Keith Urban - Guitar Anthology (Guitar TAB, 220p).pdf

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from Keith Urban - Be Here

Better Life Words and Music by Richard Marx and Keith Urban

Drop D tuning: (low to high) D-A-D-G-B-E

Intro Moderately q = 105 μ Gtr. 1 (Banjo gtr.)

       

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

mf

 *D5

 

Rhy. Fig. 1



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

0

4 0

5

X X

5 0

X X 0

X X 0

4 0

X X

4 0

5

X X

5 0

X X

0

                         X X

X X

4 0

5

X X

5 0

X X

X X

4 0

X X

4 0

5

X X

0

0

5

*Chord symbols reflect implied harmony.

 









 

1. Well,

     Gtr. 1

X X X

End Rhy. Fig. 1

                         4 0

5

X X

5 0

X X 0

X X 0

4 0

X X

4 0

5

X X X

X X X

X X X

5

                         X X

X X

4 0

5

X X

5 0

X X

X X

4 0

X X

4 0

Riff A Gtr. 2 (elec.)

 

5

5 0

5 0

5 0

X X X

End Riff A





mf w/ clean tone & amp tremolo

0

Copyright © 2004 Chrysalis Music and Guitar Monkey Music All Rights for Chrysalis Music Administered by Chrysalis Music Group Inc., a BMG Chrysalis company All Rights for Guitar Monkey Music Controlled and Administered by Songs Of Universal, Inc. All Rights Reserved Used by Permission

1

Verse Gtr. 2 tacet

G5

    

Fri

 -

day

  



 

night

and the

  

   

moon

is

  

 

high,

I’m

wide

just



watch - in’



 

you

sleep.







mf

3 3 0 0 X 5

3 3 0 0 X 5

Rhy. Fig. 3 Gtr. 3 (Banjo gtr.)

      

mf

   

    

   

   

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

 



End Rhy. Fig. 4

    

Gtr. 1



a - wake



Rhy. Fig. 4 Gtr. 4 (acous.)

      

  



   

                

   

   

    

   

    

   

   

   

   

   

   

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

Rhy. Fig. 2



 

5

2

  

      

0 0 X 5

X X X X X X

X X X X X X

Gtr. 2: w/ Riff A Gtr. 4 tacet

D5

 







 



  

Oh,





oh.

 

And

I

End Rhy. Fig. 3

      

   

    

   

    

   

   

   

   

   

   

   

   

    

   

    

   

   

   

   

   

   

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

 

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

4 0

4 0

Gtr. 3

  Gtr. 1

2

5

X X

X X

X X

X X

X X

X X

4 0

5

X X

X X

X X

5 0

              X X

X X

4 0

5

X X 0

5 0

5 0

4 0

       4 0

5

0

0

0

0

Gtr. 3: w/ Rhy. Fig. 3 Gtr. 4: w/ Rhy. Fig. 4





  

prom - ise

 





you,



    

  

you’re gon - na

  



have

more





 

  

2

0 0 X 5

5

    

   than



just

the

  



things

that



you



need.





G5



 

1/4

2

1/4

2

Gtr. 2: w/ Riff A

D5

  

  











We ain’t

 



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

0

4 0

5

X X

5 0

X X 0

0

4 0

0

5

X X X

X X X

X X X

5 0

                 X X X

X X X

4 0

5

X X

5 0

X X

5 0

4 0

End Rhy. Fig. 2

           4 0

5

5 0

5 0

5 0

5 0

Pre-Chorus Gtr. 3: w/ Rhy. Fig. 3

A5

    

got

 much

   

  

   





now,

Gtr. 1

2 0

 

 

G5





we’re just

       4

6

5

6

4



2 0

  



start - in’

 0 X 5

  

 





out.



 But

       2

3

0

3

2

0

   I



2

Gtrs. 5 & 6 (elec.)

mf

 

w/ slight dist.

2 0

0 X 5

3

A5

  

know

  

 some





how



Csus2

 



par

      

6

5

6

4

a

-







dise

is

com





-

in’.

   3 0 X 3



4

2 0

-





   

-

 

2

   

   3 0 X 3

2 0

Chorus Gtr. 1 tacet

D5

   

 

Some - day,

Rhy. Fig. 5

      Gtr. 5

3 2 0 0 0

ba

   2 2 0

 

3 2 0 0 0

2 2 0

4

-

 



by,

you

              and I

are gon - na

be

      the

 

ones,

uh.

 

 

  

2

0 X 5

0

4

Rhy. Fig. 5A

      Gtr. 6



 

G5



  

A5

  0 X 5

2

0

D5

 

 

Good

 

  



 

 

 



luck’s

gon

-

na

Em

   

  

F#m

G5





A5

  



  

A5

shine,

oh.

 

 

 

 

 

2 2 0

0 2 X 2

2 4 X 4

0 X 5

7 7

     

 

 

 

 

 

3 2 0 0 0

2 2 0

0 2 X 2

2 4 X 4

0 X 5

7 7

            

     

 

the

So

  0 0

D5

  

   

 

Some - day,

      3 2 0 0 0

 

 

A5

ba

   2 2 0

     

 

3 2 0 0 0

2 2 0

-

 

G5



by,

you

and I

are gon - na

be

ones.

End Rhy. Fig. 5

 

2

4

  0 X 5

 

    

0

2

0

2

0

End Rhy. Fig. 5A

  0 X 5

5

   

     

Em7



hold

 



on,





 



   

 

G5

we’rehead



-

3

0



 

     

ed

for

a

bet

-

 

   

 

ter

life.

 

0 0 X 5

2 2

 

  

 



let ring

 

2

5



19

  

 

0 0 X 5

2 2

Interlude Gtr. 1: w/ Rhy. Fig. 1

 





Mm,

       Gtrs. 5 & 6

 



    D5

  

hmm,



  



hmm.



