



 



Fig. 1 5 5

5

3

3





P.M. 5 5

3

3

3

5

- sion.

 

 

7 7

5

5 5 3

P.M.

   

Fig. 1

5 5





12 15 12 15



dis - grace - n’t last,



7 7

5

con - clu to do

 



12 15 12 15

  



no could

7 7

 

 



Fig. 1



12 15 12 15

D5

time up

7 7

G5

12 15 12 15



 

  5

12 15



hur - ried time is

Sorgdal

17

17







17 19





19

3

D5



 



G5

full 20

20

17

  



20

20

full



        

F5

- ing - ing

 



Fig. 1

7 7 3

all back



 



Fig. 1

5

life try



5



P.M.

 



Fig. 1



No Don’t

 



Fig. 1 7 7

5 5



 

a - way. a - gain.

7 7

7 7 5

15







your to

7 7 5

D5



5



-

 P.M.

7 7 5

5

5

C5







- one tell

can me

stop that





 

 



Fig. 1





  me this



 



Fig. 1

5 5



3

3

Fig. 1



A5



Fig. 1

5 5

3

3

3



3





lies.

7 5

7 5

7 5

7 5

7 5

7 5

7 5



G5





7 5





5 3

5 3

5 3

5 3

5 3



A5





5 3

5 3

3 3 0 0 X 3

3 3 0 0 X 3

3 3 0 0 X 3

3 3 0 0 X 3







No more



3 1

3 1

3 1

3 1

3 1

3 1

3 1

3 1

3 1







lies.

No more

                     7 5



F5

more

lies.



lies.

3 3 0 0 X 3



5 3



3 3 0 0 X 3

    

D5

No more

5 3

3 3 0 0 X 3

  

                    3 1



3 3 0 0 X 3

  

No more

lies.

7 5

lies.

5 3

end.











                     



the



F5

No more

7 5

is

 

5 5

3

                     





P.M.

5 5 3

Chorus





 

                              

5 5

3

2. G5*

now.

P.M.

5 5 3

1. G5

No

7 5

7 5

7 5

7 5

7 5

7 5



7 5

7 5

7 5







No

more

                                  



Fig. 1

 Sorgdal

7 5

7 5



Fig. 1

7 5

7 5

7 5

7 5



Fig. 1

7 5

7 5

7 5

7 5



Fig. 1

7 5

7 5

7 5

7 5



Fig. 1

7 5

7 5

16

3 1

3 1



Fig. 1

3 1

3 1

3 1

3 1



Fig. 1

3 1

3 1

3 1

3 1



Fig. 1

3 1

3 1

3 1

3 1

3 1

3 1



G5











lies.

No

  

D5

more





lies.





No

more

                                                 Fig. 1  Fig. 1 Fig. 1 Fig. 1 Fig. 1  Fig. 1  Fig. 1  Fig. 1 

 



5 3

5 3

5 3

A5



5 3





5 3

5 3

5 3

 







5 3

5 3



 



5 3

5 3

5 3

5 3

5 3

5 3

7 5

5 3

7 5

7 5

7 5

7 5

F5

   



7 5



7 5

7 5



7 5

7 5

7 5

7 5



lies.

7 5

7 5

7 5

7 5





No

more

                                   Fig. 1  Fig. 1  Fig. 1  Fig. 1  Fig. 1  Fig. 1  Fig. 1  Fig. 1 



7 5

7 5



7 5

7 5

7 5

7 5

7 5

  



G5



7 5

7 5

7 5

7 5

7 5

7 5

7 5



7 5

7 5

3 1

 



3 1

3 1

3 1

3 1

3 1

3 1

3 1

3 1

3 1

3 1

3 1

  

3 1

3 1

3 1

3 1



lies.

                                                 Fig. 1  Fig. 1 Fig. 1 Fig. 1



5 3

5 3

5 3

5 3

5 3

5 3

5 3

5 3

5 3

5 3

5 3

5 3

5 3

5 3

5 3

7 5

5 3

7 5

7 5

7 5

7 5

7 5

7 5

7 5

7 5

7 5

7 5

7 5

7 5

7 5

7 5

7 5

A5



Gtr. 6

       

     

Gtr. 7

Fig. 1



    

             

7

7

sim.





6 9

7

9

9

7

9

9

9

7

9

9

7

8

6

9

9

7

9

7



  

 14   Sorgdal

  

Fig. 1

   12



12 15

             

     12 15

12



12

12

15

15

17

12 15

12

12 15

13 15 13

12 15 13

1.

2.

D5









10

10

9

7 5

7

D5

rall.

10 9 10 9 10

9 10

9

7

7

5

7

5

 

9

7

7

15

13



13

13

12

13 12 13

12 13

12



7



5

14

12

14 12 14

q = 85 h = q A5

G5*

7  5

12 14

14

C5

G5

clean tone

6 7

9 9

9

9 7

9

9 9

9

9

9

7

Gtr. 3

clean tone

15 14 12 14

12

9 7

9

9

7

7

9

9

7

9

7

7

9

5

7

7

3

5 3

5 3

7 3

5 3

5 3

Gtrs. 4,5,6+7 tacet

A5

rall. F5

D5







           

G5



        No





 

more

lies.





A5



   7

6 9 9

9

9 7

9

9 9

9

9

9

7

7

9 7

9 7

9 7

9 7

9 7

9 7

2 7

0

2 0

18

2 0

5 0

3

7 3

5

5

   



                           

Sorgdal

9

                              



mf



12

       

Gtr. 1

mf

12

F5

        





 

15 14

    



5

                  

    





      







                               7





G5*

2 2 0

8

5

Montsegur Words & Music by Janick Gers, Stephen Harris & Bruce Dickinson

E5

D/F#

G5

2fr

C5

3fr

D5

3fr

E5*

5fr

B5

7fr

A5

7fr

D/F#*

G5*

D5*

5fr

q. = 125

       Gtrs. 1+2 (elec.)



 f

   



[E]

 



Fig. 1 w/dist.

7

let ring

 



0 0

0

0

0

0

          



Fig. 1



2

0 0

0

    

Gtr. 3 (elec.)

 



0

2

0

0

3

0

3



2



9

7

7

10

7



Fig. 1

Sorgdal

7 7

7

7

9

7

7

10

7





 

5

5

0

0

2

0

0

3

0

3

9

7

3

9



 

7

7



2

5

3

7

7

10

7



2



3

  

  

10

9

7

         7

10

2

      

12 7

3

0



        

7

            



5 0

9

7

 



2

0

Fig. 1

7 7

Fig. 1



5

Fig. 1 f w/dist. Gtrs. 1+2 w/Fig. 1

7



0

           

7

0



10

9

7

© Copyright 2003 BMG Music Publishing Limited (66.66%)/Warner/Chappell Music Limited (33.34%). All Rights Reserved. International Copyright Secured.

10

9

7 10

 

Verse E5 Gtr. 4

$



D/F# 



f w/dist.

 

a - lone Old Tes

     



Fig. 1 Fig. 3





in this - ta - ment

de crip







stand of

Gtr. 1







1. I 2. Book















  

C5











- so - late - pled and



Fig. 1







space, black,

   







Fig. 1



in

      

Fig. 1

1 0

2 2

0

0

2 2



     



Fig. 1

2

2

0

3

3

Gtr. 2



G5 







  

   







Fig. 1



Fig. 1



     

Fig. 1

Fig. 2





2 2 2



E5













they tan













are his

tru wea

- ly - pon

a

 



Fig. 1















 -

 



Fig. 1



2 0









 





   Fig. 3 ends



Fig. 1







 





2

2



    Fig. 2 ends



Fig. 1

0 0

2 2

2



0

Fig. 1

0



2

3





lust

2

2



live, is

sim.

0 0

0

Fig. 1

Sorgdal

3

G5

-

5 3

D/F#

 

 



5 5

0

death Sa



5

0

2

3

0

2



E5



D/F#

      

  

  



mas - sa - cared liv - ing this







in - no - cents ev - il dam - na -

ev tion

 

       Fig. 1 Fig. 1

 

  

G5





-

C5

 



il took of





place flesh

the

     

      Fig. 1

D/F#



G5

 

 



an - gels were burn - ing in back to the tor - ture of

-

2 0

0 0

            Fig. 1  Fig. 1



Fig. 1

   

Gtr. 2 plays Fig. 2



0

2

 









2

G5



  

C5

I die

won - der at the

why, stake

   

la - ter would will ing - ly

3



 



  se all





 -

cret of



 

5 3

E5

 

5 2

2 0

X X



they their

took fol

to - low

   

5 3

 

still as







burn for



 



5 2

 

   

7 5



0

 

9 7

9 7 0







un

God

der they

our have

2 0

2 0

5 2





0

5 3

X X

5 3 0

0

0



 

   

9 7

7 5

0





C5



skies. claimed.

 

 

     

X

X

X

0

0

X

X

X

X

X

X

3

3

X

X

X

3

X X

    Fig. 1

G5

       

5 2

 





X X



 

0



5 3



Fig. 1

he - re - tics know ledge of

X X

5 3

D5

slain

         X X

X X

grave

 

X X

X X





their - ers

X X

E5



0

D/F#



X X



0

- ing the



X X



7 5





2 0



0

what and

          

D5

0



                       Fig. 1











2 2



Sorgdal





Fig. 1



D/F#



Gtrs. 1,2+3

        Fig. 1

  



0 2

Cen - tu - ries The per - fect

0

 



3

3



- side. life.



2

2

0

 



0

2

E5



1 0

2 2

 









 

Re

-

  

Fig. 1

5 3

5 3 0

0

0



 





 

-

li - gion

  







still

 

D5





burn

  



Fig. 1



5 3

5 3 0

Chorus

E5* Gtrs. 1+2  









 

       gates,

Gtr. 4

 



-

 

 

D5

C5



7

       10

7

7

4

9 7



  

 

 



ci - ta - del.







2

 

2 12

8

9

5



  

Blood

on the





  

stones

of the

5

5

7 5

5

7 5

7

           

     

      

8

5

8

5

10

7

5

2

5

2

7

4

5

5

3





 

D5

C5





     

     

8

7

5

7

3

on the walls

5



  

of

Mont - sé - gur.

 



       5 5

9

7

         

         

           

12

8

10

7

8

5

9

5

7

4

5

2

9 7

7 5

the

D5

7

   

9 7

At

   

9

 

   



0







 



  

9

2

0



      

At the gates,

8

   



  

0

 

5

E5*

9 7

0

7

5

9 7

    Fig. 1

5

            8

 

Mont - sé - gur.

7 7



of



 

    

9



0







7 5 0



side.

  

0

9

 12 9

-

Fig. 1



D5



in

   

Gtrs. 5+6

Sorgdal



ing

and the walls

8

E5





7 5 0





9 7

4

5

7 5

5 3





 

    D5

     Blood



  

on the stones

2, 4.

1, 3. E5*

   

of the





ci - ta - del.

  

  At the

     

7

 

4

5

5

5 5

        

     





8

5

5

2

5

7

4

3

5

2

7

2 4

2

3

3

2

0

 

  As

 

2

      5 5

7

 

2

         5



        

2

5

   

ci - ta - del.



2

5 5



E5*

 

2 5

4

2

3

2

0

Bridge

$$

Gtrs. 1+2



E5*



  



    we

kill





then

all

11

  

 





         

Sorgdal























 own



  

will



  

9

10

12

9

11

A5 

God

 

know

his





(1°) he



 

  

  for ness

the and

  

 

9

7

7





Pope in

E5*

  

  on God



his throne. we trust.

       9

10 11

E5

7 7



A5

so

9

1, 2. in - no - cents die ($$) Laugh at the dark -





B5 

w/dist.

D5





 

9

  



  

Gtr. 7

f







10

sim.





B5



 

 



 



Ca - tho - lic The eye in

greed and its a tri - an - gle

 

 

   

   

9

9

9 9

5

9

11

9

9

11









pa - ra - noid smil - ing with

zeal, sin,

A5   



   

     



12

10

D5

no

E5*

 

Temp - lar Fac - ing

E5







on like

    

9



kill live

A5

  

 

with they

9

 

7

7

  

blood went

on to

12







 



li - ber - ty. li - ber - ty.

         Sorgdal

10

12

 

cho - rus dog or

 

7



Burned Death

at is





7

7

9





B5

the the

stake, price

for for

their your





  



9









 





  9

9

11





1. To 2. To

D5









stand with the still burn - ing

9

To CodaØ A5 E5



Cath - ars to He - re - tics

die



 

       

 

 

7 7

9

7

6

9

 



10 11

to you

 

9

  

soul’s soul’s

the a

  

       

E5*





  in like

A5



7



com - mand. a slave.

9

  

Joined Burn

To CodaØØ





11



10

10

9

 

9

D5

their hands. their grave.

11

10

A5

       9

      

10



the cross. with - in.

9



 



 

blood on cur - sed

 

9



B5



  

9

the the

7

9

   

and for

        7

               

the grail - er feast

 

be - liev - ers the sun as

11

E5

 

10

  

9

of ov

  



A5

  



 

curse pass

11

   

  





7

9

11

D.S. al Coda

  

  and

be



 

free.

The

       9

10

9 9

ØCoda

E5   









   

  



10

un - der

  

our

9





0

2

0

0

3

0

3

2

0

0 0

0

0

2

0

           



7 7

7

7

9

7



Fig. 1

f

7

10

7

  14



Fig. 1



Fig. 1

0

2

3

0



0



    5

3

3

3

2

5

3



Fig. 1

7

7

9

7

7

10

7

Fig. 1



Fig. 1

 

  

12

10

9

19

17

16

  

7

        







w/dist. 14 14

14

16

14

14

17

14

16

14

14



Fig. 1

7 7

0 3

         7

2

0

Fig. 1

             7

7

9

7

7

10

7

9

7

             



Fig. 1

Sorgdal

3



0

9

7

 



0

0

[E]

 

Fig. 1



Fig. 1

14

14

16

14

14

17

14

16

14

14

14

16



 

7

7



14

14

17

14

14

         7

10



 

19

19



14 14

2



              



0

Fig. 1

Gtr. 7 (elec.)



0

 

Fig. 1 Gtrs. 1+2 play Fig. 1





0

5

Gtr. 3

[E]

                Fig. 1   0 2



9

0

    



Gtrs. 1+2

9

 0

 



skies.

 

Fig. 1







17

10

9

10

9

7

       

10

17

16

19

17

16

14 17

7

    

Gtr. Solo

 

        

Gtr. 8 (elec.)

f



E5

4                P.H.

D/F#

w/dist.

full

G5

full

C5

full

full 3

2

2

2

3 2 0

D/F#

G5

             





full

full

3

3

3 1 3 1 0

0 1 3 1

0

?

2

X

4

X

X

Gtr. 1 plays Fig. 3 Gtr. 2 plays Fig. 2

E5

    



E5



 



    





P.M.





full



10

10

8

7

8

X

2

2

0 2

3

C5           

7

0

                      D/F#

4

2

4

G5

3

3

5

5

2

8 7



7 10

8

7

7 9

8

9

8

8

8 9 8

7 10



       E5



10





8

8

7

9 8

7

7

10 10









full





12

14



full

10

10

8

8 10

D/F#





8 10



full

15 X X



G5

C5

        

 



full

15

17

17

15

17

D/F#



G5

   

E5

   

full 17











full 17

15

 Sorgdal



X

G5





full

10

0

 D/F#     



14

15

14

12 15

8

15

17



  





4 5     5                      

8

0

D/F#

4 0 10 0

7

G5

C5

5

0



10 0

8 0 7 0 9 0 7

0

5

0

4 0 7 0 5 0

4

4

4

5

D/F# 3

G5

2



5

3

5

4 4

5

7

4

4 5 4

7

7

E5





Gtrs. 1+2 Gtr. 4

       



5 7 5

7 5 4

1/4

4 5 7 4 7



C5

8

8

7 5

8

7

8

7

8

7

10

10

8

10

1/2 7

8

10

  

3

full

            



full 10





2

8 10 8

7

8

10

10

            

7

full

7

8

8

9 10

  

E5



sim.

2

D5

  

 



C5



7

8

8

  

3

full 8

8





full

8

7

8

7

8

    







2 full

  

 



7

7



10

8

  

3

2

full 10

8

10

10

8

10

8 10 8

7

8

7 10

9



2

10

10

7

8

1/2 7

0



7

    

 



5 2

D5



2 10





  

3

E5*

  



    

full

       

D5





 

4

5 7

7

 

Gtr. 5+6

Sorgdal

4

7

Interlude



5

2

4 5 4

7

E5

           



4 7

 



4



7

C5

   















G5







10

10

7

  













7













Gtr. 6 8

8

 



           Gtrs. 5+6



9

10

9

7

E5* 

9



7

11





9

9

10 11

8

7



 

full

10 11

8 9



   

 

1/2

   

    



5

7

7

 

2

C5 



G5* 

  

2

     

Gtr. 5

9

q = 155 q. = q E5* 



10

full

7

 2

8

8

1/2









full

7





1/2

full





E5



5

4

D5*

5







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



5

E5* 

  





0

  

         

P.M.



9

10 9

7

9

11

C5 

11

9

  



            

12 14

14

11

9

10 9

7

E5* 

  

 Sorgdal

10

10

9

7

9

11

           

G5* 

9

10 9

10

9

7

10

9

11

11

9

 14

D5*

  

     P.M.

full

9

9

14

12

14 14

11

9



E5* 

 



         Gtr. 6



9

10

9

7

9

11

     



Gtr. 5











9

9

C5 





    



5

7

7

5

4

14

12

11

12

14

12

12

G5* 

  

14

12

D5*

11

P.M.



9

10 9

7

9

11

11

9

         

 

C5 



14

12





12



5





0





13

14

  

full

10 9

7

11

    

12

  



5

0

7

5

4

14

12 14 12 11 12

5

  



10 9

7

9

11

11

  



9

 14



12

14

12 12 14 12 11 12

14

11

12

12

 

 

As

 





11



13

12

14

          



14

D.SS. al Coda II D5*

G5* 

full 13

7

        

                 9

           

12 14 12 11 12

5

P.M.

9



       

15 12

10

10

9

12

14

G5 

            

Sorgdal

 14

12 12 14 12 11 12











E5* 

  

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





13

12

G5 







full





5

    



 

15 12

14

 



ØØ Coda



Chorus

D5

  



stand

   

 





 

 

E5

to

die



with the Cath - ers

          

      E5*      

A5

9

7

 

be free.

7

9

10

 

9







  

of

Mont - sé - gur.

 



         

 Sorgdal

10

12

    

 

14

15





  

Blood

on the

A5



  

stones

14

of the

 



11

9

9

 

9

9



10



9

   



ci - ta - del.

7

9

10

7

7

7

9

9

9

 

 



     

7

7

12

14

  9

 

7

14

12

9

10



12

  At the

     

9

10

E5



 

11

 

 

 



and the walls

 

10 11



D5

B5

9 9

Gtr. 5

 



A5

gates,

    



 





Gtr. 7

9

9





At the

         7

7

and

 

12

9

E5*

  

 



         gates,



9





11

10

9

10

 

9

9



E5     

9



on the

A5



  

stones

of the

 

 

7

7

 

 

10

7

14

 

12

  

Blood

11

15

9

7

9

 

 

7

7

 

14

9

 

7

9

10





    

10

  12

    

At the

ci - ta - del.

 

     12

A5

  

9

E5



7 5

7 5

E5



9

14

2.

 

9

D5

Sorgdal

12

9

              



Mont - sé - gur.

    

10

D5

14

   



 

 

ci - ta - del.





11

 

9

  

      

 

of

1.



A5

and the walls

      9



B5



2 0

E5





    

9

10



Gtrs. 1,2+3

 

B5

A5



          

9 9 9 7



    

12

14

B5

12

A5

            9 7



E5

9 7

7 5

13

9 7

7 5





9

rall. D5

   

G5 E5  

    

  

 

ad lib. noise + feedback

7 5 3

2 0

2 2 0

Dance Of Death

Words & Music by Janick Gers & Stephen Harris E5

D/F#

7fr

9fr

G5 10fr

D5

C5

5fr

A5

3fr

G/B

12fr

A

Em

5fr

F#5

Em/F#

7fr

A5*

9fr

E5*

F#5*

2fr

D% 5fr

A'9 5fr

Dsus4/F# Em*

9fr

Gtrs. 6+7 6=D 3=G 5=A 2=B 4=D 1=E

q. = 50 E5



    

Gtr. 1 (acous.)

   





D/F#

   

D5







C5

  





  



mf

7



7

5

5

10 5

        

7

Gtr. 2 (elec.)

mf



10 7







5 7

3





9

5

5

3

3







clean tone let ring



9

9

7

7

        3

 



Sorgdal

1







5 3

D5



3 1



12 7





3





3

5

12 9

   

5 1

5 3

9

E5



5 3



7



7



5







5

7





5

3



7



9





© Copyright 2003 BMG Music Publishing Limited. All Rights Reserved. International Copyright Secured.

1





5





7

7



5 3





7 5

9 7

3 1

5

  

5



1

7 5

7 3

7 5



3

3

   7

5





9

5

 9

7



 

Gtr. 3 (elec.)





mf



D/F#





  C5

8

10 8

D5

  D5 



E5

clean tone

7



  

7 9

7 10

8 7

9

9

                                          Fig. 1

7



5

7 5

10 5

7

10 7

5 7

3

5 3

3 3

1

3 1

3 1

1

3 1

5 1

3

5 3

7 3

5

7 5

7 5

5

7 5

5

                                   



9 7

9 7

Gtr. 4 (elec.)

   

12 7

9

  

12 9

7 9

5

 Sorgdal

9 9 7

5 5

3

5 3

5 3

3

5 3

7 3

5

  

  

  

  

7 7 5

5 5 3

5 5 3

7 7 5

Fig. 2

mf

7 5

7 5

9 5

7

  

clean tone

12 12 9

2

9 7

9 7

9 7

7

9 7

D/F#   

  

7

7

D5

A

  

10

D5   

C5

  



7

7



10

8

E5

  

7

10 8

10

8 7

9

9

                                           Fig. 1 ends 7



5

7

10

5

5

7

10

5

7

7

5

3

3

5 3

5

3 5

1

2

3 1

5 1

3

5 3

7 3

5

7 5

7 5

5



7 5

5

2

                                   



2 9 7

9

12

7

7

9

12 9

  

   

7

9

7

5

5

  

2 5

2

5

0

0

  

3

5 3

7 3

5

7 5

7

9 7

9 7

7

9 7

7

   

  

  

9 5



Fig. 2 ends



9 9 7

Verse

12 12 9

E5

7 7 5

6 7 0

D/F#

   





5 5 3

D5



 

8 9 9 7

7 7 5

C5

 



 



 



                          Gtr. 1 plays fig. 1



         

3

3

me tell was ramb

you a sto - ling en - joy

- ry to chill - ing the bright

the bones, moon - light,

Gtr. 2

 Sorgdal





Let I



D5

 

Gtr. 3 tacet Gtr. 4 plays fig. 2 4 2

4 2

7 2

4

’bout a thing gaz - ing up

that I at the

7 4

4

7 5

7 5

5 5

3

3

5 3

5

5 3

7 3

5

7 5

5





 

E5

















   





  

night wan a - ware



D5





One Not





7

9





 







             



-



A

der - ing of a

in pre

the Ev - sence so near

-

er - glades, to me,

2 9

9

7



  



saw. stars.







D/F#

7

9 7

7

9 7

C5

9 7

7

9 7

12

D5







I’d watch

one ing







5

-

 5

3



drink, my



3





 7

5

E5



 Feel Then

- ing they

5



 0



9









9

7



and moned

0



7

7

I







 

9

7

7

7

C5

 







9

D5

scared, sum

2

0





5





2

5

more. move.

D/F#

   

7

5



but no ev - ’ry

7

3

7 9

E5





12 9

fell ov

to er

my to

7 5

7 5



 knees, join





as with

                                              

 

-

me

-

in

P.M.

9 7

9 7

9 7

9 7

9 7

9 7

12 9

12 9

12 9

12 9

12 9

12 9

7 5

7 5

7 5

7 5

5 3

5 3

5 3

5 3

5 3

5 3

                                                         

Gtrs. 1+4

 Sorgdal

 

Finger-picked Gtr. 3 doubles ad lib.

9 9 7

9 9 7

9 9 7

9 9 7

9 9 7

9 9 7

12 12 9

12 12 9

12 12 9

12 12 9

12 12 9

4

12 12 9

7 7 5

7 7 5

7 7 5

7 7 5

7 7 5

7 7 5

5 5 3

5 5 3

5 5 3

5 5 3

5 5 3

5 5 3





 

D5



some them



-





thing to

E5

rushed the



me dance



from of



the the





trees.

dead.



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

 

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



5 3

7 5

7 5

9 7

                             

 

         

     

7 7 5

9 9 7

7





5 3

5 5 3



5 3

5 5 3

5 5 3

5 3

5 3

5 5 3

5 5 3

5 3

5 5 3

7 5

7 7 5

7 5

7 5

7 7 5

7 7 5

7 5

7 7 5

7 7 5

D/F#

 In

 Took - to

me the

to cir

9 7

9 9 7

9 7

9 9 7

9 7

9 9 7

9 7

9 7

9 9 7

-





an cle

un of

-

12 9

12 9

12 9

9 7

9 7

5

9 7

9 7

4

4

9 7

5

7

D5





9 7

A

 



ho fire

-







ly

place fol

I







and them,

- lowed

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

9 7



 

 Sorgdal

4

9 7

9 7

2 0

2 0

2 0

2 0

                                  

  

  

  

   

5 6 7 0

5 6 7 0

5 6 7 0

5 6 7 0

5 6 7 0

9 9 7

9 7

9 9 7

9 7

9 9 7

9 7

9 9 7

12 9

12 12 9

12 9

12 12 9

12 9

12 12 9

12 12 9

12 12 9

5

12 12 9

7 5

7 7 5

7 5

7 7 5

7 5

7 7 5

7 5

7 7 5

7 5

7 7 5

7 5

7 7 5

2 0

0





 

C5

1.

D5









that is in - to

where the





from was

grace.

                         

                  



5 3

5 3

5 3

5 3

7 5

9 7

          

  

  

              

 

5 5 5 3

5 5 5 3

5 5 5 3

9 9 7



5 3

5 3

5 5 5 3

5 5 5 3

5 5 5 3

7 5

7 5

7 7 5

7 5

7 7 5

7 5

7 7 5

7 5

7 7 5

 









I fell mid - dle I

E5

7 7 5

9 9 7

9 7

9 7

9 7

9 7

9 7

9 7

9 7

9 7

9 7

9 7

 

9 7

                9 9 7

9 9 7

9 9 7

9 9 7

7

5

4

4

 

5

7

2. q = 80 Em















led.

           

0

 





0 0 0 9 7 0

0 0 0 9 7

0 0 0 9 7

0 0 0 9 7

 Sorgdal

3

0 0 9 X 7

0 0 9 X 7

3

0 0 9 X 7

0 0 9 X 7

3

3

 

        

0 0 0 9 7

0 0 0 9 7

0 0 0 9 7

0 0 0 9 7

0 0 0 9 7

 0

                    Gtrs. 2+5

3

0 0 9 X 7

0 0 9 X 7

0 0 11 X 9

 

 

0 0 11 X 9

0 0 11 X 9

3

3

           

 

   

3

Gtrs. 1+4

0 0 0 9 7 0

0 0 0 9 7

0 0 0 9 7

0 0 0 9 7

                         0 0 7 X 5

3

0 0 9 X 5

6

0 0 9 X 5

0 0 9 X 7

0 0 9 X 7

3

0 0 9 X 7

0 0 9 X 7

0 0 9 X 7

0 0 9 X 7

0 0 11 X 9

3

3

 

        

0 0 0 9 7

0 0 0 9 7

 

 

0 0 11 X 9

0 0 11 X 9

3

0 0 0 9 7

0 0 0 9 7

0 0 0 9 7

3

       0 0 7 X 5

0 0 9 X 5

0 0 9 X 5

Verse





E5*

Em7/F#



    

if



  

0 0 0 9 7 0

0 0 0 9 7 0

Fig. 3





  As

           



0 0 9 9 7

0 0 9 9 7

0 0 9 9 7

Cmaj7







  still

  

 0 0 5 5 3

0 0 5 5 3

              

Sorgdal

 

 

0 0 0 12 9

0 0 0 12 9

   

 

 

 

0 0 0 12 9

0 0 0 12 9

0 0 0 12 9

0 0 0 12 9

3

stopped











still,

I

was

numb

with

 

 

0 0 7 7 5

0 0 7 7 5

   0 0 7 7 5

D%

Aadd9

3

 

0 0 7 7 5

0 0 7 7 5

Em



   

  -

ed

 

to

0 0 7 7 5

0 0 6 7 7 5

3

0 0 6 7 7 5

     

  

0 0 6 7 7 5

0 0 6 7 7 5

0 0 6 7 7 5

 3

       





but

  

    





go.

 

   0 0 6 7 7 5

    0 0 7 7 5



fear

  

3

 

 

3

       



Fig. 3 ends

0 0 7 7 5

0 0 9 X 7

0 0 9 X 7

0 0 9 X 7

0 0 11 X 9

0 0 11 X 9

0 0 11 X 9

  

 

 

0 0 11 X 9

0 0 11 X 9

0 0 11 X 9

0 0 7 X 5

0 0 7 X 5

0 0 7 X 5

0

3





 had

I want

     



time

3

0 0 9 9 7

D6/9

0 0 5 5 3

0 0 5 5 3

0 0 5 5 3

0 0 5 5 3

3

    

 

0 0 7 7 5

0 0 7 7 5

0 0 7 7 5

0 0 7 7 5

                3

0 0 9 X 7

7

0 0 9 X 7

3

0 0 9 X 7

0 0 9 X 7

0 0 9 X 7

0 0 9 X 7

3

3

        0 0 7 X 5

0 0 9 X 5

0 0 9 X 5

Gtrs. 1+4 play Fig. 3





E5*

Em7/F#









And

the

blaze

             

0 0 9 9 7

0 0 9 9 7



0 0 9 9 7

0 0 0 12 9







the

fire

I walked

0 0 5 5 3

0 0 5 5 3

0 0 5 5 3

0 0 0 12 9

E5*

0 0 7 7 5



on

3





 

        

    

0 0 7 7 5

Em7/F#

Then I

felt

0 0 7 7 5



- to the

3

   

 

0 0 7 7 5

0 0 7 7 5

0 0 7 7 5

no

hurt



up

   

  

-

on

3

0 0 6 7 7 5

me,

     

  

0 0 6 7 7 5

0 0 6 7 7 5

0 0 6 7 7 5



                 3

0 0 9 X 7

3

0 0 9 X 7

0 0 9 X 7

0 0 9 X 7

Aadd9

    

-



coals.

D%

I







0 0 7 7 5

 

     

Gtr. 2

did

0 0 7 7 5

       

0 0 5 5 3



  

 

0 0 0 12 9

Aadd9

Em



 

as

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



0 0 0 12 9



D%

3



of

3

Cmaj7





     

3

0 0 9 9 7

D6/9

0 0 9 X 7

Cmaj7

and my

 

0 0 11 X 9

0 0 11 X 9

0 0 11 X 9

3

       0 0 7 X 5

0 0 9 X 5

0 0 9 X 5

D%

 

 

was in a trance

0 0 9 X 7

  3

   

spi - rit

 

was lift



- ed from

me.

   

        

  

            

 

0 0 7 7 5

0 0 7 7 5

0 0 5 5 3

0 0 5 5 3

0 0 7 7 5

Gtrs. 1, 4+5 doubles ad lib. 0 0 9 9 7

 



0 0 9 9 7

0 0 9 9 7

0 0 0 12 9

Em

0 0 0 12 9

0 0 0 12 9





 Sorgdal

0 0 9 X 7

0 0 9 X 7

0 0 9 X 7

0 0 6 7 7 5

0 0 6 7 7 5



0 0 9 X 7

0 0 9 X 7

0 0 11 X 9

0 0 6 7 7 5

0 0 5 5 3

0 0 7 7 5

E5*

0 0 11 X 9

  0 0 11 X 9

 

 

0 0 7 X 5

0 0 9 X 5

8



         

And

0 0 9 X 5

0 0 9 9 7

0 0 7 7 5

Em7/F#



                   0 0 9 X 7

0 0 7 7 5

0 0 9 9 7

0 0 9 9 7

 

if

on







        -

ly

0 0 0 12 9

0 0 0 12 9

0 0 0 12 9





D6/9

Aadd9









one

had

the

         some

0 0 7 7 5





-



 

0 0 7 7 5



  

0 0 7 7 5

Em

0 0 6 7 7 5









chance

    







0 0 9 X 7

0 0 9 X 7

0 0 6 7 7 5

0 0 9 X 7





          

0 0 9 X 7

0 0 9 X 7

and

0 0 7 7 5

0 0 7 7 5

Sorgdal

  

   

  

0 0 5 5 3

0 0 5 5 3

0 0 5 5 3

0 0 11 X 9

0 0 11 X 9

  0 0 11 X 9

 

 

0 0 7 X 5

0 0 9 X 5



 

I

sang

with

them.

0 0 7 7 5

    

0 0 6 7 7 5

what

hap

          0 0 9 9 7

0 0 9 9 7

  

0 0 6 7 7 5



    

0 0 7 7 5

0 0 7 7 5

Em7/F#



I

0 0 9 X 7

0 0 9 X 7

0 0 9 X 7

0 0 9 X 7

0 0 9 X 7

0 0 11 X 9

0 0 11 X 9

0 0 11 X 9

0 0 7 X 5

0 0 9 X 5

9

ne.

0 0 7 7 5

 

danced,

and

I

      0 0 0 12 9

0 0 0 12 9

D%

0 0 0 12 9







All

had

death

in

their

eyes.





  

    

0 0 5 5 3

0 0 5 5 3

  

     

0 0 5 5 3

0 0 7 7 5

0 0 7 7 5

 Life

          0 0 9 X 5

0 0 9 9 7



0 0 7 7 5

Em7/F#



 

to





 

- pened



0 0 6 7 7 5

 

 

 

E5*





0 0 9 9 7

Cmaj7



  



And

0 0 9 X 5





 



Em

0 0 9 X 7

ness

D%



E5*

                   

-

0 0 6 7 7 5







wit

Aadd9

pranced



to



 



D%



 

  

                   0 0 9 X 7

Cmaj7

0 0 9 9 7

0 0 9 9 7

 - less



fig - ures,

      0 0 0 12 9

0 0 0 12 9

0 0 0 12 9

Aadd9



were un - dead, all

       

 





of them.

They

    

they

0 0 7 7 5

    

Cmaj7

0 0 7 7 5

      

0 0 7 7 5

0 0 6 7 7 5

q = 115

  

0 0 6 7 7 5

rall.

D%



 



   

had as - cend

-

ed -

         

     

0 0 6 7 7 5

0 0 5 5 3

0 0 7 7 5

0 0 5 5 3

0 0 7 7 5



     

from

  

0 0 5 5 3

 

Em

0 0 7 7 5

Hell.

 





D%

0 0 0 7 7 0

Interlude N.C. Gtrs. 1,4+5 tacet

             Gtr. 3



7

8 7

7 8 7

9

9 7 9

      

9

7 9 7 9

8 7

9

7 9 7 9



7 7 7

7 7

9 9







E5

D/F#

chords implied by bass

G5

E5

Gtrs. 5+6 (elec.)                                             

ff



8 7

 

Sorgdal

5 7 9 7 9





w/dist.



 

7 8 7

7 8

8 10

10 8 7 8

8 8

8 7

9

7

7 7 8 7

9 7

7 9 7 9

9

 

                                   Gtr. 7 (elec.) (6=D)

ff

4 7

Fig. 4

w/dist.

 

5 4

4 5

5 7 9 7 5 4 5

7

5 5

5 4

4 7 5

10

4 4 5 4

4 7 5 7

7

 

E5 D/F# G5 E5                                           





8 7

7 8 7 9 7 9

9

7 9 7 9

7 7 7

7 7 8 7

9 9

7 9 7 9

8 7

9

7 8 7 9 7 9

9

9 7 9

9 9



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



5 4

4 5 4 7 5 7

7

4 7 5 7

4 4 4

4 4 5 4

7 7

4 7 5 7

5 4

7

4 5 4 7 5 7

7

7 5 7

7 7

poco a poco accel.

                                            D/F#

G5

E5

D/F#

G5

E5

7



7

7 7 7

7 7 8 7

5 7

8 7

9 7 9

7 8

8 10

10 8 7 8

8 8

8 7

9

7

7 7 8 7

9 7

7 9 7 9

9

                                             



7 4

4 4 4

4 4 5 4

5 7

9 7

7 5 7

7 9

9 10

10 9 7 9

9 9

9 7

10

7

7 7 9 7

10 9

7 10 9 10 10

D/F# G5 E5                                   7



8

7

7

8

8

10

10

8

7

8

8

8

8

7

9

7 9

7

7

8

7

7

9

7

9

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



Fig. 4 ends

 Sorgdal

7 9

7

7

9

9

10

10

9

7

9

9

9

10

9

7

7 10

11

9

7

7

9

7 10

9

10

q = 126 Pre-Chorus Gtr. 5 tacet

E5

    

D/F#





 

As I danced Un - til the time

       



with the came to



   

dead my free re - un - ite



A5



- spi - rit was us, both my

 

 

 

9 7

12 9

12 10

14 12

 

 

 

 

2 2

5 4

5 5

7 7

Gtr. 6

 

G5







 

laugh - ing spi - rit

and

G5





howl - ing came back

 

 

Fig. 5

  

D5

7 5

12 10

Gtr. 7



 







Fig. 6

E5



 

down down

at me, to me.

      

 Sorgdal

E5





 



be - low I did



 

 

  0 0

D/F#



my un - dead not know

5 5

G5

 

A5

 





bo - dy just if I was a - live or dead, as the

   

 

 

 

4 0

9 7

12 9

12 10

14 12

 

 

 

 

2 2

5 4

5 5

7 7

5 4 9 7



 

7 5 7 5





5 4 7 5 7 5 2 2

4 0

12





D5

  



danced oth -

the ers

 



1. E5

G5





cir - cle of all joined



2. E5

G/B



 



7 5



 



 

9 7

 

0 0

Chorus



12 10

 

 

5 5

E5



   

 

5 3

5 2

 

 

Fig. 6 ends

5 3

2 2



 



  







luck then a skir - mish

start - ed and took

8

7



  

Sorgdal

7 9

When



 

7 9 7

    

2 2

5 3

5 2

 

 

5 3

5 2

G5

 

 



 

the at - ten - tion

E5



  



a - way

from

me.

        

Gtr. 7 plays Fig. 4



8

 



5 2



Gtrs. 5+6

me.

9

Gtr. 6

 

with

  

                       By

G/B





D/F#

   



2° only

 in

Fig. 5 ends



C5

death.

 

 

C5

7



9

8



they took

  9

7

their

9

9

7

7



gaze

8

7

7

8

from







me was the

7



7

9

9

13

9



 

mo - ment

7 9

7

5 9

          9

7

9

D/F#





7 7

7 9

7 9

7

9

that

I

7

7

7

7

9

G5

E5





fled.

            7

7

7

8

7

5 9

7

9

7



















D/F#

 





 

G5

 

E5





did

not





                             I

ran like

hell

fast - er than

the

wind

but

be - hind,

I

glance.



7



8

7

7

8

8 10

10 8

7

8

8

8

8

7

9

7 9

7

7

8

7

7

7

9

7

9

9

1.





D/F#









        One

thing

  





      

that

I did

not

G5

E5





 

                

dare

was

to

8

8

8

 

7



8

7

7

8

8

10

10

8

7



G5







        

8

just

straight

7

7 9

E5

E5

7

8

7

7 9

7

9

9

a - head.

   7

8

 



      7

5

7 9

7

w/dist.

9

   7

7

9

           

7 9



A5



Gtr. 8 (elec.)

ff 7

G5



7 5

9

7

D/F#





7

Gtr. 7

Sorgdal

7 7

Gtr. Solo

D/F#

look



7 9

2.