    

   

2. Oh,

  

now,

  

pp



3 2 0 0 0

Verse Gtr. 1: w/ Rhy. Fig. 2 Gtr. 4: w/ Rhy. Fig. 4

G5

  

there’s

6

 a

   place



  for

you

 and

  me



 where

   we

  can

dream



 as





  

big

as

the

 sky,

D5

  





 yeah,

  

Gtrs. 5 & 6

  

   

      

5

9 X 7

X X X

7 X 5

7

9 X 7

 

 

 

11

9 X 7

7 X 5

9



  I

 

      

5

9 X 7

X X X

7 X 5

7

  

   

       6 X 4

Rhy. Fig. 6

Gtr. 2



yeah.

mf

6 X 4



  

9 X 7

 

  7 X 5

11 9

End Rhy. Fig. 6



    

(amp tremolo off)

 3 2 0 0 0

Gtr. 2 tacet Gtr. 4: w/ Rhy. Fig. 4

 

G5

  

  know it’s





hard

to

  



  

see it



 

now,

but,

    Gtrs. 5 & 6

ba



 

some - day

you



    -

by,



   gon

    

3

     

 

2

0

3



2



0

3



fly.

 

 0

2

0

3

2

  This

       6 X 4

na

6

5

Gtr. 2: w/ Rhy. Fig. 6

-

3           



7

D5



7 5

7 X 5

    X X X

9 X 7

  

9 X 7

 

 

 

11

9 X 7

7 X 5

9

 

       6 X 4

7 5

7 X 5

    X X X

9 X 7

  

9 X 7

  11 9

  7 X 5

  7 5

7

Pre-Chorus A5

    

road

G5





we’re

on,

   

*Gtrs. 1, 5 & 6

 





  

  



might

be

you know it

     

 

4

2 0

6

5

6

4

  



  

long.

And our

 



2



     

0 X 5

2

3

0

3

2

0

*Composite arrangement

A5

  

faith

  

 is

 



 

strong.

 



all

  

that





  



real







mat

-

ters.

 

    

 

 

gon - na

be

the

ones,

-

ly

  



   

It’s

Csus2

  

f

2 0

3

5

6



4

3 0 X 3

Chorus Gtr. 1 tacet Gtrs. 5 & 6: w/ Rhy. Figs. 5 & 5A

  

 

 

Some - day,

D5

 

 

  



by,

 



 

   

 

gon



 

A5

ba

-

 



luck’s

Some - day,

8

-

A5

  

Good

D5

ba

 

 

 

you

and

I

G5

by,

-



na

 

are

Em

   





 



 

F#m

G5





 

 

uh.

A5

  



  

 

A5



    

D5

shine,

oh.

G5

 

 

 

you

and

I

 

  are

 



 

   

 

gon - na

be

the

ones.

So

 

         

hold





on,



   Gtr. 5

    

 

G5

we’re head

-

 



let ring

   Gtr. 6



 0

ed

for



 

  

a

bet





0 X 5







let ring

2

  

3

0

2





   

Em7





 

 

ter

life.





0 0

0 0

  



let ring

3

2



-

   

3

0

0

X X

5

 

Gtr. 7 (elec.)









 

f

w/ slight dist.

2

   

Guitar Solo A5

  

  



Oh,

    

G5

oh,

 





oh.

*Gtrs. 5 & 6

 

2 0

2

  0 X 5

4

*Composite arrangement

  Gtr. 7

1











1

2

2

2



 

     

 



 



1

2

2





1

2

0

4

0

2

0

2

0

4

0

0 7



      1/2

5

X

X

X

2

2

9

      D5

  



Asus4



  



Oo,

Em7

hoo,

  Gtr. 8





hoo,

hoo,







oh.





  



 



     steady f

gliss.

w/ slight dist.

1 1

     Gtrs. 5 & 6





3 2

2









2

2



 

let ring

4 0 0

 

3 2 0

3





0

2



  

0

2





   

 





3



0

X

X

7

    

1/2

0

2

0

9

0

2

0

 

2

0





4

2

Gtr. 7 tacet

A5

  

G5

  



 



Yeah,

       9 9

   

14 14

14 12

         

14 14

14 15 15 14 16 16

17 18

17 18

17 18

17 18

17 18

 

2

10

15 16

14 14

  2









yeah.



2 0

   

2 2

2 2

Gtr. 7

4



4 4

4

 

  



          

X X

9 9

12 12

12 12

X X

X X

X X

14 14

15 16

  0 X 5



15 16

16

14

12 12

Em7

 

D/F#

G5









  Said

     Gtr. 8



 

let ring 1

10

10

9

9

   Gtrs. 5 & 6

9

 

 



 

10 7

7

7

9







6

   6

9





7

 

          

7

7

5

3

4

3

5

4

7

5

4

5

4

0

4





let ring

3 2

3

0

2

4

5

Bridge Gtr. 6 tacet

D

A

      

    

 

 

hold

G

     



on.

  Gtr. 5











mp Harm. let ring

5

5

Pitch: D

     Gtr. 1

Riff B

    

    

        

A

    

End Riff B

P.M.

7 7

 

7 7

5

Gtr. 8

 

 1/2

4

5 7

7

7

5 6

5 6

5

5 6

5 5 6

4

4

3 4

3 4

3

4

4

5 4

5 4

3 4

3 4

3 3



 



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

pp

4

11

Gtr. 1: w/ Riff B (2 times) Gtr. 8 tacet

D

A

    

    

 

 

Hold

    

 



on.

   Gtr. 5

G

8va





Now, come





Harm. let ring









loco



1







7



  

on,

ba

 

1

7



-

by.

   

1

7

9

 

1

7

9

9

9

4

3

Pitch: A

 1

9

3



E

D

A

    

    

 

Hold

G

 

    



on.

  

    Yeah,

    we’re gon - na





9

Csus2

     have

    

  



it

all



 

 

 

 

3

0 X 3

0 X 3

0 X 3

0 X 3

  and

a

hoo,

 

   

  

0 X 3

0 X 3

Gtr. 5

 mf

 3 0 X 3

      Gtr. 6

  3 0 X 3

12

  

0 X 3

μ



  

hoo,

oo.













3 0 X 3

    3 0 X 3

 

   

Chorus D5

  

 

 

 

A5

Some - day,

ba

-

G5





by,

you

 

  

3 2 0 0 0

2 2 0

0 0 X 5

 

Em

Gtrs. 5 & 6: w/ Rhy. Figs. 5 & 5A (last 4 meas.)

D5

  

 

 

Good

   

A5

 

luck’s

  Gtr. 7

 



gon

-

na

    shine,



   



 

 

A5

      Some - day,

ba

-

ones,

uh.

0

F#m

G5





   Yes, it

is.

  

8

7 7

3

3

you

4

2

             and I

are gon - na

be

0

2

A5

  

 

by,

the



G5



be

    7

D5

are gon - na



  

  

7

  

and I

  



      Gtrs. 5 & 6

       

4

2

     

 

the

So

ones.