8

9

7

7

7

Gtr. 5 tacet Gtr. 6 plays Fig. 5 Gtr. 7 plays Fig. 6



9

10

14

7

7

9

9

10 7



5

 

D5

G5 3

 



   

7

5

         

  

0 0 0

0 0

5 7

7

5

 



D/F#

 

G5

0 0 0

10

15

D5

G5

E5

C5





G/B



 

3

full

full

12



3

12 14 15 14 12

10

    3            3         3

3

w/wah-wah full full

7

A5

3

     

7 7



E5 

E5

12 15 12

15

12

15 12

14

24

17 17 14 12

14

14

12

11

14

12

14

14

12



E5

D/F#

G5

       19 15



15 15 19 15 19 15 19



D5

15 15 19 15 15 19

1/2

15

19 15

19



15 19 15 19 15

3

3

   



  



19

19

12

19 0

E5



3

3

15 19 15 19 15

E5

G5

3                  full

3

6

6

6

A5

D/F#

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

3

1/4

10

 Sorgdal

15 12

12 15 14

14 12

12

14

14 14 13 12 10 12

15

15 12 17 12 14

0 14

12 14

10 15

12 12

14 14

G5



A5

D5

G5

E5

C5

G/B

                                           3

3

3

3

3

1/2

1 1/2 15 17 15 14 15 14



12 0

14 17

full

14 15 14 17 15

17

17

17

17

17 19 19

17 19 19 20

17 19 20

20

20

 F#5



Gtrs. 6+7

A5*



             P.H. ff w/dist. Gtr. 5

full

full

full

4

4

4



D5

A5*



E5*



    w/bar







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



w/bar

5

3

full

Gtr. 5



10 12 10 6

4

4

F#5



4

2

2

12

10 12 12 10

12

10 9

11

11 9 11 9 7 9 7 9 7 6

A5*





D5*



A5*





3                            3                5 full

full

full

9



9 10 12

9 12

14

2 10

12 10 9 10

11

11



F#5



           

                          6

6

3

full

 Sorgdal

17

14

1/2

1/4 14 17 14 17 14 17 14 14 14 17 14 17 14

16

14 15 14 12 16

16

17

9

9





14 17 14 16 14 14 17

11 9 7

E5*



14

9 10 9

full



14 17 16 14

16

16 14 16 16

16

F#5*

Interlude



ff

 



D5





 

9

7

6



      Gtr. 5 Gtr. 6

A5



A5

E5

 





6

7

6







  

w/dist.

6

9

   

9

7

9

7

9

Gtr. 7

 



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

Fig. 1

4 4 4 4 4 4 4 4 Gtr. 8 tacet

4 4 4 4 4 4

4 4 7 4 4 7

7 7 7 7

F#5*

   



 

0 0



0 0

0 0

0 0

0 7 0 7

7 7 7 7

2 2

2 2 2 2 2 2

A5

D5





 

9

7

6





2 2 7 2 2 7





 



6

7

4 4 4 4 4 4

4 4 4 4 4 4

4 4 4 4 4 4



Fig. 1



4 4

 

               

4 4 4 4 4 4

4 4 4 4 4 4

4 4 7 4 4 7

0 0

0 0

0 0

0 0

0 0

0 0

0 0

0 0

0 0

9

7



 

9

7



 

6

 

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

  

2 2

2 2

4 4

2 2

2 2

2 2

2 2

2 2

2 2

4 4

7 7 7 7

   

9

2 2

7 7

F#5*



 

7 7 7 7

Fig. 1

6



7 7

9

                                 4 4

2 2 2 2 2 2

A5

11

   

Sorgdal

0 0







0 0



E5



0 0

6 9





0 0

4 4

17

4 4

4 4

4 4

4 4

4 4

4 4

4 4

4 4

0

     

Solo

E5





Gtrs. 6+7

   Gtr. 8





G5

C5





            3

3

5

full

G5





5             3

3

15



15

17 15 13 12 13 12 13

12 10 12

13

0 12

14

14 12 11 9 14

13 12 15 14 15 12 15 12 12

D5

G5

 

E5





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



5

15 14 12





12

 

rake....

14 12

12

15

12 15

12 15 14 12

12 14

14

13

12

12 14

E5

G5



X

14 12 10

C5



13

X

G5





3                          5 5 6 5 6

10 8 7



12 13 12

12 13 0 12

8

15 12

7 8

7 10 8 7 8

7 8 10 8

12

G5



E5



          5

6

10 7 0 7 8 10 8



8 12 8

G5



    4

8 10 8 10

8 12 8

 



0

4

0

5

0

5

12 8



 7

18

0

 9

 0

7 8

G5

E5









5

10 8 7

D5





5

8 12 8 8

G5



0

X

5

10

C5



                 

3

6

10

E5

Sorgdal

7 10 8 7 8

15 12

D5



7 8

12 16 12

11

5

7 10 8 7 8



 0

12

 0

7 8



 



full

14

E5

G5



C5





G5





                                               6

5

12

12



15

12 15 12 15

12 15

12 15 12 15

12 15

12 15 12 15

D5



1214 12 15



6 12

6

12 14 12 15

12 12 15 12 14 12 15

14

3           6

full

12 12 15

12 15



      



 

12 15 12 14 1412 15

E5



   

12 15

G5





12 15

6

6

6

12 12

15 12

15

14 12

12 15

15

14 12 14 14

13 12 14 12

13 12 10 12

12

Pre-chorus





E5





When

you

know

that



 

9 7

12 9

Gtr. 6



G5







    

D/F#





your

time

A5

 

 

has







come

D5

a - round,

 

12 10





you

know

G5



  you’ll

 

14 12

7 5

  be pre -

 

12 10

Gtr. 7 plays Fig. 6





E5



    

- pared

 Sorgdal

  for





it.







Say

your

last

     5

9 7

E5

D/F#



G5



good

byes

12 9

12 10

 

 

A5





- ’ry - one

and

    to

ev

 

4 7

5

7

5

4 5

9 7

19

14 12



D5

 

drink







G5













and

say

a

prayer

for

it.





7 5

Interlude



       

C5

G5

D5





    



7

5

5

4



Gtr. 5

4

9 7

G5





9

7

C5

G/B

 

 

5 3

5 2



 

12 10

E5

Gtr. 7

E5

 

 







G5





   

9

7

5

7

5

7

                                                

Gtr. 6



 



Fig. 1

9 7

9 9 9 7 7 7

9 9 9 7 7 7

9 9 7 7 5 5

5 5 5 5

E5



 

 Sorgdal

5 5 5 3 3 3

5 5 5 3 3 3

4

5 5 3 3 5 5

7 5

5 5 5 5

7 7 7 5 5 5

7 7 7 5 5 5

7 7 5 5 5 5

G5

C5

G5







    

4

7

5

4



      2

5 3





5 5 5 5



4

5

7



                                                    



2 2

2 2 2 2 2 2

2 2 2 2 2 2

2 2 2 2 2 2

Fig. 1



9 7

9 9 9 7 7 7

9 9 9 7 7 7

20

9 9 7 7 5 5

5 5 5 5

5 3

5 5 5 3 3 3

5 5 5 3 3 3

5 5 3 3 5 5

5 5 5 5

D5



2.

E5



    

1.

G5

E5



     



5

7

5



 



 

4 7

C5 G/B

4 7



7



                                           



7 5

Chorus

7 7 7 5 5 5

7 7 7 5 5 5

7 7 5 5 5 5

5 5 5 5

2 2

2 2 2 2 2 2

2 2 2 2 2 2

2 2 2 2 2 2

 

2 2

2 2 2 2 2 2

5 2 2 3 2 2

5 2







Gtr. 7 plays Fig. 4

E5

   





Ly

- ing

in

your

Gtrs. 5+6     











9

7

9

9

2° only



 













sleep,

when

ly

- ing

in

your

bed,

and

you

















7

8

7 9

7

9

9

9

you’re

7

E5













wake

from

your

dreams,

go

danc

- ing

with







to









7

7

7

7

7

8

7

7



G5





Sorgdal







D/F#

   

8



21









the

dead.

When

you’re







9

7

9









5

7





 Ly

 

-











sleep,

might

be

ly

 7

ing

in

your









9

7

9





7





ing

in

your











8

7 9

7

9

-

9

D/F#









bed,

and

you





9

9

G5

E5















wake

from

your

dreams,



to

go

danc

7

7

  











8







7



7

7





 7

-

8







ing

with

the







9

7

9









dead.

 

7

5

7

                               D/F#

G5

E5

7



8

7

7

8

8

10

10

8

7

8

8

8

8

7

9

7 9

7

7

8

7

7

7

9

7

9

9

1.2.





D/F#

G5







E5



1° only



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

  

When you’re

  

7

 Sorgdal

8

7

7

8

8

10

10

8

7

8

8

8

9

8

7

7 9

22

7

7

7

8

7

7 9

7

9

9

 

3.

Gtr.  6                   

D/F#

G5

E5

D5

Gtr. 9



8

7

7 9

7

7

8

7

7

9

7

9

D5

 



8

7

E5

D5

 

 



5

9

7 5

5



 

 

               7

5

7

7

7

9

7

9

         E5

Gtr. 6

Gtr. 9

10

D/F#

5

5

7



  

9 7

7 5

5





9 10

7 9





 

9 7

D5



7

 

 

C5

 

Gtr. 5

10

 

7 5

10

D5

 3

9

7 9

9 10

Gtr. 7

9

7

    Gtr. 8



7 9



       

7

Gtr. 5





         

E5

7 5

E5









Gtr. 8



4 10

 

Gtr. 3

 

mf









  

8

10 8

   



clean tone 7



  

7 9

7 10

8 7

9

9



                                     mf clean tone Gtr. 2

 Sorgdal

9 7

9 7

12 7

9

12 9

7 9

5

7 5

5 5

3

5 3

23

5 3

3

5 3

7 3

5

7 5

9 5

7

9 7

9 7

7

9 7

7

E5

Dsus4/F#



   

7

A





   Gtr. 4

D5



  

7 10

C5

D5



  

    





7 8





7 10

E5

  

7

10 8

10

8 7

9

9



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



2 9 7

9 7

12



7

9

12 9

7 9

Verse Gtr. 4 plays Fig. 2





E5

D/F#



5

5

2 5

 

To this day

2

5

0

D5

  

 

7

0

3

C5



  



I guess I’ll

5 3

7

5

9

5

5

9

7

7

9 7

7

E5

D5



nev - er know

7 3

  

let me

7



  

just why they

9 7

go.

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





9

9

7



7

12 9

7 9



 

But I’ll nev

5

7

5

5

5

D5

 

3

5 3



  



- er go danc

5 3

A

5

3

3

7 3

C5

5

7 5

9 5

D5



- ing no more,







9

D/F#



 

12 7

’til

 

I dance



with the

Sorgdal

9 7

7



dead.



0 0 2





2 9 7

9 7

12 7

9

12 9

7 9

5

7 5

2 5

2

0

5 0

24

3

5 3

7 3

5

7 5

5

   0 0 2 2 2

7

    0

0

9 7



 Gtr. 3

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



9 7

Em*

 



7

Gates Of Tomorrow Words & Music by David Murray, Stephen Harris & Bruce Dickinson D5

F5

5fr

C5

3fr

G5

A5

Bb5

Gm

3fr

Eb/G

3fr

D

Gm/D

3fr

Dm7

2fr

5fr

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

q = 165

                                   G5

Gtr. 1

F5

finger-picked



ff

w/dist.

3 3

3 3

3 3

5 3

3 3

3 3

7 3

3 3

3 3

5 3

3 3

3 3

5 3

3 3

3 3

3 3

3 3

1 1

1 1

1 1

1 1

1 1

3 1

1 1

1 1

5 1

1 1

1 1

3 1

1 1

1 1

1 1

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



G5

  



1.

F5

Fig. 1 3 3

3 3

3 3

5 3

3 3

3 3

7 3

3 3

3 3

5 3

3 3

3 3

5 3

3 3

3 3

3 3

3 3

1 1

1 1

1 1

1 1

1 1

3 1

1 1

1 1

5 1

1 1

1 1

3 1

1 1

1 1

1 1

 

2.

Eb5 F5                                           



Fig. 1 ends

 



Sorgdal

1 1

5 1

1 1

1 1

3 1



1 1

1 1

0

 

Fig. 2 4 3

    

4 3

4 3

6 3

4 3

4 3

3 4

3 4

3 4

Gtr. 2

 

ff 1 1 1

w/dist.

  

4 3

3 4

3 4

4 4

3 4

4 3

6 5

6 5

6 5

   3 3 3

© Copyright 2003 BMG Music Publishing Limited (66.66%)/Warner/Chappell Music Limited (33.34%). All Rights Reserved. International Copyright Secured.

6 5

8 5

6 5

6 5

5 6

5 6

G5

Gtr. 1 plays Fig. 1                    Gtr. 3       Fig. 2 ends

1.



5 6

2.

8 6

5 6

5 6

6 6

5 6

6 5

4 3





5 6

5 6

6 6

5 6

 

6 5

5

    

F5

5

5



Fig. 1

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

5

5

5

5

5

5

5

  

   

Fig. 1

5

5

5

5

5

5

5

5

5

5

5

5

5

5

3



3



3

3

3



5

3

3



3

3

1

1.

1

1

1

1

1

1

1

1

2.

F5

  

5

                               Fig. 1 Fig. 1 P.M. Fig. 1  P.M. P.M. P.M. P.M. Fig. 1 Fig. 1 Fig. 1 Fig. 1   3 3 3 3 3 3 1 1 1 1 1   11 3 3 3 3 3 3 1 1 1 1 1 



F5

                               Fig. 1   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 55  

Fig. 1

Sorgdal

5

Eb5

 





5

   Fig. 1  Fig. 1   Fig. 1  P.M. P.M.

5 5 5

5

Gtr. 1 plays Fig. 2

   



8 6

 

 

5 6

    

   



 

Fig. 1 ff w/dist.

3 3





 

Fig. 1

3 3 3

3





  

 

Fig. 1

3 3 3

3



3 3 3

 



 

3 3

3

2

 

Fig. 1





 

Fig. 1



  1

3 3

3 3 3

3

3 3 3

3

  

1

poco a poco accel. G5



F5

Gtr. 4 Gtr. 1 plays Fig. 1

                                    

ff

w/dist.

5

5

5

7

5

5

9

  



5

7

5

5

7

5

5

5





Fig. 1

5 5







Fig. 1

5 5 5

5



 



Fig. 1

5 5 5

5







Fig. 1

5 5 5





3 3

5

5

5 5

5 5

1 1

 

1 1

3

7

3

7

3

3

5

 

3

 



   



Fig. 1

3 3

3 3 3

 

3 3 3

3





1

3

3

3

5

3

3

3

3

3

5

3







Fig. 1

1 1

3 3









Fig. 1

3 3

1

3

- ing - men



a and

thread child

’round - ren,













  



3 3

3

3

heart souls









and of

your the

soul, dead,

10

12

13

  

de I’ve









 

3 3

3





your the



 

3 3







 

1 1



Gtr. 4 tacet Gtr. 5

  

3

F5



  

 3

G5

ff



3 3

5

Fig. 1

1

 12  

Sorgdal





P.M.

Weav wo

 

5

F5

     



3

P.M.

                 3 1 1 3 1 1 1 1 1 3 1 1 1

 

3

  

Eb5

Verse

3

P.M.

5 5

5



Gtr. 1 plays Fig. 2

  

5

3

Gtr. 3 doubles ad lib.

  

5

w/dist. 12

13

15

13 14









  Fig. 1 Fig. 1  Fig. 1 P.M.

Fig. 1

5 5

5 5 5



5

5 5 5

5

5 5 5

5

5 5 5

5

10



             

P.M.

5 5

Fig. 1

3 3

5

5

3



Fig. 1

3 3 3

3





Fig. 1

Fig. 1

3 3 3

3

3 3 3

3

3



P.M.

3 3 3

P.M.

3 3 3

3

G5



F5



- ceiv op









-

ing ened

-

your their

12







eyes book

and and

de no









13



15





Fig. 1

5 5







Fig. 1

5 5 5

5



 



Fig. 1

5 5 5

5

-

lay mer









14

10









Fig. 1



5



P.M.

5 5

5



Ships You

in want

 

Sorgdal

ing cy

your is

5 5

5

goal. shed.









12





13

13



           Fig. 1  P.M. P.M. P.M. Fig. 1  Fig. 1  Fig. 1 3 3

5

3 3

5

3



 

the for

night - give





8

10

 

 -

 

when ness

they and



11



3 3

3

3

3 3

3

3

3

3

3 3 3

3 3 3

3

10



pass you



  







out want

of it

sight, cheap,





10

11

13

13











8

8

de I

10

 





 Fig. 1 Fig. 1  

Fig. 1



 

F5

 

  

-



Eb5





10

5 5 5



13

12

 





1 1

1 1 1

1

1 1 1

1





1



   P.M. P.M.

Fig. 1

1 1 1

 1 1

1

1

1 1





Fig. 1

3 3

1

1

4





Fig. 1

3 3 3

3





Fig. 1



3 3 3

3







Fig. 1

3 3 3

3







P.M.

3 3 3

3





P.M.

3 3 3

3

Eb5



-

ver give





their car re - demp

-

 





 

 





 

- li don’t



1.

F5

go tion,

 







of re



- earth - wards

-







ly for

de the

- lights







 



to

the











full



8

10

11

10

8

10

8

11

13

 

13

13

10

                                       Fig. 1  P.M. P.M.     Fig. 1  Fig. 1  Fig. 1 Fig. 1 Fig. 1 Fig. 1 Fig. 1 P.M. P.M.



1 1

1 1 1

1 1

1

1

1

1 1 1

1 1

1

1

1 1

1

3 3

1

1

3 3 3

3

3 3 3

3 3

3

3

3

3 3 3

3

 

3 3 3

3

$ Pre-Chorus

Eb5

2.



 









meek.

Suff

  

            

Gtr. 3



F5

G5

   

’ring e

-

vil

 



Fig. 3



    

when you

         

Eb5

pay the price of fame.



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





Fig. 3 ends

8



8 6

8 8 8 6 6 6

10 8

10 10 10 8 8 8

12 10

12 12 12 12 10 10 10 10

12 12 10 10

12 10

12 12 12 10 10 10 10 8

Gtr. 5 tacet

                 Gtr. 2

P.M.

 Sorgdal

3 3 3

P.M.

Fig. 1

3 3 3 3

3 3 3

Fig. 4

1 1 1

                   Fig.  1 Fig. 1 Fig. 1

     

Fig. 4 ends

3 3 3

5 5 5

5

5 5

5 5 5

5

5 5 5

5

5 5 5 5

5 5





1 1 1

  

F5

  

 

There is

       

 



no God

     

G5

to

save

you,

if



you don’t





save

your



  



  

           Fig. 1  Fig. 1

3 3 3

 

5 5 5

F5



  

You can’t blame a

     

 



mad - man

5 5

5 5 5



self

Gtr. 3 plays Fig. 3

     

Eb5



        Fig. 1

5 5

5

5

5 5

5

5

5 5

5



G5

 

  



for

if

this,

Eb5

  





you go in - sane.

       

      

1 1 1

P.M.

 

P.M.

        Fig. 1 

Gtr. 3 doubles ad lib.



  

3 3 3



     

 Sorgdal

   me the

 



strength

    3 3 3

5 5

5 5

5

F5

Give



5 5

so

 

 

D5

   I

   3 3 3







car - ry

on



  0 0 0

6

 

5 5

5

5

5

5 5 5

Eb5

F5





   

 

 

0 0 0

1 1 1

3 3 3



0 0 0

X X X

1 1 1

Chorus

 



G5



  

 

Trapped Trapped Trapped Trapped

in in in in

the the the the

   







Eb5

web, web, web web,



 

but

I slaves but I no mer

cut to cut cy

-







the the the is

threads. dead. threads. shed.

                                       

Gtr. 3





Fig. 1

 

12 10 10 10

    



Fig. 1



Fig. 1

12 10 10 10

12 10 10





10

Fig. 1



Fig. 1

P.M.

12 10 10 10

12 10 10

12 10









8 6

6



Fig. 1

8 6

6

6





Fig. 1

8 6

6

6

Fig. 1

8 6

6

6



8 6

6

8 6

Gtr. 2



Fig. 1



 





Fig. 1

5 5



5 5 5

   

5



5



Fig. 1



5 5 5

5



you





the

gates

10 8 8

   



Fig. 1

 Sorgdal

10 8 8

8

3 3





 

Fig. 1

3 3 3

3

10 8

8

3

3



3 3 3



5 3





5



Fig. 1

5 5 5

5 5





1 1

5

5



Fig. 1





1 1 1

1

 

Fig. 1

1 1 1





   

Fig. 1



1 1

1

1

1

1

1 1 1

1

1 1 1

G5



 





of

to -

mor

                 Fig. 1  Fig. 1  Fig. 1  Fig. 1  



P.M.

C5

 

Show

Fig. 1

5 5

5

F5

 

3

5 3

3

3

3

    Fig. 1

10 10



Fig. 1

10 10 10 10

10 10 10





   -

row.

              Fig. 1



Fig. 1



5 3

12 10 10 10

12 10 10 10

12 10 10

 









Fig. 1

10 10 10

5 5



Fig. 1

5 5 5

7



5





Fig. 1

10

 

Fig. 1

5 5 5

5



Fig. 1

5

P.M.

P.M.

12 10 10 10

12 10 10

12 10 10









Fig. 1

5 5 5







P.M.

5 5 5

5



P.M.

5 5 5

5

 

Eb5





 

Trapped Trapped Trapped Trapped

in in in in







the the the the

web, web web, web







no but

mer I slaves I

but

 

-

cy cut to cut







is the the the

shed. threads. dead. threads.

                                        Fig. 1  P.M.  Fig. 1  Fig. 1  Fig. 1  Fig. 1 Fig. 1  Fig. 1  Fig. 1  

12 10 10 10

12 10 10 10

12 10 10











Fig. 1







Fig. 1

5 5



5 5 5

5

10

 

Fig. 1



5 5 5

5

12 10 10 10

12 10 10

12 10









Fig. 1



5 5 5

5



8 6

5

6



P.M.

8 6

6



Fig. 1

5 5 5



5 5 5

8 6

6



8 6

6



1 1 1

6

1

1

8 6

   

1 1

1

8 6

6

Fig. 1

1 1 1

6



    Fig.  1  Fig. 1

1 1

5

6

1

1

1



1 1 1

1 1 1



1. 3. F5

   

C5



Show



 





you

the

gates

 





of

to -

mor

                  Fig. 1  Fig. 1  Fig. 1  Fig. 1  

10 8 8

   

10 8 8 8

  

Fig. 1

 Sorgdal

10 8 8

3 3





Fig. 1

3 3 3

3

3

3



3 3 3



5 3



To Coda Ø

G5

3

5 3

3

3 3

10 10

Fig. 1

5 3



10 10

10 10 10

10 10 10

Fig. 1



12 10 10













Fig. 1

5 5 5

5



Fig. 1

12 10 10 10

5 5

8



12 10 10 10

Fig. 1

10 10

row.

                       

     

Fig. 1

   -





10

 Fig. 1   5 5

5

5

Fig. 1

12 10 10 10



5

P.M.

12 10 10

  

Fig. 1

5 5 5



5 5



5 5 5

12 10

12 10

 

    5 5 5



  

Eb5

2.

F5

Interlude

               P.M.

 

12 10







 

Fig. 1

 ff w/dist. 3

3 5

11 10 8

 

1

5

 

 

11 10



2

3

1

5



11 10 8

11 10

10

 

12

10 8

 



3

3

1.

 



2.

12

10 8

10 8 10

10



  2 3

    

F5

3       3 P.H.



P.H. w/dist. full



full



G5

 



     



 

12 3



 

11 10 10

10 8

D5

1

15

D5



       3



3 full

10 12

12

  

3

10 12



5

   Eb5    



G5

      

Gtr. 6 (standard tuning)



2

3

 







11 8 3

11 10

ff





10 8

10

Solo



11 10

 

   F5  6

6

10

  

2

5 5 5

   



12 10 Gtr. 4

P.M.



 

10 8





Eb5

Gtr. 2 plays Fig. 4 11 10

10

 

G5

10

12

12 10 12 10

10 10

13 10

13

14

13

12 12 10

8 10

0

Gtr. 2

  

 



Fig. 1 Fig. 5

 Sorgdal

0 0

 

Fig. 1

0 0 0

0





Fig. 1



0 0 0

0



   

 

3 3 3

5 5 5

Fig. 1

0 0 0

0



0

9

0

 



Fig. 1

0 0

 

0



P.M.

Fig. 1

0 0 0



0 0 0

0

0

                                      G5

F5

D5

F5

3

 

3

3

3

10 13 12 10

12 12

10

12

10 11 10

12

10 12 12 11 10

10 12

     





0 0

0 0 0





Fig. 1

P.M.



3

0

0

 

Fig. 1

3 3 3

5



12 10

10

12



 

Fig. 1

0 0

10





0

0

0 0

0

0



                         F5

 

3 3 3

5 5 5

Fig. 1

G5

0

0

D5



  full

12 10 8

10 11

13

15

15

12

   

0 0

0

10 13 12 10

11 12

12

Fig. 1

0 0 0

10 12

12

C5



G5





full

full





15

11 10 12

12

10 X

12

13

5

5

12 10 Gtr. 2 plays Fig. 5

  

    





Fig. 1



Fig. 1

 

  



          

     Fig. 1  



Fig. 1

Gtr. 4



5 3

3

5 3

3

     

3

F5

Fig. 1

G5

3

5 3

3

3

3

3 3 3

5 5 5

7 5

5

5

6 5 3

5 3



Fig. 1

7 5

5

7 5

5

5

10 8

 

3 2 0 3

5 3

3

G5



2

5

F5







2 0

          

     

7 5

5

5

7 5

5

4





Fig. 1

12 10

Fig. 1

2 5 3 2

4

5

5

D5

3 5 3 5 3 2



Sorgdal

5 3



Fig. 1

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

      



3



 Fig. 6

Fig. 5 ends

7 5

5

10



Fig. 1

5

5

Fig. 1

7 5

5





Fig. 1

7 5

5

5

12 10

12 0

  10 8



Gtr. 2 only -----|

D5

F5

G5

 3           

  

C5



full 13



10

10 12 13 15 13

10

15



7 5

5

D5 

   



Fig. 1

7 5

5

5

5

 

7 5

5

5

7 5

5

5



15

13

10 8

12 10

15

15

5 3

F5

G5







15

13

   





12 13 12 13 12 8

3

3

5 3

3

3

5 3

3

3

5 3

3

D5







 







 

13









 





 











 

10

9

9

10

9





full 13

13

12



 



12

    

F5

  



full

15

 

15

 



13



  



G5



10

10





12

12

12

 



3

13 15

13 15

15 13 12

15

13 12 13 12

13

 

15 13



                 3

full

10 12

10

9

C5

               

full 13



F5

full

full 13

F5

10

C5

  15



G5

10 12

D5 

5 3

13

13

14

Gtr. 5

12 3 10

12 15

Gtr. 2 plays Fig. 5 Gtr. 3 plays Fig. 6

Sorgdal



full

full







                     Fig. 1 Fig. 1 Fig. 1 Fig. 1 Fig. 6 ends



Fig. 1

 

full

15



Fig. 1







G5

10

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





full 13 13 10

Fig. 1



F5

12

12

10 12

12

12 10

9

10

9 10 9 12 10

11





Solo

                                    Gtr. 7



D5

F5

ff

w/dist.

10

12 10

10 13

12 X

13

10 10 12 10

X

9

12

10

G5

10

9

10 12 10

10

9

12 10

9

                                     D5

G5

F5

3

13



10

12 10

0 10 12 10

12

8 12

12 13 15 13

0

10 9

13

12

13

12 13

                        3

15

10



12

13

12 13

10 9

D5

10

12 15 13

F5

G5

 





3

10 13

12

10

9

10

13 13

12

10

7 11

10

10

X

X

12

D.S. al Coda

    Sorgdal



Bb5

13



0



12



 

0 10 10



 



0 13 13 0



12



 



0 10 10 0

12

 

13

13



0



12



 



0 10 10 0

 

13 13



0



Eb5



12 0

 

10 10

ØCoda

G5

G5



Gtr. 3

   

  P.M.



Fig. 1

12 10

10

  



 

P.M.

finger-picked

10

12 10

 

 

  

5 5 5

5 5 5

10

12 10

10

Gtr. 2







P.M.



Fig. 1



5 5 5

5

5

          3 3

 





5 3

3 3



3 3

5 3

 

Fig. 1



5 5 5

G5*



3 3

3 3



3 3



Bb5*



  









3 3

5 3

3 3

3 3

 

Fig. 1

 Sorgdal

5 5





 

Fig. 1

5 5 5

5





7 3

3 3







Fig. 1

5

1 1



1 1





3 3

3 3



 

3 3



Fig. 1 Gtr. 3 doubles ad lib.

5 5

7 3



Fig. 1



5

3 1

1 1





5

3

3

5

Bb5*

G5*







5 3

3 3

3 3











3 3

3 3

 

Fig. 1

5





F5*



5

13

5

3 1





1 1



     

3 3

3 3 3

3 3 3

3 3 3









3 3

3 3

3 3

3 3

3 3





        

5

5 5 5

P.M.

5 5 5

G5*

1 1



P.M.

5 5 5

1 1

3

       3 3

1 1





5 5

5

5 1

3 3

Fig. 1

5 5

3 3

5 5 5

1 1

 

3 3

5 5 5

1 1

5

            Gtr. 4

 

 

5 3

1 1

1 1

5 5

C5*

  

3 3

3 3

P.M.

5

3 3

      

5 5

5

12 10

3 3

              

  



P.M.

 

F5

3 3



5 5 5



3 3

   

          

 

Gtr 1

    

5 5 5

5 5 5

5 5 5

     

New Frontier Words & Music by Nicko McBrain, Stephen Harris & Bruce Dickinson D5

F5

5fr

C5

3fr

E5

3fr

7fr

G5

A5

Bb5

Gm

3fr

Eb/G

3fr

Gm/D

3fr

2fr

D 2fr

Dm7 5fr

q = 208

      D5

ff



F5

w/dist.

C5

 

 

 

Gtrs. 1,2+3

   

6 5 3 3

7 7 5

G5

 

D5

   

5 5 3

   

 

7 7 5

5 5 3

D5 F5



  

 

 





  





Fig. 1

Sorgdal

0

  Fig. 1











 

   

 







Fig. 1

10 12

0

 

C5





 

   5





Fig. 1

10 12

0

 



C5

0

0

 





          

 

      

 

3 3 1









9

0

12

0

 Gtrs. 1, 2+3



5 5 3

  9 7

0

© Copyright 2003 BMG Music Publishing Limited (66.66%)/Warner/Chappell Music Limited (33.34%). All Rights Reserved. International Copyright Secured.

G5



Fig. 1

10 12



7

 



Fig. 1



0



10 12

 

Gtr. 4

5 5 3



Fig. 1

0

 

5 9

F5

10 12

7 0

Gtrs. 1,2+3

   



Bb5

  





10 12



10



Fig. 1

10 12

G5

5 5 3

 



Fig. 1



 

  6 5 3 3

ff w/dist.



C5

 

       E5

Gtr. 4 tacet





9 7

  



0



9 7



 

 

  



Cursed I

ing, by want

you the to

tried ang end

P.M.

9 7

9 7







Sorgdal

0

the who life

 



to and Re

give who - cy



9 7



0



 

P.M.

 







P.M.

7 7

 



Fig. 1

9 7 0

2

0





 



of me don’t

my from know



      10

9 7 0



E5

 



new and a

life where life -

 



0

in is time

       7 7

9 7





0



0



E5

7 7

Fig. 1

9 7



D5

D5

      9 7

0

 

9 7



Bleed

9 7

sum saves I

the who but

0





 

0



0

10

0





0

Fig. 1

9 7

9 7

       7 7

a - way, my God, a - gain,

 



9 7

      9 7

0



them is cled

0

 

Fig. 1

E5

 



start, fell, now,

0



-





E5



0

9 7

0

D5

0

9 7

A5

6 7 0

 

P.M.

0



 



7 7

0

Fig. 1

9 7

from el my

P.M.

E

      9 7



E5

6 7 0

parts, Hell, how.

 



9 7

0

E5



 

Fig. 1

-



9 7

10

0

Fig. 1

9 7 0

 





Fig. 1

0

A5

7 7 0

 

P.M.

9 7

   

9 7

E

9 7

0

 

P.M.

0

 

 







 

7 7

  

     



P.M.

0



P.M.





9 7

E5

       

 

Fig. 1

E5

 

6 7 0

$ E5

 







9 7 0

D5

     

 

Fig. 1

0

A5



9 7

0

    



9 7



P.M.

0

 

Fig. 1

 

7 7

0



 



P.M.

E

     

E5

 

6 7

0

P.M.

Verse



9 7

E5

A5



 

Fig. 1

9 7 0

 

 

 

Fig. 1

E

10

9 7

 a my of



  7 5



 





D



Some

      

The



7 5

7 5

7 5

   

Fig. 1

9 7



9 9 7 7

P.M.

0 0

   



              



Fig. 1

5 3

5 3

1. D5



P.M.

7 7





Nev - er

- end

0

5 3

3

2 3

3

Bb5



ing,





10 9 7

0 0

0





for - ev - er

search





    



  



 

7 7

C5

    

dreams

 Sorgdal

the









dreams

  3 1



  of

 





5 3

C5





2 0

    

A5







my

heart.





3

5 3



Al - ways

      3 1



3 1



2

 

 

seek - ing,

Gtr. 4



Bb5



Gtrs. 1,2+3

 

A5

Chas - ing

 

Bb5

 



5 3

10 9 7

- ing.

3 1



 

3 3

2, 3.

E5



7 7

9 9 7 7

0 0

 

 



Fig. 1

9 7

0



-



Fig. 1

9 7

Pre-Chorus



Damned for all too young to Dev - il has

the

5 3

E5



6 7

0

 

7 5





                                        

   

P.M.

5 5

A5





jump, man,



C5

0

E

time. run. planned.

stein



F5

0

E5

 

5 5

C









4 5 0



     



Fig. 1



Frank - en tired to of a

new Too spawn

     



C5

     



day. soul? pain.

G5





  5

3



C5



 







al - ways

ask - ing.

 



 



  

Out





Fig. 1



10 7

yond

the

-

 









Fig. 1 10

12 0



play - ing

God

with - out



10 7





Fig. 1 10

0



Fig. 1



10 12 0



Fig. 1



 





Cre - ate

 







a

beast,



Fig. 1

 Sorgdal



7 10 7

Fig. 1



 made

10 0





Fig. 1 10

12 0





Fig. 1

0





-

ier,







with - out

fear.

 



Fig. 1 10



Fig. 1 10

12 0



 

 













10 10 0

0



Fig. 1

9

0

7

 









7







Fig. 1 12

0

 

 







10 12 0

soul.





 

14

0

14 0



   





Gtrs. 1,2+3





14 12 0



 

10 12 0 0

4

Bb5

Is it

10 12 0

0

D5



a



5

0

Fig. 1

12 0

with - out



10 12 0



Fig. 1

G5



Fig. 1



 

10

0













Fig. 1





7









9

 



10 7

a man



5 3

 

7 12 0

G5

0

3 1



Fig. 1

10



 

D5

 



Fig. 1

12 0



 





C5

         



front

mer - cy,

12 0

F5

 





   5

G5



 

3

new

10 12 0

7

D5





 



Fig. 1

10 12 0

 





5





 

C5





10

12 0



 





10

12 0

  



start.

the

G5





from



Fig. 1





0



10



Fig. 1



Fig. 1

12 0



 

 

 





F5



C5





5



Fig. 1

0



7



10

12



5

right

F5

  









  



 

be



Ques - tions

 









  

F5











 Chorus



 





 

Bb5

3 1

To Coda ØØ C5

Gtr. 4 tacet

 





    

worth



the





risk,

To Coda Ø

 a









war

of

God







and



 



 



 Fig. 1

Fig. 1



9 7

D.S. al Coda



9 7

 

  

5 3

     

 





Man?

    

 

[E]

9 7

P.M.

9 7 0

0



6 7 0



7 7

   



P.M.

7 7

0

ØCoda

 

 



Fig. 1

9 7

0

9 7

0

0

9 7

0

    



   

 

Is it



  

worth

the



risk,



10 9 7

9 7

9 7 0





    

 a

war of God and

Man.

3 1

0





  

 

    

 

 



P.M.

0

C5

   



7 7

9 7

0

Bb5

   



Fig. 1

     

5 3

5 3

7 5

Interlude

D5

E5

Gtrs. 2+3 tacet

                Fig. 1 Fig. 1 Gtr. 1

Fig. 1

 Sorgdal

7 5

5

F5

5

5

7 5

5

5

5

7 5

9 7



G5

C5

    Gtr. 1                    Fig. 1 Fig. 1

Gtrs. 1,2+3

10 8

5

12 10



5 3

5 3

3

3

3

5 3

3

3

3



F5

E5

C5

D5

E5

Gtrs.2+3 tacet

F5

G5 Bb5

C5

Gtrs. 1,2+3 Gtrs. 1,2+3 Gtr. 1                                              Fig. 1  Fig. 1



5 3

D5

10 8

9 7

5 3

7 5

7 5

5

5

7 5

5

5

5

E5

F5

9 7

10 8

G5

12 10

C5

 3 1



Fig. 1 ends

3 1

5 3

Gtrs.2+3 tacet

Gtr. 1                    

  Gtr. 1                  Fig. 1  Fig. 1 Gtrs. 2+3 tacet

7 5

5

 

Gtrs. 1,2+3



7 5

5

5

F5 E5



7 5

5

C5

7 5

5

5

5

D5

Gtrs.2+3 tacet



Fig. 1

9 7

10 8

10 8

12 10

E5 F5



5 3

5 3

3

3

5 3

C5

G5 Bb5

Gtrs. 1,2+3 Gtr. 1                                               Fig. 1  Fig. 1



3



Fig. 1

3

3

3

D5

Gtrs. 1,2+3

5 3

 

10 8

9 7

5 3



Gtr. 5



harm.

ff

7 5

7 5

5

5

5

7 5

5



5

5

7 5



9 7

10 8

12 10

 3 1

 

  

3 1

5 3



     



7 5

w/bar

w/dist. + wah-wah

full

slow dive 8

 Sorgdal

3 7

6

Gtr. Solo

D5





E5 F5



 

G5



 

  



8











 

  

D5

E5



X X

10

13 10

13

E5

F5

C5

 

G5

12



13 17

Bb5

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

3

3

3

17 13



3

3

13 17 13 17 13 17

3

3

13 17

3

3

3

3

3

12 17 13

13 10 13 10

10 13

12 10 12 10 9

10 9

7

9 12 10 12 10 8 10 8

C5

     3

 

D5

E5

F5

G5



7

5

7

F5

5

8

5

E5

C5

               

15

15 17 18



15 8

15 17 17 18

15 17 18 17 15 18

D5

E5

F5

       

                 



15 17 18

3

3

3

15 17 18 18 17

15

14

14

15 18

X

C5

5

7



3

w/bar

Sorgdal

  

12

 



F5

3

2

rake

full

13

C5

3

15 17 18 15 17 18

7

3

Bb5

 

3

15 17 15 17 18

G5

15

17



Gm

C5

Gtrs. 1,2+3

  

 

 

 

 

 



3 1

3 1

3 1

3 1

5 3

3 1



 



 

 

 

 

5 3

5 3

5 3

5 3









Gtr. 1



Fig. 2

5







Fig. 3



7











3 



3

















full 18

15

17

18

15

17

20





full 20

20





20



0

Interlude Chords implied by harmony Gtr. 5 tacet

                              Fig. 2 ends 

7

7

Eb/G

3

Gm/D

8 5

8

D

Gm

5

5

5

                5

8 5

8

5

8

7 5

     

5

7

4

5 5

    



Fig. 3 ends

 

15

15 11

16

16 13

12

12 12





15



14

14 11

12 12



12





  

Gtr. 6

ff

 Sorgdal

15 12

12

w/dist. 12

8





Gtr. 1 plays Fig. 2 Gtr. 2 plays Fig. 3

Eb/D



D

     

    

 

           

Gm/D

10 11 13

13 11 13 13 15

Gm

16 15 13

15 13 11

13 11 12

Eb/D    D    Gm/D    Gm                      



11

11 10

13

13 11 10

12 12

15

15 13 11

13

11

13 11 10

11

12

 D.S.S. al Coda 2 Eb/G

  

Gm/D





Bb5













 

                4



A5



Gtr. 1

  

C5

5

8

   



10

15

 

  





7

11

13

2 0

    

  2 0

                             

 Sorgdal

11

11 10

13 12 12

13 11 10

15 11

15 13 11

10 11

9

12

11



  

ØØCoda 

Chorus

2

 

F5

D5

 



     

war of God and

    





Man.





 



Out





10 7 5

G5

 



new

front

   









10 0

-





Fig. 1





ier,



Fig. 1



10 12 0











Fig. 1



0







0

    Sorgdal





0







mer - cy,

with - out

fear.