3 2

   

         

Em7

hold

G5



on,

  Gtr. 7

  just, uh,



  

A5

     

hold



 





on.







let ring 1

10

9

9

   Gtrs. 5 & 6





0

2



let ring

2

3



 



0 2

  0 0 X 5

  

 



5

5



 2 0

13

Chorus Gtrs. 5 & 6: w/ Rhy. Figs. 5 & 5A (1st 3 meas.)

D5

     

   

  

            

G5

Some - day, ba - by,

you and I

are gon - na

     

be

    

D5

 



  

A5

the ones,

uh.

            

   

Good

        

A5

luck’s

gon - na

Gtr. 7

 7

   Gtr. 7

10

 

X X

F#m

G/B

      

      8

 9





Shine

on



7

A5

D5







   

Em

1

2

7

2

2

4

2



2

   

0 0

 

ba



  

 

2

2 0

0

2

4

Gtr. 7 tacet

                        G5

you and I

     

 

Em7

 

are gon - na be the ones.

So

0 0 X 5

14

0

2

0

         



on,





2

0

 

2 2 0

0 0



  





2





4

             

   

-

life.

G5

we’re head

let ring

0

by,

  

 

hold

  



2 0

Gtrs. 5 & 6

  

-

7

 

Gtrs. 5 & 6



 

 

A5

Some - day,

 

 

1

2

down.

    

7

X X

shine.



ed

for

a

bet - ter

  

3 2 5

0

2

0

Outro D5

    

  

 

   



Oh,

Riff C

   Gtr. 7

6 X 4

5



7 X 5

7 X 5

7

Rhy. Fig. 7 Gtrs. 5 & 6

 

   

       

9 X 7

  

 

 

 

9 X 7

11 X 9

9 X 7

7 X 5

 

 

3 2 0

3 2 0

 

a

bet - ter

              6 X 4

7 5

X X X

7 X 5

X X X

X X X

 

 

9 X 7

  

9 X 7

 

G5

  



  



3 2 0 0



Oh,

    7 5

 



              6 X 4

7 5

X X X

7 X 5

X X X

X X X

9 X 7

  

9 X 7

 

 

11

9 X 7

7 X 5

9

 

 

3 3 0

3 3 0 0

let ring

5

   

ho.

 

 

A

 

bet

              6 X 4

7 5

X X X

life,

 

7 X 5

X X X

X X X

9 X 7

  now.

  7 X 5

11 9

2



  



    

let ring

0

  

  

  -

ter

  

 

9 X 7

11 9

4

0 0

 

  life.

 

End Riff C

7 X 5

End Rhy. Fig. 7





2





0





4

5

15

Gtrs. 5 & 6: w/ Rhy. Fig. 7 (7 times) Gtr. 7: w/ Riff C

          D5

  

leave

 



     

D5

this all

Gtr. 7

  0 0

  

G5

head

-





  

Oh,

ho,

  

hm,

     

     

be - hind

us, ba

-

3 2 0

3 2 0

3 2 0

     

ed

a

bet - ter

for



by.

 

 





 

     



      Wait

 

Oo,

hoo.

and

We’re

        0 3

    



     

   

 

  0 0

16

the

 

chains

              that bind

and fi

-

and





n’ly

 

 

3 2 0

3 2 0

3 2 0

0 2

0 2

0 2



    we’ll

 

 

me.

Gon - na

3

       

2

 

0 2



1

  

2 3

 

 

be

free.

0

2

4

 

2

0

2

0

   



break

   

0 3

 

0

   

 



0



2



we’re gon - na

see.

 

you

2



  

0 3

     

1

       

Hey,

    

 

  

life,

3 4





ho.

 

    

D5

     

G5

We’re gon - na

 



  



8 9

10 11

10 11

7 7

10 11

8 9

G5

         be the

 

 

ones

      

     

that

have it



    

 



all,



    

   you



 

and

 



3 6

9

3 6

3 6

3 6

3 6



  

      

3

3

3

3

6

6

6

6

 

D5

0 0

6

   

    

Hoo,



  

        

 



let ring

12

10

12

       

10

10

10

12

12

10

10

10

10

12

10

   



oo.

Uh, just, uh,

     12

10

D5

12

        

 

12

10



10

10

12

10

12

10

10



  

10





Woo!

      10

12

12 10

10

10 12

12 10

10 12

10

10

10

hold

 

10

12

 

12

10

10

10



on

tight,

10

10

12

10

10

 

  

now,

ba

10

 -

by.

            

10

10

12

10

10

12

10

10

10

12

10

12

10

10

G5





Oh,

ho,

12 10

10

 







10

10 14





oh.

     12

oo,

        



   

G5







     





    





1/2

 

me.



let ring

7 7

  

10

12 10

10 12

10

10

 10

12

10

12 10

10 12

10

10 12

10

10 12

10

10

17

                                         D5

8va

12

10 12 10

10 12

10

10

12

10

10



10

14

17 14

G5

      8va

      







1

17 14

15

17 14 14 14

15

15

14 17



15

1

17





15

17 14

15

15

        1

1

17

14

D5

         1

17

17 14 14

17 17

17



17 14 17 14

17 14 14 14 14 14 15 17

         17 14

15

14

15

15 14 15



14

G5

                                              8va

 14

15

17



15 15

17 14

15

14 17

14 15



14

1

15

17 14

15

17 14

15

17 14

15

17 14

15

17 14

15

17 14 14 17

1 17

1 17

      D5

8va

Gtr. 7

 mp

17

       Gtr. 1



  

2

3

mp 3

 

2

2

 0

  



  

3

2

3

2

2



3 4

Gtrs. 5 & 6

 

0 0

18

 

 

 



     

0

0

2

0

3

0

0

      Gtrs. 5 & 6 tacet

8va

 17

             2

0

0

 

0

0

0

3

0

2





0

0

        

3 0

 

0

2

2 0

3

0

0



3

2

0

           2

0

3

2

0

0

0

3 0

0

2



  pp

0 0

      8va

Gtr. 7





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

pp

17

4

5

0

3

0

0

2

0

3

2 0

0

0

0

0 0

0

3

0

2

0

0

2







3

 



                          Gtr. 1

3 2 0

19

from Keith Urban - In the Ranch

Clutterbilly Words and Music by Keith Urban, Peter Clarke and Gregory Holden

A Fast h = 150

μ [A7]