 









Fig. 1

10 7 0



Fig. 1 10

0

 





Fig. 1 10

12 0



7



Fig. 1 12

0





Fig. 1



10

Fig. 1 10

12 0

12 0

C5





play - ing

God





Fig. 1



Fig. 1

 



10 0

 







with - out





Fig. 1



10 12 0









Fig. 1



Fig. 1

10 12 0



10 12 0

12 0

C5

 







a

beast,

 



 

 made

a man

              



Fig. 1 14



12 0



Cre - ate



Fig. 1

F5





the

10

D5







 



0

 





- yond

12 0





 

 

Fig. 1

0

10 7 7

G5



 

5 9

 

F5

Fig. 1

7 9



10

12

 





Fig. 1

7 12 0

 be

D5

 



                     Fig. 1

 

 

Gtr. 4

 



C5

0

14 0

7 10 7

10 0

10

Fig. 1



Fig. 1 10

12 0



Fig. 1 10

12 0





Fig. 1 10

12 0

0

0

G5





  





with - out

     

10 10



 



a

 



 

0





10 12

soul.



Bb5 





10 12





14

0

12



0



it







war

of

God

    







and

Man?



worth



the

  

0

risk,

 

  



 

5 3

C5



 

Is

3 1

it



worth

   







the

risk,

 





 a

  

 

3 1

5 3

D5

 



war

of

    

Sorgdal

 a

 

Bb5









10 12







Gtrs. 1,2+3

0

 



 

Is



C5 Gtr. 4 tacet







God and







Man?

 

E5

F5

G5

C5





                        7 5

7 5

11

7 5

7 5

7 5

7 5

7 5

7 5

7 5

9 7

10 8

10 8

12 10

5 3

F5



 

E5

 

 

D5

C5

E5

  



F5

G5 Bb5





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



5 3

5 3

5 3

5 3

5 3

5 3

5 3

5 3

5 3

10 8

9 7

5 3

C5



7 5

7 5

7 5

7 5

7 5

7 5

7 5

7 5

D5

10 8

E5

F5









9 7

12 10

3 1

G5

C5



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

3 1

3 1

3 1

3 1

3 1

3 1

5 3

5 3

5 3

5 3

5 3

5 3

7 5

7 5

7 5

7 5

7 5

7 5

7 5

7 5

9 7

10 8

12 10

5 3

D5

                  

          

 

 

           



5 3

7 5

7 5

7 5

5 3

5 3

5 3

E5

F5

5 3

5 3

5 3

G5

Bb5

5 3

F5

5 3

E5

10 8

C5

9 7



5 3



7 5

9 7

10 8

12 10

3 1

3 1

3 1

3 1

3 1

3 1

3 1

12

7 5

7 5

7 5

7 5

C5

Dm7

 

     

5 3

6 5 X 5

6 5 X 5

                                         

Sorgdal

7 5

5 3

5 3

5 3

5 3

5 3

 

7 5

Paschendale

Words & Music by Stephen Harris & Adrian Smith C5

B5

A5

3fr

G5

F#5

E5

3fr

G5*

F#5*

10fr

9fr

A5**

C

G5**

   

G5***

5fr

5fr

q = 84 Drums

E5*

D5

7fr

            

5fr

A5***

C#5

7fr

E5**

4fr

8fr

F#5**

B5**

A5*

7fr

G#5

4fr

4fr

12fr

E5*** 2fr

F5 3fr

              

µ

          



C5*

7fr

Gtr. 1



mf

w/dist.

0 10 12 0 8 12 0 7 12 0 5 12 0 7 12

                                  





0 7 12 0 5 12 0 3 12 0 2 12 0 12

0 10 12 0 8 12 0 7 12 0 5 12 0 7 12

0 7 12 0 5 12 0 3 12 0 2 12 0 12



Verse





C5



  

B5

A5

G5

A5

Chords implied by bass



    

    

In a

field

 



0 10 12 0

fo - reign

 

8 12

 0

  

7 12

he

  0

5

lay,





12 0



   7 12



G5





 

 

E5





lone - ly sol - dier, un - known

 0







7 12 0

5





12 0



Sorgdal

F#5

© Copyright 2003 BMG Music Publishing Limited. All Rights Reserved. International Copyright Secured.

3



12

grave.

  0

2



12

 



 0



12







C5

B5

A5

   



  

On his







0 10 12 0

G5



   

dy - ing





8 12

0

words





he

0



prays,



 

7 12





5



12

0





7 12

A5







 

tell

 0





G5

F#5

  



the world



7 12 0



 

 

of Pa - schen - dale.

 

5 12

E5

0

3





12

0

D5

C5





2 12

0



 

E5*

D5

C5

B5

C5

               

Gtrs. 2,3+4

Gtr. 1 tacet

ff



P.M. w/dist.

P.M.

 

P.M.

4 4 2

 

N.C.

Gtr. 1



5 5 3

D5

5 5 3

 

E5

E5

5 5 4 4 2 2 5 5 4 4 2 2 3 3 0 2 2 0 0 0

E5**

7 7 5

0



7 7 5

0

  

7 7 5



7 7 5

0

9 9 7 0

  

  

  



9 9 7 7 5 5 4 4 9 9 7 7 5 5 4 4 7 7 0 5 5 0 3 3 0 2 2

2 2 2 2 0 0 0

Drums 

  

B5

                       P.M. P.M. P.M.

P.M.

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



A5

                     P.M. P.M.

9 9 7 7 5 5 4 4 9 9 7 7 5 5 4 4 7 7 0 5 5 0 3 3 0 2 2

C5

B5

  

    

  

   



9 9 7 0

 





  



  

 



 



 







mf w/dist. Gtrs 2,3+4 tacet 0

10 12

0

8

12

0

7

12

0

5

12

0

7

12

 Sorgdal

2

0

7

12

0

5

12

0

3

12

0

2

12

0

12

Verse



Chords implied by bass



C5



B5





 

Re - live

  

all

  

0 10

A5



12 0





G5

that he’s





8 12 0

7





    



been through,





 

12

0

5





12

0





A5





last



0



F#5

E5

  





7 12 0

5





12 0

3

soul.





12

 

 

com - mun - ion of his







7 12

G5

0



2 12

0

 12

 

C5





B5







Rust

  





A5







your bull - lets



0 10 12 0

 8





12

0

G5

 

with his



tears,



7 12

0









A5



5 12

 0









  

let





7 12

0





G5



me tell you



7 12 0

5





0



  years.



3 12

E5

 

’bout his



12

F#5

0



2 12

 0

  

C5*

B5*

A5*

G5*

A5*

F#5* G5*

G5*

F#5*

E5*

D5E5*

                                                         

Gtrs. 2+3

P.M. w/dist. Gtr 1 tacet

ff



0

10 X 8

C5*

P.M.

P.M.

P.M.

P.M.

P.M.

P.M.

14 14 12

10 9 9 X X X 8 0 7 7 0

B5*

14 14 12

P.M.

12 12 10

12 12 10

12 12 10

11 11 9

12 12 10

0

A5*

     

14 14 12

14 14 12

0

G5*

12 12 10 0

A5*

F#5* G5*

12 12 10

11 11 9

11 11 9

0

G5*

9 9 9 9 7 7

9 7 9 9 7 9 7 5 7

0

F#5*

E5*

 

                                                               P.M.

P.M.

P.M.

P.M.

P.M.

P.M.

P.M.

 Sorgdal

0

10 X 8

10 9 9 X X X 8 0 7 7 0

14 14 12

14 14 12

P.M. 12 12 10

12 12 10

12 12 10

11 11 9

0

12 12 10

14 14 12 0

3

14 14 12

12 12 10 0

12 12 10

11 11 9 0

11 11 9

9 9 9 9 7 7 0

9 9 7

Pre-Chorus





D5 E5*



D5

       Lay - ing low

in a

               

7 7 5



E5*

9 9 7

9 9 7

9 9 7

9 9 7

D5 E5*

blood

face



 

7 7 5

9 9 7

7 7 5

7 7 5

9 9 7

9 9 7

 



9 9 7



I can feel

fall - ing

rain,

the

9 9 7

9 9 7





7 7 5



7 7 5

7 7 5

D5 E5*

9 9 7

 



9 9 7

9 9 7

In the

smoke,

9 9 7

 

9 9 7

in the mud

12 12 10

7 7 5

7 7 5

D5

 Soon

to



nev - er

and

9 9 7

9 9 7

Sorgdal

7 7 5

9 9 7

9 9 7

9 9 7

9 9 7

7 7 5

7 7 5

go ov - er the

7 7 5

9 9 7

5 5 3

5 5 3

7 7 5

9 9 7

9 9 7

death.

On my

5 5 3



see

7 7 5

 

7 7 5

7 7 5

C5

my

D5





friends

12 12 10

12 12 10

12 12 10



 

a - gain.

12 12 10

5 5 3

5 5 3

7 7 5

7 7 5

   



C5



 lead,





smell

 





the fear

5 5 3

7 7 5

D5



and the feel -ing of

dread.

                   

9 9 7

9 9 7

9 9 7

9 9 7

9 9 7

5 5 3

G5*

 

 

                     







ra - pid

 fire

         

9 9 7

12 12 10

4

5 5 3

5 5 3

7 7 5

G5



wall,

                            

9 9 7





E5*

      be time

9 9 7

E5*

         

9 9 7

9 9 7

9 9 7

    

D5 E5*



7 7 5

D5

           

7 7 5



                   

G5*

  

9 9 7

kill - ing time ’til my ve - ry own

E5*

    

D5

      

 

filled trench,

                            7 7 5





         

D5





C5

12 12 10

12 12 10

12 12 10

 

7 7 5

7 7 5

A5**

  

   

and the end of us

all.

            5 5 3

5 5 3

5 5 3

7 7 5

7 7 5

7 7 5

 

E5

C

E5

G5

0 2 3

2 2 0

0 0 X 3

D5

E5

C

             

        

   



G5**

2 2 0

7 7 5

5 5 3

G5**

E5

G5

         

         0 2 3

2 2 0

0 0 X 3

D5

2 2 0

7 7 5

5 5 3

Verse

$





C5*

B5* A5*

 





G5*

A5*

F#5* G5*

  



 



Whist les, shouts and more gun - fire Dodg ing shrap nel and barbed wire,

        

P.M.

G5*

F#5*

 

  





C5*



P.M.

14 9 14 X 12 7 0

9 X 7

0

B5*





 

P.M.

P.M.





14 14 12

12 12 12 12 10 10

12 11 12 12 11 12 10 9 10

14 14 14 14 12 12

0

A5*



   



           



12 12 10

  

10 10 X X 0 8 8

9 X 0 7

C5*

B5

Ma - ny As we

G5*

Sorgdal

12 12 10

E5*

    

  

12 12 10

0

10 10 8

 

sol - diers eight - een charge the en - e - my

10 9 10 9 8 0 7

9 9 7

P.M.

14 14 14 14 12 12

F#5 G5

P.M.

12 12 12 12 10 10 0

A5

0

7 7 5

years, lines,

drown ing mud a burst of fire

0

5 5 3

4 5 4 5 2 3

5

7 7 0 5

P.M.

5 5 0 3

9 7 9 9 7 9 7 5 7

0

  

7 7 5

9 9 9 9 7 7

F#5

 

P.M.

11 11 9

0

 

5 5 5 5 3 3

11 11 9

G5

3

P.M.

7 7 5



                           

12 11 12 12 11 12 10 9 10

G5

P.M.

D5 E5*

be re -u -nit - ed with my dead friends soon. say a prayer, a sym - pho - ny of death.

0

A5**

P.M.

9 9 7

P.M.

0

   

9 7 9 7 7 5

0

F#5*

P.M.

14 14 12

9 9 9 9 7 7

0

                                    

P.M.



14 14 12

9 X 7 0

11 11 11 11 9 9

0

F#5* G5* A5*

G5*

   

12 12 10

0

        

P.M.

  

wire. fire.

P.M.

P.M.



 

P.M.

Bat - tle field no- thing but a bloo dy tomb, Run - ning blind as I hold my breath,

      

D5 E5*

                                                P.M.





life - less bo - dies hang on barbed run - ning straight to can - non

P.M.

10 10 X X 0 8 8

E5*

E5

E5* D5 E5*

  

 

no more and we go

tears down.

                    P.M.

5 5 3 0

P.M.

4 4 2

4 4 2

0

2 2 2 2 0 0

9 7 2 9 7 2 7 5 0

9 9 7





C5*

 



G5

F#5 G5

        

   

P.M.



A5**

Sure - ly a war I choke a cry

  

B5



10 10 8

0

G5

 

F#5

E5

 

     

kill - ing feel the

E5*

  

time a - bout to be - gin. blood run down my throat.

                                                      

  

P.M.

9 9 7



no - one can win, but no one hears,

P.M.

10 10 0 8

A5

9 9 7

0

P.M.

7 7 5

7 7 5

P.M.

5 5 5 5 3 3

0

5 5 3

4 4 2

5 5 3

P.M.

7 7 0 5

P.M.

7 5 7 5 5 0 3

5 5 3

0

P.M.

4 4 2

4 4 2

2 2 0

0

9 9 9 9 9 9 7 7 7

2 2 0

Chorus





E5**

G5*C5







Home,



D5

E5**





far a - way

from the war.

                              





9 9 7 0

9 9 7 0

9 9 7 0

E5**

9 12 5 9 12 5 7 10 3 0

G5* C5







Home,



7 7 5

7 7 5

7 7 7 7 5 5

7 7 5

7 7 5

D5





    



9 9 7 0

9 9 7 0

9 9 7 0

9 12 5 9 12 5 7 10 3 0

7 7 5

 

C5

The

bo

9 9 7 0

9 9 7 0

9 9 7 0

7 7 5

7 7 7 7 5 5

7 7 5

   

7 7 5

9 9 7 0

0

9 9 7 0

  

but the war,

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

12 5 12 5 10 3

5 5 3

G5* C5





A5

B5





   Sorgdal

2 2 0

2 2 0

2 2 4 2 2 4 0 0 2

4 4 2

4 4 4 4 2 2

7 7 7 7 7 7 5 5 5

7 7 4 7 7 4 5 5 2

To Coda Ø B5



   

                          

9 9 7 0

9 9 7 0

9 9 7 0

        



9 9 7 0

12 5 12 5 10 3

5 5 3

B5



 

7 7 5

7 7 5

7 7 7 7 7 7 5 5 5

C5

7 7 7 7 7 7 5 5 5

        

                       

     

5 5 3

7 7 7 7 5 5

5 5 3

of ours and

5 5 7 5 5 7 3 3 5

our foes,

6

 

2 2 0

the

2 2 0

2 2 4 2 2 4 0 0 2

4 4 2

4 4 4 4 2 2

4 4 2

D5

     

dies

7 7 5

         

A5

5 5 3

7 7 5

no chance to live a - gain.

D5

               

7 7 5

D5

Bridge





D5

                            



 

B5

        

E5**

far a - way

9 9 7 0

9 9 7 0

0

D5

A chance to live a - gain.

   

     9 9 7 0





 

G5* C5

       

sea of

5 5 3

death, it

5 5 7 5 5 7 3 3 5

  

ov - er -

7 7 5







 

A5





 

C5

In

no

D5

 

2 2 0

2 2 4 2 2 4 0 0 2

C5*

4 4 2

4 4 4 4 2 2

B5*





man’s

               2 2 0



  

-flows.





B5

5 5 3

A5*

C5 B5

A5

   



land, God on - ly

     

   

5 5 3

5 5 3

5 5 7 5 5 7 3 3 5

G5*

B5

knows,

in

D5

      - to

jaws

2 2 0

F#5* G5*

2 2 0

2 2 4 2 2 4 0 0 2

A5*

4 4 2

4 4 4 4 2 2

G5*

5 5 3

5 5 3

F#5*



of death we

       

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

4 4 2



C5

  

5 5 7 5 5 7 3 3 5

E5*

7 7 5

D5 E5*



go.

                                                                P.M.



10 X 8

0

Verse



P.M.





C5*

10 9 9 X X X 8 0 7 7 0

B5*

P.M.

14 14 12

12 12 10

12 12 10

A5*

P.M.



  

P.M.

12 11 12 11 10 9

12 12 10

P.M.

14 14 12

14 14 12

G5*

F#5*G5*

on



P.M.

12 12 10

0

     

   



14 14 12

P.M.

0

Cru - ci - fied as if

  

P.M.

12 12 10

  

a cross,

 



 

10 X 8

G5*

F#5*

E5*



 

  

all - ied troops, they mourn

P.M.

C5*

 

0

B5*

14 14 12

14 14 12

12 12 12 12 10 10

12 11 12 11 10 9

12 12 10

9 9 7

D5 E5*



their loss.

 

P.M.

14 14 14 14 12 12 0

G5*

12 12 12 12 10 10 0



   

     

9 9 9 9 7 7

9 7 9 7 7 5

P.M.

G5*

3



11 11 9

11 11 9

0

A5*

F#5* G5*

         

Ger man

9 7 9 7 7 5

P.M.

0

A5*

9 9 9 9 7 7 0

                              

9 9 X X 7 7 0

11 11 9

0

P.M.

10 X 0 8

11 11 9

0

A5*

P.M.

0

F#5*

E5*

       

pro - pa - gan da a mach ine

such be - fore

9 9 7



D5 E5*



has ne - ver been seen.

                                                                  P.M.

P.M.

P.M.

P.M.

P.M.

P.M.

 Sorgdal

10 X 0 8

10 9 X X 8 0 7

9 X 7 0

14 14 14 14 12 12

P.M. 12 12 10

12 12 10

12 12 10

11 11 9

0

12 12 10

14 14 12 0

7

14 14 12

12 12 12 12 10 10 0

11 11 11 11 9 9 0

9 9 9 9 7 7 0

9 7 9 7 7 5

9 9 7





C5*

Swear I heard



   



P.M.



0





  

G5

10 10 8

10 10 8

C5*

B5



9 9 7

0

7 7 5

A5**

7 7 5

0

5 5 5 5 3 3

5 5 3

F#5 G5

4 5 4 5 2 3





P.M.

     Drums

no

E5*

  

more

D5 E5*



may die.

  

5 5 3

4 4 2

5 5 3

5 5 3

P.M.

4 4 2

0

E5

4 4 2

0

E5

    

P.M.

5 5 5 5 0 3 3

P.M.

5 5 0 3

F#5

tell the tale of

P.M.

7 7 5

7 7 5

G5

                                 

     

E5

 

P.M.

7 7 5

0

A5

So that peo ple know the truth,

10 10 9 9 7 10 10 9 9 7 8 8 0 7 70 5

F#5

pray to God,

P.M.

G5

       

0

G5

  

cry,

P.M.

3

P.M.

A5 3

                                               

P.M.

9 9 0 7

F#5 G5

 

the an - gels

   

P.M.

P.M.



A5**

       



  

B5



 

Pa - schen - dale.

7 7 7 7 0 5 5

P.M.

5 5 5 5 0 3 3 0

4 4 2

0

2 2 0









P.M.

4 4 2

7 9 7 9 5 7

  

                    

P.M.

9 2 9 2 7 0

2 2 2 2 0 0

2 2 0

Interlude

                         

   

[E]

Gtr. 4



mf w/dist.

 



Gtrs. 3+4 tacet 2° Gtr. 3 doubles 7 8 9

7

8 10

8

9

10 12

8

10

7

8

11 9

E5 B5 C5 B5 4                          Gtr.            Chords implied by harmony



 

7 8 9

7

8 10

9

8

10 12

8

10

7

8

11 9

   

ff w/dist.

 2+3                    Gtrs.                      0 2

3 2 0 3 2

0 2 3

Gtr. 3

Fig. 1

ff w/dist.

 Sorgdal

 17 

14 15

14 15 17

14

15 17 19

15 17

14 15

17 16

8

   



Fig. 1



Fig. 1

4 0 2 0 2 3

4 3 2 0 3 2

 

  

C5



G5

D5

   3 2 0

  

A5

3 2 0

C5

B5

C5

      1

  

3 2 0 3

3 2 0

3 2 0

0 2 0 3



3 2 0

5 7

9

 

0 2 0 3 2 0

            



Fig. 1

   7 7 5

3

Gtr. 3 plays Fig. 1

   

D5

1

0

Fig. 1

7 7 5

A5

  

0 2 3

      

 

G5



Gtr. 2

Fig. 1 Fig. 1



B5



   

7 7 5

0 2 0 3

E5

   



Fig. 1

10 9 7 10 9

10 9

7 9

 

7 7 10 9 7 5

7 9 7 12 10

Verse





D5 E5*



C5

 Cruel

        Gtrs. 2,3+4

 

7 7 5





9 9 7

 





- ty has

a

hu

ev -’ry man



does

play





his

part.

         

 

9 9 7

9 9 7

5 5 3

7 7 5

X X X

4 4 2

5 5 3

5 5 3

C5

 

 of

9 9 7

9 9 7

5 5 3

7 7 5

7 7 5

D5









the

men

we

kill,

7 7 5

7 7 5

7 7 5

7 7 5

4 4 2

B5

  



the hu - man



5 5 3

C5



heart

5 5 3

4 4 2





is

hung

- ry

 still.