 

Gtr. 1 (clean)

        mf

  

3

5

5

5

X

5

X

5

               

       

5

5

X

5

5

X

5

X

5

3

5

2 5

5

5

X

5

X

5

3

5

5

5

X

B  

μ [A7]





     



 1/2

1/2

2

5

X

5

5

6

5

7

0

X

5

0

4

4

2

3

5

   

X

5

X





4

5

0

5

X

5



17

    









1/2

2

2

5

2

5

5

5

2

5

0

2

5

[A7]

         

5

5

X

X

                     1/2 

[C]

2

2

5

5

       

                3

5

5

7

5

7

5

5

2

0

0

4

4

2

3

2

0

3



  1/2

0

3

3

 

 0







   

 

1/2

5

1/2

2

5

2

5

2

     2

5





    



1/2

5

2

5

2

5

0

5

Copyright © 1991 UNIVERSAL/MCA MUSIC PUBLISHING PTY. LTD. All Rights in the U.S. and Canada Controlled and Administered by UNIVERSAL MUSIC CORP. and SONGS OF UNIVERSAL, INC. All Rights Reserved Used by Permission

2

1

[C]

  

   

         



[A7]



         

 



  

1/2

5

2

5

6

5

7

5

7

8

8

9

11

13

13

2

0

0

4

4

2

2

3

3

1/2

0

0

3

3

C  

μ [Bb]

1

 

3

  



5

   



5

3

5



3

1

3

3

5

    

        

5

5

5

  3

7

5

7

3

5

3

5

5

3

5

3

1

3

  

5

7



    



5

5

0

7

5

           

7

     3

2

4

7

6

6

7

     3

5

3

5

6

7

8

8

5

2

6

2

       

    

0

2

1

1

1

1

2

2

5



μ

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

5

   

[A7]



3

5

5

3

5

5



 

   



3

    

7

[F]

       3

3

5

    

3

5



[G]

3

2

7

[Bb]

3

 

3

 

   

[Dm]

1

 

3

5

[G]

3

 

 

   



[F]

      

2

3

3

3

4

D  

μ [A7]



P.M. w/ fingers

         



 

1/2

2

5

2

5

1/2

2

2



  

1/2

5

0

   



 

5

2

2

5

5

5

2

2

3

0

3

0 3

 

[C]

       

[A7]

    

  



  

1/2

5 3

 

6

5

5

7

7

5

7



  1/2

1/2

5

8

8

5

[C]

     



5 5

5 5



 

   

8

12

  

2

2

4

      8

8

5

7

7

5

7

5

7

9

9

12

12

14

14

17

17



14

14

5

7

      

        

[A7]

16

5

5

7



1

8

2

1

1

8

2 2

2

5

8



    

1/2

5

8

6



 



 

1/2

5

5

8

8





let ring

1/2

5 5

1/2

5

   

3 3

      



 

5 5

7

  



17

14

17

14

16

14

14

E  

μ [Bb]

[F]

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

       



let ring

6 2

3

[G]

   



3

4 3

3

   

3

3

3





5

3



3 5

5

5

4

5

3

3 5

3

  

let ring

3

3



6

5



  

let ring

5 0

3

5

3

5

1

3

0

2

2

3

[Dm]

                7

5

7

5

7

5

3

5

3

2

0

2

5

3

0

2

3

[Bb]

[F]

         



 

      

let ring

6 2

6

3

3

3

3

3

5

3

3

5 0

3

 



3

5



 

3

5

[G]







1

3

0

2

0

                

 

     

4

0

7

5

0

7

9

0

5

7

0

4

5

0

1/2

5

7

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

5

8 8

10 10

8

9

9

7

5

5



3

1

2

 

[A7]

          

 

5

7

7

μ

Spoken: Hey!

    5

6

7

8

 

       

8

0

1

1

1

1

2

2

2



  

3

X

X

F  

A7

     



*T



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



T

5 4 6

5

7 5 7

6 5 7

      



T

5

6 5 7

5 4 6

7 5 7

6 5 7

5 4 6

       

 

T

5

7 5 7

6 5 7

5 4 6

6 5 7

5 4 6

5

8

*T = Thumb on 6th string

C7

      







 

10

8

10

10

9

10

A7

          

8

10



 

  

let ring

9

               

μ [A7]

0

3

1

0

1/2

5

5

7

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

T

7

4

5 4 6

6 5 7

7 5 7

5

8 8

10 10



9

8

9

7

5

     

T

5 4 6

6 5 7

     

7 5 7

5 4 6

6 5 7

5

5

7

7



5

   

5

7



7



T

5 4 6

6 5 7

7 5 7

5

5 4 6

6 5 7

7

μ[C]

  







 



 

[A7]

 



1

         



1/2

7

7

7

7

7

7

7

7

7

7

7

7

7

G 



   



 

1/2

7

2

5

[C]



      

5

2

5

7

7

5

1/2

7

7

7

7

7

   





7





1/2

14

17

5

5

 

1/2

2

2

7



1/2

    



1/4

    

μ [A7]

  

7



17

14

[A7]

  loco                      

17

14

0

17

         

8va

1/4

1 hold bend

17 10

  

20

18

20

18

18

0

17

19

17







   

 

5

2

2

5

12

2

[A7]













2

3

4

14



 

5

2

3

5

            w/ pick    

5

12

12

 

11

2



5



 

7 6

0

8

9



1/2

 

6

10

11





5 3

12

5

5



14

14



[C]



0

   

1/2

2

5

17

 

1/2

2

0 17

2

 

5 6

7

8

5 5

  

 

0

3

1

3

    

8

7

9 8

1/2

9

9

9

μ

5

6

7

8

8

       

       

0

2

1

1

1

1

2

2

2

3

3

3

3

4

4

4

5

          

C7

  

10

11

10

  

9

  



steady gliss.

11 9 8 10

8

     

   

   

 

8 6 5 7

11 9 8 10



μ

  

  

X X X X

X X X X



                        





w/ wah-wah

X X

X X

X X

5 5 5

5 5 5

3 3

X X X

X X X

X X X

H Cm7

                   X X X

      3 3

8 8 8

X X X

8 8 8

8 8 8

X X X

X X X

8 8 8

10

     

15 15

6

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

8 8 8

X X X

8 8

10 10

10 10

                

10 10

X X X

8 8 8

8 8 8

X X X

8 8 8

X X X

8 8 8

8 8 8

8 8

8 8

X X

8 8

8 8

10 10

8 8 8

8 8 8

           

10 10

8 8

8 8

8

10

                8 8 8

8 8 8

X X X

8 8 8

X X X

8 8

8 8 8

10 10 10

10 10 10

11

8

10

8

10

8

10

                X X X

10 10 10

8 8 8

8 8 8

8 8 8

X X X

8 8 8

8 8 8

X X X

X X

 3 3



1

8

X X X

     

       

 

X X X

       

1

                  

        

X X X

X X X

X X X

X X X

X X X

8

10

         8 8 8

X X X

X X X



15 15

                                       

h=q

(wah-wah off)

8 8 8

8 8 8

X X X

8 8 8

X X X

8 8 8

8 8

10 10

8 11 8

8 11 8

8 11 8

8 11 8

8 11 8

8 11 8 8

8 11 8 8

8 11 8 8

8 11 8 8

8 11 8 8

8 11 8 8

8 11 8 8

8 11 8 8

8 11 8 8

8 11 8 8

8 11 8 8

  

 __ =   

I

3

Triplet feel μ [D7]

        

Riff A

    

 19

17

  

Gtr. 1: w/ Riff A

    mf

17

17

17

19

3

1

17 19 19



3 3

 



17 19 19

19 17

17

17

16

19

19

17

           

19

17

  1

17 19 19

19 17 17

17

19

17

End triplet feel

   

 

3



19

End Riff A

3

    

  

17

17

17

17

 



1/2

19

19 17

    

3



19

19

17

 

3

18

19 17 17

    

17



3

19

17

Gtr. 2 (clean)

3

                            

q=h

  

3

1

19

17 19 19

19 17 17

17

19

17

17

Gtr. 2 tacet

μ

Gtr. 1

    5

 

6

7

8

8

       

       

0

2

1

1

[A7]



    

5

5

5

X

5

X

5

3

5

5

5

J μ [A7]







     

1/2

2

2

2

5

1/2

2

5

2

5

2











3 2

0 0

3

3

4

4

4







12

12

12

3

17

5

     2

5



3

Harm.

2



2

1

3

 

1

[G]

       

3

1





    



1/2

5

2

5

2

5

2

5

2

7

 

[C]

        2

5

5 5

6 7

5 5

    

6 7

5

5 5

6 7



5 5

 

 

[A7]

6 7

8 9

  

    7 8

6 7

5 6

6

3

6

7

4

7

5

8

[C]

8

6

9

9

   

             

10

7

10

11

8

11

12

9

12

10

13

13

14

[A7] 8va

  

4 5

11

14

16

17

14

17

15

18

18

19

16

19

20

17

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

12

15

        

  

17

17



1

1

13

3 4

       

                           5

   

20

20

17

17

20

20

17

20

20

15

16





1

20

20

μ

loco

5

6

7

          

10

 

11

10

9

8

  0

0

8





17

       

       

0

2

1

1

1

1

C6

G

C6

5 5 5 5

3 3 4 5

5 5 5 5



8

5

X

5

X

5

3

  

5 5 5 5

3

3

3

4

4

        

G

C6

 

3 3 4 5

5 5 5 5

3 3 4 5

3 3 4 5

C6

3

       2

5

2

4

G

0

               5

2

G

       

μ [A7]

3

2

4

5

5

5

5

5

0

4

0

     5 5

4

2

3

0

 5 5

from Keith Urban - Be Here

Days Go By Words and Music by Monty Powell and Keith Urban

Gtr. 1: Capo VII Gtrs. 2, 3 & 4: Drop D tuning: (low to high) D-A-D-G-B-E

Intro Rubato q = approx. 98 D * [G]

G [C]

Gtr. 1 (acous.)





   

mp

      



G'9 [C'9]

            3

3 4

2

2

0

0 2

0

0

0

3

0

2

0

3

3

3 0 0 X 3

0

2

2

3 2

4

3 2 4 2 0

2

0







2

    

rit.

let ring throughout

3 0 0 X 3

 



             

D [G]

3 0 0

3

2

*Symbols in parentheses represent chord names respective to capoed guitar. Symbols above reflect actual sounding chords. Capoed fret is “0” in tab.

D Moderately fast q = 132 [G]

D [G]

G [C]





 

G [C]











Woo!

Riff A

          

Gtr. 1



mf 3 0 0 X 3

 

Gtr. 2 (elec.)

2

2 0

4 0

2



0

2

0

End Riff A

    



      

              

    



      

3

0

3

2

0 0

3

3



2

3 0 0

0

2

2 0

3 4

3 2 4 2 0

3



2

0

0

3

2

0 2



0

3

3

2



0

  

f

w/ dist.

12

Copyright © 2004 UNIVERSAL MUSIC CORP., LANARK VILLAGE TUNES and GUITAR MONKEY MUSIC All Rights for LANARK VILLAGE TUNES Controlled and Administered by UNIVERSAL MUSIC CORP. All Rights for GUITAR MONKEY MUSIC Controlled and Administered by SONGS OF UNIVERSAL, INC. All Rights Reserved Used by Permission

19

1

Gtr. 1: w/ Riff A

 

D [G]

G [C]

 



 

Ah, Gtr. 3 (elec.)

           f

 

9

9

  

2

4

9

9

7

4

2

    

Gtr. 2



  

uh,

ye

-

      

3



3 2 0 0

0

  

         3

0

2

3

4

7 0

 

     

3 3 0

5 3 0

5 3 0

9

9

3 3 0

11

9 11 9

7

4

2

  

 



3 2 0



 

  

2

4

      

3

0

  

     

3 3 0

3 3 0

2

4

   5 3 0

5 3 0

3



3 0 2

0

5

Verse

0

Gtr. 3 tacet

D [G]

  



  

ah.

G [C]

1

w/ slight dist.

7 0

 

D [G]

*G6



  

 

 

1. I’m chang - in’ lanes Rhy. Fig. 2 Gtr. 4 (elec.)

  

D [G]

[C6]

    

and talk - in’ on the



phone,

  driv - in’

              

mf

   way

   too



Em7 [Am7]







fast.

 

And the End Rhy. Fig. 2

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

w/ clean tone semi-P.M.

7 7

7 7

7 7

5 7

5 7

5 7

5 7

   

  

 

 

 

 

 

P.M.