           

     

 

 

             

5 5 3

X X X

7 7 5

7 7 5

4 4 2

5 5 3

5 5 3

7 7 5

7 7 5

7 7 5

7 7 5

7 7 5

4 4 2

4 4 2

5 5 3

5 5 3

3

2 3



D5 E5*

 

 



C5

D5

B5

  

 

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

Sorgdal

heart,



         

I stand my ground for



  

 

           



- man





         

Ter ror





C5

 

9 9 7

9 9 7

B5

 

E5

9 9 7

D5

7 7 5

9 9 7

9 9 7

9 9 7

9 9 7

5 5 3

the

5 5 3

ve - ry last

5 5 3

7 7 5

7 7 5

 time,



     

gun

is rea - dy

 

         

7 7 5

7 7 5

9

C5

7 7 5

7 7 5

7 7 5

7 7 5

as



I stand





in

line.

            4 4 2

4 4 2

4 4 2

5 5 3

5 5 3

5 5 3

2



E5





C5





D5

   

B5



  

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

Ner vous wait for the whis tle to blow,





9 9 9 9 7 7

9 9 7

9 9 7

5 5 3

5 5 3

5 5 3

7 7 5

7 7 5

E5



G5

D5

E5



X 7 7 X 7 7 X 5 5

E5

7 7 5

7 7 5

G5



           

2 2 0

7 7 5

5 5 3

0 2 3

0 0 X 3

4 4 4 4 4 4 2 2 2

5 5 3

5 5 3





9 9 7

G5

9 9 7

7

9 9 7

9 9 7

7

9 9 7

9 9 7

7

9 9 7

9 9 7

E5

Solo

0



       Gtr. 5





ff

w/dist. full full

5 5 3

15





14

0 0 X 3

            

 



  

2 2 0

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

 

  

7 7 5

8 7 5 5

8 7 5 5

G5***

7 7 5

5

7 7 5

7 7 5

5

7 7 5

7 7 5

7 7 5

5

7 7 5

D5

5

 

G5***

cont. sim.

           6         



1/2 12

15

5 5 3

0 2 3

2 2 0

3 2

D5

G5***

             

Gtrs. 2+3

7 7 5

5 5 3

                             Gtr. 4 tacet   E5*

 

D5 E5

      

Drums

         

2 2 0

G5**

ov - er we go.



        

2 2 0

C

                         

Gtrs. 2+3

Sorgdal

   

   

rush of blood and

7 7 5

CG5**



   



E5

3 2

 



C5

full 14

12

12 14 12 14 12

12 15

12 15

15

15 12

12 14

10

full

full 12 15 14



E5

G5***

D5

A5**

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

3

full

15 14 12 14 12 14 12



3

full

12

12

15

15

12 15 14

14



14 

12

15

E5

12 14

G5***

14 15 15 17

D5

17

G5***

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

w/bar

14 15 14



15 14 15 14 17 15 12

14 17

15 14 15 14 17 15 12

 E5

12 14 17

12 14 12

15

G5***

15

15

D5



 



full 15

A5**

3                                                 3

3

7

full

full 15 14 12 14 12 14 12



12 15

15 14 12

15

12 14 13 12 15

15 14 12

14 12 14

14

14 12 14 14

14



                                      

C#5

      Gtr. 6

Gtr. 5 tacet

full

12

E5*

3

ff

B5

6

6

1/2 8 9 9

9 11 12 11 9



9 12

6

6

full

8

F#5**

1/2

full

9 12 9

9 12 9

11

9 12 9

9 12

11 9

11

9

12

9

12 9 11 9

11

11

                           C#5

E5*

P.H.

P.H.

P.H.

B5

P.H.

F#5**

P.H. 0

 Sorgdal

2

0

2

0 4

8

8 9

X

8 9

X

8 9

9

X

11

11

8

0

4 1

B5       F#5**                                  C#5

E5*

6



11 13 14 11 13 14

3

1/2

3 11 13 14 11 13 14

9 13 

11 13 11 13 14

9

11

12 12

9

11

11

9

10 10



14 16 17

E5*

C#5

                            6

14

16

6

17

16

14



3

14

6

14

17

17

16

14

16

17

17

16

14

17

16

14

16

14

16



B5

16

14

F#5**

                              6

6

3

14



14

14 13

14

16

 

G#5



 

 

 

                             Blood

is

fall

-

ing

Gtr. 6 tacet

Sorgdal

17

14 14

Gtrs. 2,3+4



16

17

16

16

17

17

7

17

16

16

Bridge



16

full

6 6 4

6 6 4

X X X

6 6 4

6 6 4

X X X

6 6 4

6 6 4

X X X

6 6 4

6 6 4

X X X

B5

F#5







like

the

  9 9 7

12

C#5













rain,

its

 

                          

 

9 9 7

4 4 2

6 6 4

6 6 4

4 4 2

X X X

4 4 2

4 4 2

X X X

4 4 2

4 4 2

X X X

4 4 2

4 4 2

X X X



 

G#5



B5



 



 

son

cloak

                      crim

 

6 6 4

 

-

6 6 4

X X X

6 6 4

6 6 4

X X X

6 6 4

6 6 4

un

X X X

-

6 6 4

6 6 4

 



of

guns

                  

9 9 7

9 9 7

4 4 2

 

6 6 4

 

6 6 4

X X X

6 6 4

6 6 4

X X X

6 6 4

6 6 4

X X X

6 6 4

G#5

6 6 4

 







hide

the

9 9 7

9 9 7

X X X

we

die

 



 Solo Gtr. 2

6 6 4

6 6 4

X X X

6 6 4

X X X

6 6 4

6 6 4

D5

  

      Gtr. 6

w/bar



6 6 4



P.H. full

full

12

12

4 4 2

4 4 2

X X X

X X X

9 9 7

F5



6

4 4 2

4 4 2

X X X







4 4 2

X X X

4 4 2

4 4 2

X X X

4 4 2

4 4 2

X X X



4 4 2

4 4 2

   

  

6 5 7 5

8 5 7 5

      

Fig. 2 7 7 5

8 5 7 5

6 6 4







and

4 4 2

X X X

4 4 2

4 4 2

X X X

4 4 2

4 4 2

X X X

4 4 2

4 4 2

X X X

cont. sim

 

6 6 4

6 6 4

6 6 4

6 6 4

G5***

       



3 full 13 10

12 10

10 13

10 12 10 13

   6 5 3 3

13

10 0

   

8 7 5 5

8 7 5 5

  

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

 

 

    

6 5 3 3

5 5 5 5 5 5 5 5 5 5 5 5 5 5 3 3 3 3 3 3 3

5 5 3

5 5 3

5 5 3

13

5 5 3

5 5 3



10 13

12 10



       

C5



6 6 4





                  4 4 2

X X X

C#5

- dale.



 

                    

9 9 7



The

shame,

12 10

    

Sorgdal

6 6 4

X X X



13

10

12

Gtr. 3



X X X

4 4 2



C#5



4 4 2



Pa - schen

          

full



6 6 4

in

4 4 2

F#5

                                 so

X X X

F#5

B5

 

4 4 2





 

 

can’t



 

                                 sound





a - gain.

B5

 

C#5

  

veils

X X X

G#5

F#5



D5 





    



F5



G5***

                       

rake Gtr. 3 plays Fig. 2 full

13 12 10 12 13 13 13

X X

15 rake



D5

  

3

3

13 12 10 10

13



C5

full 13



13

13

7

8 7

10 12 10 10

9 10 12

10

12

12

F5

 3              

         full

full 13

12

10

10



10

10

13

13

10

10

10

13



10

10

13

10

13

13

C5

G5***

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

12



13

10

10

15

10

10

13

13

10

13

10

15

10

12

10

13

15

13

13

15

13

12 15 12



D5

F5

C5

G5***

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

full 13 12 13 12

  

12 13

12 15 13 12 13

12 13

13 13 10

12

10 13

13 12 10

10 12

12 10 12 11 10 8

8 10

C5*

B5*

A5*

G5*

A5*

F#5* G5*

G5*

F#5*

10

E5*

 D5 E5*

                                                                 Gtrs. 2.3+4

P.M. Gtr. 6 tacet

 Sorgdal

0

P.M.

P.M.

10 10 9 9 X X X X 8 8 0 7 7 0

P.M.

P.M.

14 14 14 14 12 12

12 12 12 12 10 10

12 11 12 11 10 9

0

12 12 10

14 14 14 14 12 12 0

14

P.M.

P.M.

12 12 12 12 10 10 0

P.M.

11 11 11 11 9 9 0

9 9 7 0

9 9 7

9 9 7

7 7 5

9 9 7

C5*

B5*

A5*

G5*

F#5* G5* A5*

G5*

F#5*

E5*

D5 E5*

D.S. al Coda

 

                                                                



P.M.

P.M.

0

10 10 9 9 X X X X 8 8 0 7 7 0

ØCoda 



P.M.

P.M.

14 14 14 14 12 12

P.M.

12 12 12 12 10 10

12 11 12 11 10 9

12 12 10

14 14 12

0

14 14 12

G5* C5





Home,

0











9 9 7 0

9 9 7 0

9 9 7 0

a - way

12 12 10

from

7 7 5

7 7 5

7 7 5

7 7 5

7 7 5

 







a - gain.

0

G5* C5













  

  

  

  

      

0

9 9 7 0

9 9 7 0

9 9 7 0

9 9 7 0

9 9 7 0



Home,

9 9 7

war.

far

A chance

12 12 10

D5

G5* C5



9 7 9 7 7 5

the

7 7 5

E5**

D5

live

5 5 3

9 9 9 9 7 7







     9 9 7 0

11 11 9

E5**

                                9 9 7 0

P.M.

11 11 9

0

D5



far

P.M.

12 12 12 12 10 10

0

E5**



P.M.





5 5 3

7 7 5

to

5 5 3

B5 D5



 

a - way

but the

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





5 5 3



7 7 5

7 7 5

E5**



 war,

7 7 5





7 7 5

7 7 5

7 7 5

7 7 5

7 7 5

G5* C5



9 9 7

9 9 7

9 9 7 0

9 9 7 0

9 9 7 0

9 9 7 0

D5

  

no chance to live





Sorgdal

9 9 7 0

9 9 7 0

9 9 7 0

9 9 7 0

12 12 10

5 5 3

5 5 3

C

7 7 5

7 7 5

7 7 5

7 7 5

G5** E5



4 4 2

G5

7 7 5

D5



a - gain.

     9 9 7 0

12 12 10

E5

                                         

9 9 7 0

7 7 5

7 7 5

7 7 7 7 7 7 5 5 5

7 7 7 7 7 7 5 5 5

15

7 7 5

  2 2 0

         0 2 3

0 0 X 3

2 2 0

        5 5 3

7 7 5

 

E5

C G5** E5

0 2 3

2 2 0

0 0 X 3

D5

E5

         

        

   



G5

2 2 0

7 7 5

5 5 3

Drums

            

          

  

 



2 2 0

                                            N.C.

Gtr. 1

mf

w/dist.

0 10 12 0 8 12 0 7 12 0 5 12 0 7 12

0 7 12 0 5 12 0 3 12 0 2 12 0 12

0 10 12 0 8 12 0 7 12 0 5 12 0 7 12

 Gtrs. 2,3+4 tacet Verse

C5









A5

G5

A5

  

       

See my spi - rit

         

on

the

wind,

G5

F#5

E5



         a - cross the lines, be yond the

hill.

                          

       

B5

Chords implied by bass

0 7 12 0 5 12 0 3 12 0 2 12 0 12

0 10 12 0 8

12 0 7 12 0 5

12

0 7 12

0 7

A5

G5

12 0 5

12 0 3

12

0 2 12 0 12







C5



B5





 

Friend

  

 

0 10 12

A5



and foe

 0

 8



G5

 

will meet a



12 0

 7



12

-

 0









again,



5 12

 0





7 12

 Sorgdal

16







 

those

 0





F#5

 

who died



7 12 0

5





at Pa - schen -



12 0



3 12



E5

  0

2

 

  dale.



12

0

Face In The Sand

Words & Music by Janick Gers & Stephen Harris Em

G

7fr

C5 3fr

E5

D5

A5

Em9 Em9/C

5fr

B5

E5*

D'4 3fr

D5*

Dsus4

D

E5**

G5*

7fr

3fr

q. = 58 Em

G



C5



D5



Em



G



C5



D5





                                Gtr. 2 Gtr. 1

mf



clean tone 7

9

9

9

7

9

9

7

    

  

Gtr. 3

clean tone w/chorus



9

7

G



9

9

9

9

7

 

5 3

7 5

9 7

D5



  7 5

A5



7

9

7

10

 

C5



9 10 9

 

7 5

9 7

Em

 

7 10

C5



 

 

5 3

7 5

D5





                            



7 9

Sorgdal

9

9

9

7

7

9

7

10

    



9

9 7

   7 5

5 10 9

  

 

5 3

7 5

7

   2 0

5

7

7

9

7

9

5 10 9

 

 

5 3

7 5

© Copyright 2003 BMG Music Publishing Limited. All Rights Reserved. International Copyright Secured.

5

4

 

Em

G



C5



      



5

4

5

7



7 5

 

Em

  

 

5 3

7 5

C5



5

4

5

7



   7 5

9 7

      Gtr. 3

Gtr. 1 tacet

Em9

     

let ring



5

 

3

5 5

 

 

5 3

7 5

 

4

5

  

 

5 3

7 5

C5

         

4

5

5

4

D5



4

  

 5



7

7

9





 

7

7

   2 0

           

  

 

5 3

7 5

 

  

3

0

0

4

 

5

A5

4



7

2 0

7

   

4

7



5



4

     

4

D5

     

D5



7

   

5 5

      



4

7

C5



      

G



A5



5

 

9 7



4

7

   

D5

4 0

0

Gtr. 2

 

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

P.M.

 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

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

   

                  12 14



 

14 15

  

10 12

12 14

9 10



10 12

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





12 14

14 15

10 12

   

12 14

9 10

10 12





harm.

 

12 12



7

12

      0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

   

                   12 14

   



7

12





7

12

14 15

10 12

12 14



9 10

10 12









        

Sorgdal

                   12 14

14 15

10 12

12 14

9 10

10 12



12 12 12 12 12

   

  

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

Fig. 1



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

  

Chords implied by harmony

Em9/C

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







12 14

14 15

10 12

     

12 14

9 10

10 12



  

 



12 14

 



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

Dadd4

  

14 15

10 12

12 14

9 10

10 12









    

let ring

 

3

3

0



3

0

4

0

4

4

0

4

0

0

4

0

4

4

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

 

Fig. 1 ends P.M. ends



3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3

Em9

                       Gtr. 2 plays Fig. 1



    



 w/bar 

harm. -1

 Sorgdal

14 15

12 12 12

10 12

9 10

 

        

-1

7 7 7



10 12



12 14

12 14

14 15

                    12 14

9 10

10 12



12 14

    

   w/bar  -1

C5

10 12





12 14

-1

w/bar

14 15



ff w/dist. 12 12 12





 

     

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 3

4

 

   

    

10 12

9 10

12 14

10 12



                                D5



12 14

14 15

10 12

12 14

9 10

      

10 12



12 14

[E]

 

poco a poco accel.

   

Gtr. 2

 



Fig. 1 w/dist.



9



9 0 0 0

Sorgdal

10 12

10 12

12 14

9 10

  -1 -1 -1     w/bar



12 14

9 10



10 12

12 14

14 15

     



   

 

-1

12 12 12

12 12 12

12 12 12

10 12

  



12 12 12



       



Fig. 1

9

11

7

9



   

7

9

5

7

0 0



Fig. 1

12 12

12 12



 0 0 0 0

 

   



   

   





Fig. 1

11

12

9

10

   

0 0

11

12

9

11

7

9

11

9

10

7

9

5

7

9

9

11

7

9



   



12 5



Fig. 1

       



7

9

5

7

0 0



12 12

12 12



   

9

11

7

9

7

9

5

7

0





   



   

Fig. 1 11

12

9

10

0 0 0 0 0

   



0 0





Fig. 1





12 10

   

  



11

7



   

Fig. 1

Gtr. 3



14 15

 

7 0

Gtr. 1 tacet



     

12 12 12

7 7 5

ff

   

 

w/bar



                 

E5

0 0





                       



Fig. 1

9

11

7

9

7

9 12 12 7

5 0 0



   

   

11

9

11

7

7

9

5

9

12 5



Fig. 1

11

12

9

10

0 0 0 0

   



 1212

Fig. 1



Fig. 1

9 11 7 0 0 0





7

9

9 12 12 7

5 0 0 0



   

 

 

 

9

11

9 11

7

9

7

9

7

5

7

 

5



12 5

9

12 12



  

[C]

 Fig. 1





12 12

3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3



   

11

9

11

7

7

9

5

12 5

9

  

[E]



Fig. 1



0 0 0 0

   

Verse



   

11

12

9

10

   



   

Fig. 1 

0 0





  

   





9

11

7

9



   

Fig. 1 

12 12



9

11

9

11

7

9

7

9

7

9

5

7

5

7

12 12



12 12





 Fig. 1

0 0 0 0

 

   



12 5

    11

12

9

10

   





Fig. 2

11

12

9

11

7

9

11

9

10

7

9

5

7

9





   

Fig. 1 

0 0

9

11

7

9



   

12 5





   

9

12 12

5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5

   

7

   



Fig. 1

   

       

0 0



 

 



[D]



   



Fig. 1 



Fig. 1

7

9

5

7

0 0



0 0 0 0

   

9

11

7

9

7

9

5

7



q. = c. 70 [E]

   



Ev - ’ry - one’s Ev - ’ry - one’s

   Gtr. 3 plays Fig. 2   Gtr. 2

   

Sorgdal

 12 12

   



  

 

Fig. 1

 



0

0

0

wait search

 

-





ing - ing

for but

 

Fig. 1

11 9 0





12 10

 

0



some - thing no - thing’s

 

  Fig. 1

9 7 0



11 9



to re -

hap veal

 

 



0



 -

pen, ing,

    Fig. 1

7 5 0

6



9 7 0

0

0

0









  

 

0



0







Lu Ev

- na - ’ry

0

0





ev ev

- ’ry - ’ry

  



0



  

0

Sorgdal

11

12

9

10





- tics - one’s



0

- ing - ing

for for

 



some - thing no rea

 

 

 



9

11

7

9 0







wait - ing hop - ing

for for

big love

air ev

 

 

 





to son

save. why.

 

 

7

9

5

7

 



 

-





Fig. 1

0

Fig. 1

 dis er

-

 

Fig. 1

 -



9

11

7

9

7

9

5

7



- one’s - one’s

wait look

 

  11

12



- ing - ing

for at

news death

on from

T. the

V. sky.

 

 

7

9

9

10

5

7

0

 

Fig. 1 9

11

7

9

0

0

ters, ter,



0

0



0









0



 

0

0



Fig. 1



   



 

12 12

-



 

12 12

Fig. 1

10



 

-

 

 

12

0





as af

9

0



0

11

0







 

12 12

12 12



0

[C]



 Wind Ev

 -



ing ’ry - one’s

legs night

 at - mares





the are

end go



 of - ing



the to

spi hap



 

-

ral, a pen,

-

  



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

3

3

3

Fig. 1





Fig. 1



Fig. 1



 

 



0



wait look



0



  





   0



0

Fig. 1





- bo - dy’s - one’s



0

  



ev - ’ry ev - ’ry

  



3

3

3

3

3

3

3

3

7

3

3

3

3

3

3

3

3

3

3

3

3

3





 

[D]



wait ev





- ing - ’ry - bo

   



5





5

5

[E]















0

0





0

0

look pray

 

 



5



- one’s - one’s

for the

5

5





their mask

next from

big thier

thrill. eyes.

12

9

10



- ing - ing

but but

no no





12

11

7

9

0





be tell

in eve

at - ry

9

10 0

 

 





11

-

 

7

9

0

0

5





-

5

list liev

 

 

5

5



5

5

 -

’ning, ing,

-

   

Fig. 1 7

9

5

7

0

Fig. 1

9

5

is be

 



5



- one - one’s

0

 

0

5



9

Fig. 1 11

5

Fig. 1



 

5

 

 

- dy wants to - dy’s he - roes

 

5



 

11

5



Fig. 1



5



0



0

5



   

Fig. 1



5

eve - ry - bo eve - ry - bo

 

tors ping



5

    0

-



5

Eve - ry Eve - ry

0

ta rip



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

Fig. 1



dic dy’s

-







 



0





the one’s

kill. lies.

 



 

0

9

5

7

0

0



   



Fig. 1

7

0



0

0

0

0

Pre-Chorus





B5



 

Gtrs. 2+3

 Sorgdal

4 4 2





         I

C5

4 4 2

wait





D5

B5

    for

 

  

  

4 4 2

5 5 3

7 7 5

the

 

C5

D5



    





 

 

 

 

  

4 4 2

4 4 2

4 4 2

5 5 3

7 7 5

signs,

they



8

tell

B5

me



true.



C5

D5



  

I

  

     

4 4 2

4 4 2

4 4 2

5 5 3

see

   7 7 5

the





1. B5





signs,

          

4 4 2



C5

D5

   



of the end



4 4 2

C5



     

pray



5 5 3



     

7 7 5

D5*

Chorus

C5



4 4 2

of the end.

     

 

 



4 4 2

4 4 2

5 5 3

A5

for an an - swer.

      

An

So

G5



  

   

I watch



and



end

     

  



  

I wait,

0

2

Dsus4



in the



5 5 3

world’s

mi - se - ry.

2

E5*

 

end







3

 

        

   





ne - ver came

3 3 0 0 X 3

2 0



G5

  

Dsus4



0

3 3 0 0 X 3

3 3 0 0 X 3

0

2

2

2

 



      dig



- ing the graves,

 

  

5 5 3

2

3 2 0 0

0

3 3 0 0 X 3

2



But the

 

3

0

A5

 



  

Can the

end

be at

 hand?

           

   

3 3 0 0 X 3

3 0 2 2 0 2 0

9

3 3 0 0 X 3

3 3 0 0 X 3

C5





and we’re

load

2

   

  

- ing the guns

for the

                  3

2 2 0

2

G5

  

2 3

D5*

E5*

D

3 3 2 0



        

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

Sorgdal

0

C5

and were

kill.



2

2

3 2 0

5 5 3

0

    

3





3

2 2 0

I

  

   

                        to the strife

and

D

3 3 2 0 0

3 3 0 0 X 3

7 7 5

C5

  

        

0

     

   

E5*

D5

   

signs,

  

    

4 4 2

 

time.

$

2. B5

0

C5

   Is the

 face

0

2

2

0

D5*



 

in the sand?

Fu - ture

   

   

  

             5 5 3

5 5 3

2

2

0

3 2 0 0

3



2





A5

C5



   

mem

 

- ’ry of

Dsus4

  

our

D







tra - ge - dy.

Can the

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



2 2 0

0

3 2 0

5 5 3

2

  

2

        

  

3 3 2 0

2 3 2 0

3 3 2 0

3 3 2 0

E5*



  

end

be at



   

0

0

  

 hand?

Is the

        

    

3 3 0 0 X 3

2 0

G5

3 3 0 0 X 3

3 3 0 0 X 3

0

2

To Coda Ø





C5

D5*



   

     

face

in the





sand?

   

   

2

3 2 0 0

5 5 3

 

0

A5

C5



   



fu - ture

mem

       3

'ry

 

our

0

2



D







tra - ge - dy.

      

     

2 2 0

2

of

Dsus4

  

3 3 2 0

5 5 3

2

2 3 2 0

0

Interlude

E5* Gtr. 1

  Gtr. 3









E5*









            

E5*









E5*









           

Fig. 1



7 7



10

9

9

7

10

9

7

10

7 10

9

7

10

9

9

7

10

9

7

10

10

9

Gtr. 2



           

Fig. 1

 Sorgdal

0 0

3

2

2 3

0

3

2

           

0

0 3

2

10

0

3

2

2 3

0

3

2

0 3

2

E5*



 







E5*





C5







ff

w/dist.

5

4

4





7

5

5



9

9

7

10

9



7

10

9 10

9

           



0 0

3

2

2





0

3

2

P.M.

7

10

5

4



Fig. 1 9

9



      5 5 3

3

7

7

10

10

9

7

  

          

3 3 2 0

3 3 2 0

7

0

3

4

7

7 7 10



           

            

7





           







D

Gtr. 5









Dsus4



5 5 3

2 3 2 0

2 3 2 0

2

Gtr. Solo

 

E5**

 



     

G5*

 

w/dist.+ wah-wah full



8

10

10 9

      

 



 

   

Fig. 3

Sorgdal





8 7

8 7 9

G5*

7 9

9

7 9 7

0 0 X 2 2 0

0 0 X 2

0 0 X 2

           Fig. 1 

0 0 X 2 5 3

5 3

2 0

0 0 X 2 2 0

 

9

9 7

5

5



     

4 7



    



Fig. 1 0 0 X 2

0 0 X 2

0 0 X 2 5 3

11

A5

    

7

Gtrs. 2+3



9

5

A5 E5**

5 3

2 0

                                          3 3 3  E5** 3



G5*

A5

C5

G5

10

4 5 4 4 5 4

4 5 7

4 5



 

11

 

0 0 X 2

 

10 12

11 12



10 12 13 12 10

12

10

12

12 11 9

G5* A5

      

 

 

 

  

 

 

3 2 0 0

3 2 0 0

Fig. 3 ends

0 0 0 0 X X 2 2



  

    5 3

E5**

9 11 12

9

Fig. 1

0 0 X 2 2 0



9 11 11 12

7

      

9 11 9

7

D5*

5 5 3

2 0

5 3

5 5 3

5 5 3

3 3 0 0 X 3

3 3 0 0 X 3

3 3 0 0 X 3

E5**

3 2 0 0

G5*



A5

Gtrs. 2+3 play Fig. 3

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

full

full

full

12 15 12



0 0

15 12 15

15

15

15

12 17 12 15

12 15 12 15

12 15

full 12

15 12

12 15 12 10

15

12

15 12

0 0



E5**

G5*

A5 C5

G5

D5*

                                        full



12 15 14 12

14

B5



     Gtrs. 2+3

Sorgdal

14

14 12 14

14

Interlude



full

full



8

14

E5





     7

8

12 14 12

 12

D5



 11

14 14 14 14

B5



   8

C5





     7

12

8

9



15

D5



 11

17

19

B5



   8

20

full

20

20

E5





    7

8

 12

20

D5



 11

B5











    





  



7

G5



    



 

0

9

3 2 0





So

I



D5*



   



2





       

       

3 3 2 0

3 3 2 0

2 3 2 0

2 3 2 0

2 0

C5

D5*



   

5 5 3

oh,

       2

0

3 2 0 0

  

  

3 3 2 0

2 3 2 0

2 3 2 0

A5

C5



    

2 3 2 0

3

2

0

A5

C5



    





 

0

3

oh,

2

2 2 0

0

Dsus4

13

5 5 3

 

  

2

0

  

3 3 2 0

        3 3 2 0

2 0

   

5 5 3

2



0



3 2 0

2

0



    

D

oh.

2

Oh

oh,

3 3 0 0 X 3

2

  





         

                           oh,

2

G5





   

2 2 0

2 0

2



oh.

oh,

 



oh,

      

Oh,

  

  

oh,

E5*





3

3 2 0 0

0



   

3 3 2 0

  

 

   

5 5 3

D





    

C5

2

D

- dy.

3





oh,

0

2 0

Dsus4



       

3 3 0 0 X 3

2

ØCoda

11

oh,







Sorgdal



  

      

        



oh,

      

8

E5*

Dsus4







    

2 0



D.S. al Coda D5



8



C5

2 3 2 0

2

Gtr. 1

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

Em9





mf



clean tone

12 14

     

14 15

10 12

12 14

9 10



10 12

12 14





clean tone+chorus

0 3 0 4

14 15

10 12

12 14

9 10

10 12



    0 4 2



 

Gtr. 3

mf

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





Gtr. 2



           

           

0

0

Fig. 1 w/dist.



0

   

0

0



 Sorgdal

0

0

0

0

0

12 14









14 15

10 12



12 14

9 10





3

10 12



0



12 14



 

3

0

0

4

0

0

0

0

14 15

10 12



12 14



9 10

0



0

0

10 12

 

 



w/bar

3 0

4

4 2



0

0

0

0

                     

0

0

0

0

0

0

0

0

0

0

0

0

0

14

0

0

0

0

0

0

0

0

0

0

  



0

4

0



3

0

4

0

             



 

0

 

rall.

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

let ring



0

 

 

0



0

0



Age Of Innocence Words & Music by David Murray & Stephen Harris

Em9 Em9#5 A/E

C5

C

C add#4 Bsus4

3fr

Gsus2

D5*

G/B

B5

D5

2fr

A/C# B5/F#

G5

A/C#* A7/C# 4fr

D/F#

5fr

E5

C/E

4fr

C5

F#5

3fr

E5* 7fr

q = 62

   Em9   Gtr. 2

Em9#5

A/E





Em9#5







mf

harm. clean tone



12



Gtr. 1

  mf

let ring clean tone



Gtr. 3



2

 



Sorgdal

 

2

4

2

 12



0



2





0



  

0

0

4

3

4

3

4

4

4

3

0

 

8

8

10



8

0



4 3 0

8

Em9#5

  



3

   



10



3

3

10 12 10 8 7

     2

0



7

8



8 10 8 7

    

2 0

0 4

4

4

4

0

© Copyright 2003 BMG Music Publishing Limited. All Rights Reserved. International Copyright Secured.

3 0

8

 0

4 3

4

3

0

A/E

0

4 2

10

    

0 2



3

      2



2

4

3

Em9#5

4





0 4

    

w/dist.



0

0 0

4

0

   9



  

0 2

Em9

mf

   

3

4 3

Em9

Em9#5

      







12

8 10 12 10 8 10

      0





Em9

Em9#5



I can’t

be

10 12 10 8 10





0 4

3

  

10

0

2 0



8

4

2

0

 





    



0 4

2

Verse



Em9#5

             3

9



A/E

         

3

8 10 8 7

7

    



2

0

0

2



8



       0

0

4

4

3

4

4

4

3

0

com - pro - mis - ing

3

Em9#5



   

4

3

0

A/E



8



in

my



thoughts

 

no



  more,

Gtr. 1





 



     0

0 4

2 0







2



    

0

0

4

4

2

3





3





2





0





      

2 0

0

0

4

4

3

4

0

0

4

4

3

4

3

3

0

 

Gtr. 2









harm.

 Sorgdal

12 12

2





Em9



  

Em9#5

   I









can’t





 

 

pre - vent





 

Gtr. 4 doubles 0



2



the times



0 4

2

A/E







my

an

    

0 4 3

0

3





      

- ger fills





0

4 2

Em9#5





2

my





0



heart.

 2





0



  

0

0

4

4

3

4

0

4

4

3

0

 

4

3

3

0











harm. 12





12



Em9



  



 

Em9#5





     

     

 

I

be

sym

with

cause,



can’t















- pa - this - ing



0 4

0

2



    

0 4 3



a new



0

4 2

3





2

lost





0

 2



  



0



  

0

0

4

4

3

4

0

0



 Sorgdal

Em9#5

  

0 2

A/E

4

4

3

3

4 3

0







12 12

3





Em9



  

 

Em9#5

   I









feel



I’ve





0

 



2

   

lost

with

my pa - tience







    

0 3

0



3





and all



Gtr. 5

         



w/dist. Gtrs. 1+4 double ad lib. 2

4

2



  



the world

0

4

2

C5

     

0 4

A/E

0

2

0

4 3

4

0

4

5 3

4

5 3

5 3

5 3

5 3

5 3

5 3

5 3

0





q = 136

  

[E]

 Fig. 1

ff





Sorgdal



4 2

   

4 3

0 0 0 0



   

7 4 0 0 0 0

   



 Fig. 1

7 4

   



5 4

   

Fig. 1

5 4

     5 3

0 0 0 0

4 3

 

  

   

Fig. 1

  5 2

0 0 0 0

Fig.1  

  5 3

0 0 0 0

4





po - li pet - ty

4 3

   

5 3

4 3

0 0 0 0

  

 

-

ti crime

   7 4

0 0 0 0



4 2

   

Fig. 1

 Fig. 1

5 2



 the of

4 2

   

0 0 0 0

Verse

And all A life



4 3

0 0 0 0

 

 Fig. 1

5 3

0 0 0 0



  



Fig. 1

5 3

0 0 0 0

Fig. 1



 Fig. 1

5 2

  



   

cians gets

   

   

Fig. 1

5 4

5 3 0 0 0 0

4 3





  

 and pun





their - ished



hol with

   





Fig. 1





5 2



 



4 2

5 3

minds

   

5 4

   

Fig. 1

 -



  



Fig. 1

 Sorgdal

4 2



3



5 2

Bsus4



4 2

5 3

0 0 0 0

C5

   

 Fig. 1

4 3

   

4 3

0 0 0 0

G/B

B5







goes with it. eve - ry - day.

P.M.

2 3

3



       

P.M.

4 3

3

5 3

3



Fig. 1

5 3



 



pays eve just how each - oth



Fig. 1

4 3

  



-

2 2

2 2

5 2



5 4

5 2

4 2

4 2

5 2

4 2



Fig. 1

5 4



0 0 0 0

 Fig. 1

5 3

Fig. 1

4 3



   





his the more

life laws rights



4 2

0 0 0 0



   



Fig. 1

5 3 0 0 0 0

5

Fig. 1

5 2

4 3



4 2

takes, go, midst,

  5 3

4 3

0 0 0 0





too, are than

   



if soft, us



there con you



Fig. 1

7 4 0 0 0 0



mis can our



0 0 0 0

Fig. 1

5 2



 

4 3

   and with they know they have

for their er they il in

-



 

  





0 0 0 0



   

    5 3

0 0 0 0



ry - thing much furth er of ev

-

Fig. 1

7 4



   



man know warn

0 0 0 0

7 4 0 0 0 0



-

  5 3

0 0 0 0



5 3



ing lants not

Fig. 1

5 2



5 3

that most



Fig. 1

Cadd#4

Fig. 1

5 3

Fig. 1



5 4

   





the lies tims’

-

0 0 0 0

  

   



   

0 0 0 0

shame life

 

and all the vic

Fig. 1



Fig. 1

The work As -sail We can

 



C

for

  

              

0 0 0 0



    7 4



and

$ [E]





ses, day,

0 0 0 0

de - ceit are scarred

7 4

-

4 3



   

 

-

Fig. 1

  





   







pro - mis ho - li

0 0 0 0

   



low a



Fig. 1



-









Fig. 1

0 0 0 0





5 4

  



5 3 0 0 0 0

5 3



C



  

Cadd#4





was - vic can

-





-



P.M.

2 3

3

4 3



 

        



7 5

7 5

7 5

7 5

D/F#



7 5

7 5

A5

7 5







3 2 0 0 2



2 2 0

D/F#



2 2 0

A5

3 2 0 X 2

3 3 2 0 X 3

2 2 0

3 2 0 X 2

 Sorgdal

3 2 0 0 2

D/F#



2 2 0

2 2 0

2 2 0

3 2 0 X 2

3 2 0 X 2

4 2

   

   

   

So

   

3 3 2 0 X 3

3 3 2 0 X 3

on - ly

 





And

we

3 3 2 0 X 3

3 3 2 0 X 3

Gsus2



Can we

   

   

3 3 2 0 X 3

3 3 2 0 X 3

6

4 2

7 5

7 5

A/C#

get

3 2 0 0

3 2 0 0

2 2 4

2 2 4

get

         

3 2 0 0

3 2 0 0

 hold

2 2 4





    on - to

what



we

 

         

3 2 0 0

3 2 0 0

2 2 4

2 2 4

can

we

       4 2 2

4 2 2

2 2 4

B5/F#



4 2 2

  

3 3 0 0 X 3

  

  

3 3 0 0 X 3

3 3 0 0 X 3

G5



 



  

4 2 2



G5

       4 2 2

  

can't

  

  

3 3 0 0 X 3

3 3 0 0 X 3

3 3 0 0 X 3

have,

4 2 2





      

2 2 4

7 5

  

life,

 

7 5

 





one

2 2 4

7 5

G5

B5/F#

    

A/C#

7 5

B5/F#

2 2 4

A/C#

D5*

7 5

chance,

         

on - ly

7 5

one

 

D5*

3 3 2 0 X 3

3 3 2 0 X 3

we

   

   

   

5 2

       



   

   

4 2

D5*

  

it.

2 2 0

3 2 0 X 2



                         3 2 0 0 2

5 2

Gsus2

3 2 0 X 2



               



Fig. 1 ends

5 2







  

- change

2 2 0

2 2

   

it?

3 2 0 0 2



        

                         take



Gsus2

D/F#



  

2 2

D/F#

7 5

D5

       

5 3

Chorus





Fig. 1

5 3

3

B5

low.

P.M.

3





a war. es just.

G/B



          3



Bsus4

 

to be tion chanc not call that

Fig. 1





C5

3 3 0 0 X 3









don’t

  

ex -

re -

  

  

3 3 0 0 X 3

3 3 0 0 X 3





D/F#

A5





  

- place

D/F#

Gsus2





it.

3 2 0 0 2

3 2 0 0 2

2 2 0

2 2 0

   

2 2 0

                  

3 2 0 X 2

2 2 0

3 3 0 0 X 3

3 3 0 0 X 3

3 3 0 0 X 3

3 3 0 0 X 3

   

   

3 3 2 0 X 3

3 2 0 X 2

G5

of in

 





- no - cence is

fad

 

-

ing,

   

   

 

       

 

  

  

  

  

  

  

  

  

3 3 2 0 X 3

3 3 2 0 X 3

3 2 0 0

3 2 0 0

2 2 4

3 3 0 0 X 3

3 3 0 0 X 3

3 3 0 0 X 3

3 3 0 0 X 3

3 3 0 0 X 3

3 3 0 0 X 3

3 3 0 0 X 3

3 3 0 0 X 3

2 2 4

2 2 4

To Coda Ø

D/F#



3 3 0 0 X 3

A/C#

The age

                         

D5*

      



 

  

like

an

  

3 3 0 0 X 3

3 3 0 0 X 3





old

  

3 3 0 0 X 3

   

dream.

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

3 2 0 X 2

3 2 0 X 2

3 2 0 X 2

3 2 0 X 2

3 2 0 X 2

3 2 0 X 2

3 2 0 X 2

3 2 0 X 2

3 2 0 X 2

3 2 0 X 2

3 2 0 X 2

3 2 0 X 2

3 2 0 X 2

3 2 0 X 2

3 2 0 X 2

3 2 0 X 2

2.

1.

  [E] 

 Fig. 1



0





w/bar

 

-2 ½

Sorgdal

0

0

0



Fig. 1

5 2

  



   

4 2



   

5 3 0

0

0



Fig. 1

4 3

0

0

0

0

 

14 12 10

5 3 0

0

0

7

0

0

4 3



 

w/bar

0 -6

                   

6

full 12

12 15 12 15 12 15 12 14 12 15 17 15 14 15 12

-3 ½ -2 ½



5 4

0

12

10

         

Fig. 1

7 4

                 1/2 full full  14



   

Gtrs. 4+5 play Fig. 1 Solo Gtr. 6

15

                                C

C5



Cadd#4 C5

A/C#*

6



6

15 14 15 14

15 14



17

A7/C#A/C#*[E]

w/bar

full

12 15 12 15 12 14 12

10

full 12

17 15 13 15

15 12

12 15 12

14





w/bar

11

12 11

9

11

9

7



                           C

 

            



C5

Cadd#4

6

6

6

C5

6 15



10 9

11 10

4



A/C#*

10

10

11 10 11 10 11 10 11 10

12



15 14 15 14 12 14

0

 C 



C5

6



20 20

19 20 19 17 19

17

0

10

0



Cadd#4

8

0

C5





0

3

19 17 19 17

17 19 17 20 19 20

A/C#*

  

                   7

0

8

0

5

 Sorgdal

12 13 12 10 12

                        



3

12

10 12 12

A7/C#A/C# [E]

    

 

10 11 12

8

0

20 19 20 20

A7/C#

A/C#*



      

7

0

       3

0

0

5

0

0



 

17

17



 

[E]





          3                         3  3

full 12 14 12



17 17 0 15

17

full

14 12

12

13 15 13 12 13 12 12 13 15

15 12

15

12 15 14 12 14

14

C

C5

Cadd#4

C5

A/C#*

14

  14

A7/C#A/C#*



                                   

 

3

3

full

full

3

3

3 full

full

full



12

Interlude

14

    

     

Sorgdal



12

15

15

15 12

 







 

C5



D5





E5

   



13

12

13

12

10

12



   

10

10 11

     8

 



10



12



8



  

10

8





7

7





8

7



    5

 





7

4

12

12

    

12

4 5

12 15

10 10

7

   



C/E

12 15 12 15 14

9

Gtr. 4

 

12 15 12 14

   

 12 

Gtr. 5



14

Chords implied by harmony

E5



12 15 12

full

full 12 14 12

12 15 12



   

5

7

8

8

   

 5





7

9





   





 

4

7

4 7

9

7

4

5

7

C/E

C5

  

 









  



2. D5

1. D5





        

10

 

13

12

  

 



10

8

8



12

   

10

   



7

5



5

10

8





7

7

        

8

8

 

7



5

4

   

 

   Gtrs. 4+5



 

  

 

7

 

4

7







  





4 7

E5 F#5

     



You’ve can’t pro -tect your - selves.

ev -en in

your own

        



home.