  

3 0 0 X 3

3 0 0 X 3

3 0 0 X 3

3 0 2 3

3 0 2 3

3 0 2 3

Gtr. 1



Rhy. Fig. 1

   Gtr. 3



7 7

7 7

7 7

7 7

5 7

 

  

  

  

  

3 0 2 3

3 0 0 X 3

3 0 0 X 3

3 0 0 X 3

3 0 0 X 3

P.M.

3 0

3 0

3 0 2 3



5 7

5 7

  

  

1 0 2 0

1 0 2 0



pp

5

5

5 7

7

  

  

  

1 0 2 0

1 0 2 0

1 0 2 0



3

   Gtr. 2



0

2

*Chord symbols reflect overall harmony.





pp

Gtr. 2 tacet

D [G]

G6 [C6]

  

 



in - ter - state’s jammed

  



with gun - ners like



me

a - fraid of

com - in’ in

                    semi-P.M.

7 7

7 7

  

P.M.

7 7



  

  

3 0 2 3

3 0 2 3

    

   

But some - where in

Riff B

       



the

5 7

race

5 7

7 7

7

 3

D/F# [G/B]

   

we

  

5 7





  



5 7

8

7

7

  Gtr. 3

0 7



P.M.

0 0 X 3

0 0 X 3

0 0 X 3

5

7 7

7 7



0

      

7

8

7

0

7



7



 

5 7

5 7

5 7

5 7

End Rhy. Fig. 1

               3 4 0

3 2 0

3 4 0

3 5 0

3 2 0

   -



   

done

and days

go

 

End Riff B



0 5 7





  



X X

       Gtr. 2

 

mf

w/ clean tone let ring

2

0

3

0

 

 

  

  

let ring

2

4

5

0

3

3

3



Gtr. 1



  



let ring

0

1 0 2

  

    3 0 0 2

X X X X

        

3 0

f

w/ dist.

3 0 0 7

Rhy. Fig. 3

0

3

     

0

5 7

3 2 0

we’re com - in’ un

    

7

7 7

 





7 7

 

run,

0

last.

 

G [C]

let ring

0

7 7



Pre-Chorus Em7 [Am7]

  

5 7

P.M.

3 0 0 X 3

3 0 0 X 3

Gtr. 4

5 7



     Gtr. 1

7 7



                   

Gtr. 4

7 7



    

  



    

D [G]

12 End Rhy. Fig. 3

    1 0 2 3

 

 

 

 

1 0 2 3

1 0 2 3

1 0 2 3

3

Chorus Gtr. 4 tacet

     D5 [G5]

  



by.

I

     Gtr. 3

        

  

14 0

12 0



14

12

0

14 0

12 0

11 0

        

D5 [G5]



      

G'9 [C'9]

can feel ’em fly - in’ like a

hand

out the win - dow in the

wind

G'9 [C'9]

             12 0

12 0

12 0

11 0

       as the cars

go

    

 

    

          

9 0

11 0

12 0

0

9 0

11 0

11 0

3

3

3

4

2

0 0

  Gtr. 2

  

 



 

       

  

 

0

3

3

3

4

2

0 0

5

0 Rhy. Fig. 4



Gtr. 1



5

5

0

2

0

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

3 0 0 X 3

3 0 0 X 3

3 0 0 X 3

3 0 2 3

3 0 2 3

3 0 2 3

3 0 2 3

3 0 2 3

3 0 2 3

3 0 0 X 3

3 0 0 X 3

3 0 0 X 3

3 0 0 X 3

3 0 0 X 3

3 0 2 3

3 0 2 3

3 0 2 3

3 0 2 3

3 0 2 3

3 0 2 3

3 0 2 3

   

  

by.

Yeah, it’s all

      Riff C

12 14

14 0

Rhy. Fig. 5

 

  

    

 

12 11 0 0

11

0

   

  

3 0 0 X 3

3 0 0 X 3

Em7 [Am7]

we’ve been

 

12

 

3 2 0 0

   

4

5

  

     

0

5

  

D5 [G5]



5

  

    

 

5

0

          

3 2 0

3 2 0

2



D/F# [G/B]

  

G [C]

       

 

so you bet - ter start

liv - in’ right

now

go

          

giv - en,

        

  

 

 

    

  

12 12 11 0 0 0

9 0

11 0

11 0

12 0

12 0

9 0

 

     

3 3 0

3 3 0

3 3 0



3 3 0

     

 

           

End Riff C

12 0



 

12 0

12 12 12 0 0 0

 

12 0

End Rhy. Fig. 5



let ring

3 2 0

3 2 0

3 2 0

0

0

3

5

4

2

  

11 0

’cause days

  

  

  

  

  

  

  

 

 

3 0 0 X 3

3 0 0 X 3

3 0 0 X 3

1 0 2 0

1 0 2 0

1 0 2 0

1 0 2 0

3 0 0 2

3 0 0 2

 

 

 

 

 

 

 

 

End Rhy. Fig. 4

 

 

 

3 0 0 2

3 0 0 2

3 0 0 2

1 0 2 3

1 0 2 3

1 0 2 3

1 0 2 3

1 0 2 3

1 0 2 3

1 0 2 3

Interlude Gtr. 1: w/ Riff A

D [G]

G [C]

   

   

by.

  

Oh, and, uh,

           7 0

9

9

11

9

7

4

2

           Gtr. 2

7 0

9

9

11

9

7

4

2

 

  

2

4

 

  

2

4

3

3



hoo,

G [C]





hoo.

 

 

  

0

2

4

 

 

  

0

2

4

Riff D Gtr. 3



D [G]

         3

3

7 0

9

9

11

9 11 9

7

4

2

         3

3

7 0

9

9

11

9 11 9

7

4

2

 

  

2

4

 

  

2

4

3

3

 

 

  

0

2

4

 

 

  

 

0

4

3

5

2

End Riff D

3

Verse Gtr. 1: w/ Rhy. Fig. 1 Gtr. 4: w/ Rhy. Fig. 2

Gtr. 3 tacet

D [G]

       2. Out on the roof

G6 [C6]

   just

  

D [G]

    the oth - er

  

night,



I watched the

Em7 [Am7]

   world



  

flash







  

by.

Head-





pp 3

  

    1

5

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





 

    



let ring 1

5

3

2

1

2

2

5

D [G]

      

    

- lights,

G6 [C6]

 

tail - lights



     

run - nin’ through a

            Gtr. 4

riv - er

D [G]

      

 

of

ne

-

      

on





signs.

7 7

7 7

7 7

7 7

5 7

  

5 7

5 7

5 7

5 7

5 7

         

    

8 7 7

7 7 7

5 7 7

  

  



7 7

7

Gtr. 2





let ring

7 7

7 7

7

    

  let ring

2

0

3

2



 

Uh, huh.

semi-P.M.

7 7

  

    







7 7 7





1

3

2 3

Pre-Chorus Gtr. 1: w/ Rhy. Fig. 3 Gtr. 4: w/ Riff B

Em7 [Am7]

  

  



But some - where

    in

the



   Gtr. 2

 



D/F# [G/B]

G [C]





  

rush

I

felt

we’re los - in’ our





  1

3

10

10



      

  

-



10 X 7

8

2

 Chorus

  

    

selves.

And days

go

   

  

           

12 12 X 9 9

10 X 7

12 12 12 X X 9 9 9

12 12 12 X X X 9 9 9

Gtr. 1: w/ Rhy. Fig. 4

D5 [G5]

    

  



by.

I

G'9 [C'9]

        

D5 [G5]



      

can feel ’em fly - in’ like a

hand

out the win - dow in the

    

 

    

  

     

14

14 0

12 0

12 0

12 0

 

  

Gtr. 3



12

0

  Gtr. 2



11 0

 

 

6

    3 0 0

3 2 0 0

12 0

5

5

    

    

 

    

 

11 0

9 0

11 0

11 0

12 0

12

  

 



3 2 0 0 0

3 2 0

3

9 0

11 0

 0

G'9 [C'9]

       

          wind

as the cars



11





3



9





3 4

go

7



   

3 2

0 0

2

0

Gtr. 2: w/ Rhy. Fig. 5 1st time, Gtr. 3: w/ Riff C 2nd time, Gtr. 3: w/ Riff C (1st 3 meas.)

2nd time, Gtr. 3: w/ Fill 1

D5 [G5]

    

     

by.

Yeah, it’s

Em7 [Am7]

 

all

D/F# [G/B]

      

we’ve been

  

G [C]

        

 

liv - in’ right

now.

go

       

giv - en,

so you

bet - ter start

And days

To Coda

Interlude Gtrs. 2 & 3: w/ Riff D

D [G]

     

G [C]



   



by. Rhy. Fig. 6

    

   

   

3 0 0 0 X 3

3 0 0 0 X 3

3 0 0 0 X 3

D [G]

   

G [C]

  



hoo.

   

   

  

  

  

  

  

  

   

   

   

   

   

   

   

3 0 0 0 X 3

3 0 0 0 X 3

3 1 0 2 3

3 1 0 2 3

3 1 0 2 3

3 1 0 2 3

3 1 0 2 3

3 1 0 2 3

3 0 0 0 X 3

3 0 0 0 X 3

3 0 0 0 X 3

3 0 0 0 X 3

3 0 0 X 0 3

3 0 0 0 X 3

3 0 0 0 X 3

G [C]



   





Oh, and, uh, hoo,

Gtr. 1



  

D [G]

   

by.



           

  

Yeah,

the

   

  

   

  

3 1 0 2 3

3 1 0 2 3

3 1 0 2 3

3 1 0 2 3

  

days

go

End Rhy. Fig. 6

  

  

3 1 0 2 3

3 1 0 2 3

D [G]

  

Oh, and, uh, hoo,

*Gtrs. 2 & 3



 





hoo.

                

  





1

7

9

9

9

11 9

7

9

11

10

10

12

12

10

10

10

12 10

10

10

10

12 10

10

10 10

12 10

10

10 12

12 10 12

*Composite arrangement



Gtr. 1



  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

3 3 3 0 0 0 0 0 0 0 0 0 X X X 3 3 3

3 0 0 0 X 3

3 0 0 0 X 3

3 1 0 2 3

3 1 0 2 3

3 1 0 2 3

3 1 0 2 3

3 1 0 2 3

3 0 0 0 X 3

3 0 0 0 X 3

3 0 0 0 X 3

3 0 0 0 X 3

3 0 0 0 X 3

3 0 0 0 X 3

3 0 0 0 X 3

3 0 0 0 X 3

3 0 0 0 X 3

3 0 0 0 X 3

3 0 0 0 X 3

  

  

Fill 1 Gtr. 3

      12 0

14

    1

0

2

0

    

16

18

7

Bridge Half-time feel Gtr. 1 tacet

A7



  

  

We think a - bout

Gtrs. 2&3

 

  

  

to - mor

-

   

row,

then

G

 

it

    

slips

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

a - way.

Oh,



Gtr. 2



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

12

      





  

Gtr. 3 tacet



yes, it does.



* pp



mf

1

12 10

*Vol. swell

   

    

Gtr. 4

2

0

0



       

0

3

0

0

2

0

0

0

 

8

0

0

0

 

7



0



  

5

3

3

     2

0

0

3

End half-time feel

A7

  



  

We talk a - bout

for - ev

-

er,

but

on

      

10

         8

8

0

0

7

0

0

5

   

0

3

0

2



3

D/F#

  



we’ve

10

Em7

  

         

-

ly

  

7

G5

   got

   





 

to - day.

  



8

7

3

   

    

3 0 2

3 2 4

7

  3 0 0

 

   

And the days





  

  

go

Gtr. 2 tacet

D5 [G5]

    

 



by.

Em7 [Am7]

D/F# [G/B]

      

I



can feel ’em fly - in’ like a

G [C]

  

      

hand

                    

out the

  

win - dow as the

cars

       

Gtr. 4

      go

by.

       

mp

P.M.

7 7



Gtr. 1



7 7

7 7

7 7

7

5 7

7

7

5 7

7

5 7

5 7

7

7 7

7

7

7 7

7 7

7

Rhy. Fig. 7

     

P.M.

0 X 3

0 X 3

3

7 7

5 7

7

7

5 7

7

5 7

5 7

7

7

End Rhy. Fig. 7

     0 X 3

7

           P.M.

0 0

0 X 3

0

3

0

0 2 0

0

0

0 2 0

0

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

0 2

2

2

0 0

2

2

0 0

2

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

0 0

3

3

0 2

3

3

2 3

0 0

3

Gtr. 1: w/ Rhy. Fig. 7

 

D5 [G5]





   Gtr. 2









  

 

It’s

all



 

Em7 [Am7]

D/F# [G/B]

 

  



we’ve been

 

 

giv - en,

 

  

so you

bet - ter

     



  

start





 

liv - in’,



  you

   

p w/ clean tone let ring

10

7 7

7

10

7

8

          Gtr. 4

7

7

7

8

7

10

7

10

       

7 7

7

7

7 7

7

7 7

7

7 7

7

5 7

7

5 7

7

5 7

7

5 7

7

7

7

7

8

        

P.M.