For fear of vi - gi - lan - te

  

       

       

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

2 0

X X

4 4 4 2 2 2

4 2

Gtr. 6 tacet



 



8

E5 F#5

 

  



4

E5 F#5

10

    



4

7





12



7

Bridge

Sorgdal

10

8









12

  



12

11





13

 

E5



4 2

4 2

X X

4 2

F#5

2 0

4 2

X X

4 2

X X

D5 E5*

 



         

   

cries, the vic - tims wipe their eyes.

       2 0

X X

X X

4 2

X X

4 2

4 2

2 0

4 2

X X

4 2

X X

4 2

X X

D5 E5*



4 2



    

So now the cri - mi - nals, they laugh right in our face,

         

4 2

X X

4 2

7 5

9 7

X X

10

9 7

X X

                    9 7

X X

7 5

7 5

9 7

X X

9 7

X X

9 7

X X

2 0



 

E5 F#5

  

  



4 2

X X

Gsus2



    

4 2



   2 0 X 3

2 0 X 3

4 2

X X







  

 

  

do it,

a dis - grace.

4 2

2 0

D/F#

wor - ries

4 2

X X

it

all



   

  

2 0 X 2

2 0 X 2

4 2



will

4 2

4 2

A5

 



       





  



Des - spon

   

- dent

2 2 0

4 2

Gsus2

 



    







4 2



where

 

A5







    

end

We can’t

 

  

  

  

  

2 0 X 2

2 0 X 3

2 2 0

pro

-

D.S. al Coda

   

Gsus2





- tect

our - selves,

  

  

2 0 X 3

2 0 X 3

D/F#



 

     



F#5

             

X X





pub - lic



 

      2 0



 

ju - di - cial sys - tem lets them

 

E5

 





our

kids







from

   

  

full



12

12

15

15



 12  15

full









the

trend.

 

  



 





2 0 X 2

CODA

Gtr. 3



crime,

2 0 X 2

[E]          



Gsus2





D/F#



  

2 0 X 3

2 0 X 2

 

full







   

  

14

17

17



   2 0 X 3

 



full

14



Gsus2

14 17





Gtrs. 4+5



    Fig. 1

 Sorgdal



   

Fig. 1 5 2

0

0

0

0

   

4 2



   

Fig. 1 5 3

0

0

0

   

0

4 3 0

0

0

    Fig. 1

7 4 0

11



    5 4

   



5 3 0

0

0

0

4 3

          full

 

15

18

18

   



Fig. 1

   

0

0

q = 62 Em9 Gtrs. 4+5 tacet







  



4 2 0



0

0



full



    

17

17

20

20

17 20

  



   

7 4 0

Em9#5

0

0

A/E

       

12

8 10 12 10 8 10

8





0

0

4 3

0

Em9#5

      



10

    

5 3 0

810

   



3

9





5 4

0





   Fig. 1

4 3

0

 



full

Fig. 1

5 3

0

     



Fig. 1

5 2 0

        

15   18

full

15



 



3

10 12 10 8 7

7

8

8 10 8 7 8

Gtr. 1

 



mf



      clean tone w/chorus

0

0 4

2 0



 





2

     0

0

4

4

2

3



    

3

2

0





    

2 0

0

0

4

4

3

4

0

0







4

4

3

3

4 3

0



Gtr. 2







harm.

 Sorgdal

12

12

Em9

Em9#5

        

      



 

8 10 12 10 8 10

     



0 2







8

10

0 4

2

3





0

4

0

10 12 10 8 10

    



0 4

2



Em9#5

             3

12

9

A/E



8 10 8 7

    



2

0

0

2

8



8

3

0

0 4

3

4

4

4

3

0

3

4 3

0

 



12



12 12

rall.





Em9



Em9#5

       

The age

 

A/E

of

in - no - cence



 

     



is

fad - ing



    

like an old





dream.

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

0

0 4

2 0



2

0

0

4

4

2

3 0



3

2

0

2 0

0

0

4

4

3

4

4

0

4

3

3





0 4

4

3

2

0

 Sorgdal

Em9

      

Gtr. 3 tacet



Em9#5

0



 



12 12

13



      

4

0

 

7

  0

Journeyman Words & Music by Nicko McBrain, Stephen Harris & Bruce Dickinson Am

Asus2

Asus4

Asus4*

A5

5fr

Fsus4

F5

Gsus4

G5

5fr

Fmaj7

3fr T

A

C

D

G

Dm

F

Bb

Am9

Em

Cmaj7

D%

5fr

Gtr. 2 6 = C 3 = Ebb 5=F 2=G 4 = Bbb 1 = C

q. = c. 60 Am

Asus2

Asus4

Am

Gtr. 1 (acous.)

    mf

 





 



let ring

1

1

 



0

2

2



0



1



1



0

2

2 0

0

0

Asus4*

 

3

2

2

0

Asus4*

A5

0

3

1





2

 





1

0

A5

1 0

 

2



2

0

0

Fsus4

0

F5





0

1

2

0



Am

3

2

 

2 0

 





1

0

 





2

0

 

 

3

Asus4

 

 

2

Asus2

 



3 2

0

Am

 

0 2

0

  



 



Fig. 1 0



1

Gtr. 2 (acous.)

 

      

mf



3

      

Fig. 2



Sorgdal

4 4

4 4

6 4

6 4

6 4

4 4

4 4

6 4

6 4

           

6 4

0 0

0 0

0 0

© Copyright 2003 BMG Music Publishing Limited (66.66%)/Warner/Chappell Music Limited (33.34%). All Rights Reserved. International Copyright Secured.

2 0

2 0

0

G5

 

Asus4*





 







       2

2

2

2

Asus4*



      





4 4

Asus4*

   

Gtr. 3

4 4

6 4

A5



6 4

 2

6

4

4

6

6

4

4



F5

 

Gsus4





0 1

0 3 4

1 2

0 3 4

G5

0

Asus4*

0

0

0

0

2

0

A5

0

Fsus4

  



2 0

2 0

F5



2

2 2

2 2

Gsus4

4 2

Sorgdal

0 0

3 4

0 1 2

5 5

2

3 4

2

G5

  

 

0 1 2

0 3 4

Gtr. 2 plays Fig. 2 0 1 2

4 2

Fig. 3

  

4

                        Fig. 2 ends 4

 

4

4

Fsus4

6 4

           4

2

  



4

2

A5

  



4

2

mf Gtr. 1 plays Fig. 1 0 0 5 7

0

2





Fig. 1 ends

1

A5

Gtr. 3 (acous.)





Gsus4



  

Fmaj7



Gtr. 3 Gtr. 1



  

       





  

   

Fig. 4 1 1 1

1 1

3

3





   1 1

1

3

3

  



  

    1 1

1

3

3



A



  

  0 2 2

1

3



  

    0 2 2

2

3



2

2

2

Gtr. 2

   











Fig. 5

2



2

0







2

0



2

0

0







2 0

2 0



 Verse







0 2 2











 





Fig. 4 ends 0 2 2

2





2





6

0





6



6

4

4









6

4





 



 

2

Fig. 5 ends

6 4



2









2





 

6 4









6

4

0 2 2

Fmaj7









sky ’ry

-

Gtr. 1 plays Fig. 4 Gtr. 2 plays Fig. 5

       

  

 

 

Use Thumb on 6 0 0 0 0 1 1 1 1 2 2 2 2 3 3 3 3 3 1





6

4

4



of still













From

 

the



0 2 2

2





2

2







6

the east, re - mains,

2



4

A

to all





the the

sun past





6

4







6

4









$

Gtr. 3

Sorgdal





red mem



2





2.

    





0

1.









 -

6 4

set years







in not

the so

   

 

 

 

   

 

 

 

   

 

 

       

  

  

  

  

  

  

  

0 1 2 3 3 1

0 1 2 3

0 1 2 3

0 1 2 3

0 1 2 3 3 1

0 1 2 3

0 1 2 3

0 1 2 3

0 1 2 3 3 1

0 1 2 3

0 1 2 3

0 1 2 3

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

3

0 2 2 2 0

0 2 2 2 0





 west. strange.







We

have Our

cheat wint

          

  

  

  

  

  

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0



0 2 2 2 0

0 2 2 2 0

A







us. shroud.

0 2 2 2 0

 



    

 



0 1 2 3 3 1

  

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0



   

 

0 1 2 3 3 1

0 1 2 3

-

 





ed er

death times

and are

 

0 1 2 3

 

 

0 1 2 3 3 1

0 1 2 3

0 1 2 3

0 1 2 3

  

  

  

  

  

  

  

  

  

  

  

  

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

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 

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0 1 2 3

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he like

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0 1 2 3 3 1

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has a





cheat - ed si lent

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0 1 2 3 3 1

0 1 2 3

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And

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0 2 2 2 0

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But the







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  

0 2 2 2 0

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that heart

   

  -

was beat

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0 1 2 3

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means. way,

 

 

0 1 2 3

0 1 2 3







   





   





just of

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0 1 2 3

0 1 2 3

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a the

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A



 



Fmaj7



and drives



this



is the

 

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0 1 2 3

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Fmaj7







We

are and

sleep win

   

  

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0 2 2 2 0

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

   

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

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dream day

  

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      

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4

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-





ing -

what mist



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and not

ter’s

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A



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2 0



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0

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er a -

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2

0





for - ev ly dream

         0 1 2 3 3 1





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2



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frag ($$) life

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ment you



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A

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re may

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mains choose

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of our de - so

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me - mor - ries, la tion,

  

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Gtrs. 1+4 doubles ad lib.

 

 Sorgdal

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6 4

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Asus4

A

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C





and and



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

1

0 3 2 2 0

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G





hands. hands.

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

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0 1 0 2 3 3

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we you

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



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all that



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-

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day day

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Deep If

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- er you

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grey, turn

the the

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6

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to the

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be has

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his be -

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Will Then

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A

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made build

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D

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sha - dows sha - dows

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D

this your

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I

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no - one

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it

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-

way.

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0 1 0 2

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1 3 3 3 1

1 3 3 3 1

1 3 3 3 1

and

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1 1 2 3

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know

      Sorgdal

what I

 

 

 

 

1 1 2 3

1 1 2 3

1 1 2 3

1 1 2 3

1 1 2 3 3 1





no - one

can

    1 1 2 3 3 1

 

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 

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1 1 2 3

1 1 2 3

1 1 2 3

1 1 2 3

I

know





want,

I'll

  what

I



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0 1 0 2

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Bb



and

  take

it





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C









I

 

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 

  

  

  

  

  

  

 

 

 

 

1 1 2 3

1 1 2 3

1 1 2 3

1 1 2 3

0 1 0 2 3 3

0 1 0 2

0 1 0 2

0 1 0 2

0 1 0 2

0 1 0 2 3 3

0 1 0 2

0 1 0 2

0 1 0 2

0 1 0 2

1 3 3 3 1

1 3 3 3 1

1 3 3 3 1

1 3 3 3 1

1 3 3 3 1

0 1 0 2 3 3

0 1 0 2

0 1 0 2

0 1 0 2

0 1 0 2





want,

I’ll

 



want,

 

Dm

 

0 1 0 2 3 3

   



C



want,

  



Dm





 



 



a



 

1 1 2 3





C







 

say what I

  

 

say what

I’ll

  

take

 

want,

   

F

 

what I





  

 

 



F

  

0 2 2 2 0

 



 

Bb







know

C

 

Dm

F







  

  

  

  

  

  

  

1 3 2 0 0

1 3 2 0 0

1 3 2 0 0

1 3 2 0 0

1 3 2 0 0

1 3 2 0 0

1 3 2 0 0

1 3 2 0 0

  

  

1 3 2 0 0

1 3 2 0 0

say what I

    1 1 2 3 3 1





want,

and

 

 

 

 

 

1 1 2 3

1 1 2 3

1 1 2 3

1 1 2 3

7

    1 1 2 3 3 1

C



 

 

1 1 2 3

1 1 2 3



 

 

1 1 2 3

1 1 2 3





no - one

can

   0 1 0 2 3 3



  take

 

 

 

 

0 1 0 2

0 1 0 2

0 1 0 2

0 1 0 2

   0 1 0 2 3 3

it

a -

 

 

 

 

0 1 0 2

0 1 0 2

0 1 0 2

0 1 0 2



Bb

 





C







- way.





I

        1 3 3 3 1

Dm

1 3 3 3 1

want,

I’ll

 

know

what I



  

  

  

 

 

 

 

  

  

  

  

  

  

  

  

  

  

1 3 3 3 1

1 3 3 3 1

1 3 3 3 1

0 1 0 2 3 3

0 1 0 2

0 1 0 2

0 1 0 2

0 1 0 2

1 3 2 0 0

1 3 2 0 0

1 3 2 0 0

1 3 2 0 0

1 3 2 0 0

1 3 2 0 0

1 3 2 0 0

1 3 2 0 0

1 3 2 0 0

1 3 2 0 0





no - one

can

         0 1 0 2 3 3

0 1 0 2

  take

it

a

-

way.

 

 

 

1 1 2 3

1 1 2 3

1 1 2 3

1 1 2 3

1 1 2 3 3 1

Sorgdal

 

1 1 2 3

1 1 2 3

1 1 2 3

1 1 2 3



 

 

 

 

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

0 1 0 2

0 1 0 2

0 1 0 2

0 1 0 2 3 3

0 1 0 2

0 1 0 2

0 1 0 2

0 1 0 2

1 3 3 3 1

1 3 3 3 1

1 3 3 3 1

1 3 3 3 1

1 3 3 3 1

1 3 3 3 1

1 3 3 3 1

1 3 3 3 1

1 3 3 3 1

1 3 3 3 1

1 3 3 3 1

1 3 3 3 1

1 3 3 3 1

1 3 3 3 1

1 3 3 3 1

1 3 3 3 1

1 3 3 3 1

1 3 3 3 1

1 3 3 3 1

1 3 3 3 1

To Coda ØØ

To Coda Ø Fmaj7





       

  

  

  

  

1 3 2 0 0

1 3 2 0 0

1 3 2 0 0

1 3 2 0 0

1 3 2 0 0

1 3 2 0 0

1 3 2 0 0

1 3 2 0 0



   

 

0 1 2 3 3 1

0 1 2 3

 

 

 

   

 

 

 

 

0 1 2 3 3 1

0 1 2 3

0 1 2 3

0 1 2 3

0 1 2 3

Gtr. 1 plays Fig. 3



 

 

  

0 1 2 3

 

  

  

0 1 2 3 3 1

1 1 2 3 3 1

 

Oh.

  



   

 

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

       

and

 

   



want,

 

Dm

1 3 2 0 0



 







   



 

say what I

Bb

 



F



  

C







1 3 2 0 0

1 3 2 0 0

1 3 2 0 0

 

 

 

0 1 2 3

0 1 2 3

0 1 2 3

    0 1 2 3 3 1

1 3 2 0 0

1 3 2 0 0

1 3 2 0 0

A

0 1 2 3

0 1 2 3

0 1 2 3

 

 

 

 

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

0 1 2 3

0 1 2 3

0 1 2 3

0 1 2 3

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

8

Fmaj7

      

 

 

 

 

   

 

 

 

 

   

 

 

 

 

   

 

 

 

 

0 1 2 3

0 1 2 3

0 1 2 3

0 1 2 3

0 1 2 3 3 1

0 1 2 3

0 1 2 3

0 1 2 3

0 1 2 3

0 1 2 3 3 1

0 1 2 3

0 1 2 3

0 1 2 3

0 1 2 3

0 1 2 3 3 1

0 1 2 3

0 1 2 3

0 1 2 3

0 1 2 3

0 1 2 3 3 1



A







D.S. al Coda







But

    

the



  

  

  

  

  

  

  

  

     

  

  

  

  

  

  

  

  

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0

0 2 2 2 0



0 2 2 2 0



ØCoda slower Asus4*



A5

Asus4*

A5

Fsus4

F5

Gtr. 2

                                    Gtrs. 1+3 tacet



4

4

4

Gsus4



 Sorgdal

4

6 4

G5



6

Am9



Gtr. 3

4

4

 





6

4

4

4

4

6 4

6 4

6

 2 2

2 2

2 2



4 2











      

4 2

4 2

0

 Gtr. 1 plays Fig. 1



0

4

4

4 4

6 4

9

6 4

0

2

0

0

2 0

0

      

6 4

0 0

4 4

4 4

6 4



6 4

6 4

Fsus4



0

0

0

0

0

2

0





     

0 1 2

    

0

    0 1 2

   

0 0 2

0 0 2

4

4 4

6

0 0 2

6

4

 

0 3 4

0 3 4



 

F5

 

 Sorgdal

0 5 5

0 5 5

0 5 5

0 3 4

0 3 4

4

4

0

0 0

0 0

2

G5

0

0

0 1 2

2 0

2

   

0 1 2

0 1 2

4

Gsus4

     

0 1 2

2

  

6

4

0 1 2

6

6

4

4

0 1 2

2

0 3 2

2

2 2

0 3 2

10

4 2

G5

    0 3 2

                       0

2

3.

  

0 3 4

0 3 4

4

4

Gsus4

    



2

          

6

4

4

2

A5

1.2. Fsus4

4

2



           4

 

2

2

Asus4*

 

0 1 2

2

2

A5

Gtr. 2 plays Fig. 3

Gtr. 3

2

0

Am9

          

2

0

Asus4*





G5

          





Gsus4





F5

4 2

2

    

      

0 1 2

0 1 2

0 1 2

0 3 2

 2 2

2 2

2 2

  0 3 2

    4

2

0 3 2

4 2

2

Em



Gtr. 3 Gtr. 1

   

    

     



4 4

4 4

D%

   

 Sorgdal

6 4

6 4

    







4

       4 4

4



6

4

   

2



2

2 2

   

4



       4

2

2

    





4

4 4

1. D%

   





2

0

6 4

6

           0 0

0 0

2 0

0

   

2 0

0

    





 0

    





2

2 2

2 2

11



6

4

4 2

2

  

6

4

2. D%

 

4 2

4

4

6

4

4

D.S.S. al Coda

   

    





  

 

2 0

       4

4

          

2 0



6

4

4

0

2

0

2

4

2

4

0

0

4

           2

0

0

0

2

0

4

 

4

2

          

6

4

    



 

6

4

Em

0

0

   

0

6 4

    

 





      









2

Cmaj7





 

 



    

4

  



   

0

  





Cmaj7







In

your

 

0 4

           2 2

2 2

2 2

4 2

4 2

2

slower

ØØCoda



     

  

1 3 2 0 0



1 3 2 0 0

Asus4*

    

   1 3 2 0 0





Gtr. 1 plays Fig. 1





Gtr. 2

       4

4

4

F5

6

4

6

4

Gsus4

4

4





                   0 0

0

0

0

0

2 0

2 0

2 0

2

2

2

2



4

2

2

    

0 1 2

0 1 2

4 2

rall. Gsus4

4

0 3 4

0 3 4

0 3 4

Fsus4

0 1 2

0 0 1 1 2 2

F5

0 5 5

0 5 5

0 5 5

0 3 4

0 3 4

0 3 4

G5

0 1 2

0 0 1 1 2 2

0 3 2

0 3 2

0 3 2

                                    

 Sorgdal

0 0 2

6 4

6 4

Am9

   0 0 5 7 0

  

 6

4 4

4 4

6 4

6 4

6 4

0 0

0 0

0 0

2 0

2 0

12

2 0

2

2 2

2 2

4 2

0 0 2

6 4

 



A5

   

0 0 2

4 4

                            Asus4*

0 1 2

6 4

      

4 2

4

 





6

4

A5

Gtr. 3



6

4

Asus4*



4

4

 

      

6

4

G5





A5

1 3 2 0 0

 Fsus4

Asus4*







A5

4 2

4 2

4

4 6 4