7 7

10

7 7

7

7 7

7 7

7 7

7 7

7 7

7 7

9

Gtr. 4 tacet

D.S. al Coda

G [C]

     bet - ter

  

start

liv - in’,

  



bet

          Gtr. 2

-

 

ter

now

10

8

7

    mf

8

7



7

10 8 7

10 8 7

10 8 7

10 8 7

10 8 7

10 8 7

’cause

days

      10 8 7

10 8 7

10 8 7



     



go



10 8 7

   

Gtr. 3



P.S.

8 7

7 7

8 7

7 7

Gtr. 1



liv - in’ right

   



  

Gtr. 4



10

7

start

              

let ring

7

  

      

            P.M. P.M. P.M. 3

0 2

3

 Coda

3

2 3

3

0 0

3

8 7



X

14



  

  

  

  

  

  

  

  

  

  

3 1 0 2 3

3 1 0 2 3

3 1 0 2 3

3 1 0 2 3

3 1 0 2 3

3 1 0 2 3

3 1 0 2 3

3 1 0 2 3

3 1 0 2 3

3 1 0 2 3

Gtr. 1: w/ Rhy. Fig. 6 Gtrs. 2 & 3: w/ Riff D

D [G]

G [C]

by.

Oh, and, uh,

  

  

hoo,

  



  







   

G [C]



 

   

D [G]

hoo.

Oh!

Outro Gtr. 1: w/ Rhy. Fig. 6 (2 times) Gtr. 2: w/ Riff D (1 1/4 times)

D [G]













So

take

’em

by

the

hand,

  

Rhy. Fig. 8

      

Gtr. 3

6 X 4

10

7 5

        7 X 5

7 X 5

7 X 5

7 X 5

  

6 X 4

 

 

 

  

7

7 X 5

7 X 5

6 X 4

5

G [C]



 

   

7

7 X 5

5

7 X 5

   7 X 5







they’re

yours

and

  





mine. End Rhy. Fig. 8

 

  

 

 

 

 

0 0 X 5

0 0 X 5

0 0 X 5

0 0 X 5

0 0 X 5

0 0 X 5

Gtr. 3: w/ Rhy. Fig. 8 (3 times)

D [G]

  

 Uh,











take

’em

by

the

hand

G [C]

 

don’t

  Gtr. 2

 

  

2

4

let

’em

3

all

 

 

  

0

2

4

and

live

 your



  

fly

by.

3

life.

   



Come

on,

  



 



Take ’em

by

the

hand,

G [C]

come

10 9

12 11

9

9

11

9

7

7

G5 [C5]









Come

on,

on,

 

now.

      10 10

 

12



12



now.

Riff E

    

    

 

  

    

  

 

10 7

10 7

10 7

10 7

10 7

8 7

7 7

8 7

10 7

10 7

10 7

10 7

10 7

10 7

10 7

10 7

10 7

10 7

8 7

8 7

8 7

8 7

7 7

7 7

8 7

End Riff E

8 7

End Rhy. Fig. 9

Rhy. Fig. 9

   

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

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

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 1 0 X 3

3 1 0 X 3

3 1 0 X 3

3 1 0 X 3

3 1 0 X 3

3 1 0 X 3

3 1 0 X 3

3 1 0 X 3

3 1 0 X 3

3 1 0 X 3

3 1 0 X 3

Gtr. 1



 

      



  

Yeah!

Gtr. 3







         7 0















  

D5 [G5]

  





D [G]

D [G]

  

   

G [C]

       

Rhy. Fig. 9A

Gtr. 2

3 2 0 0 0

    3 2 0 0 0

  

   3 2 0 0 0

   

    

  

  

3 3 0 0 X 5

3 3 0 0 X 5

3 3 0 0 X 5

End Rhy. Fig. 9A

11

Gtr. 1: w/ Rhy. Fig. 9 (3 times) Gtr. 2: w/ Rhy. Fig. 9A (2 times) Gtr. 3: w/ Riff E (2 times)

G5 [C5]





  



 

And,

uh,

oo,

D5 [G5]



   



hoo,





days

10 7

Don’t you know the

G5 [C5]

      

   



hoo.

D5 [G5]

Gtr. 3

G5 [C5]



 

D5 [G5]







go

  





 

by?

    

    

 

  

      



10 7

10 7

10 7

10 7

8 7

8 7

10 7

10 7

10 7

10 7

10 7

10 7

10 7

10 7

10 7

10 7

8 7

8 7

8 7

8 7

8 7

8 7

8 7

 0

    Gtr. 2

7 X 5

          7 X 5

7 X 5

7 X 5

7 X 5

9 X 7

          9 X 7

9 X 7

9 X 7

9 X 7

11 X 9

 

 

       

12 X 10

12 X 10

12 X 10

D5 [G5]

12 X 10

12 X 10

  



0

2

0

2

  



 

     

    

 

Gtr. 1



3 3 0 0 X 3

     Gtrs. 2 & 3

0 0 0

12

  

   

 0

from Keith Urban - Act of Valor: The Album

For You

Words and Music by Keith Urban and Monty Powell

Asus2

Em

23

Intro Free time * Bm

  

23

G



(Synth.)

G5

2

D

34

132

Em



A

Bm

234

13421

D5

13

G







*Chord symbols reflect overall harmony.

Moderately slow q = 85 Bm

     

**Gtr. 1 (acous.)

      





mf

let ring



7

5

3

0

4

0

4

0

3

4

   

 

3

4

        

  

let ring

0

7

5

3

0

4

3

4

0

4

0

3

3

4

0

**Two gtrs. arr. for one.

G

      Riff A

        

  

let ring

7

5

3

4

0

3

4

0

4

0

3

3

4

   

        

End Riff A

  

let ring

0

7

5

3

4

0

3

4

0

4

3

0

3

4

0

Gtr. 1: w/ Riff A (2 times)

Bm

G

Em

                                             Riff B

End Riff B

***Gtr. 2

mf

16 16

16

16

15

16

17 15

16 16

16

16

15

16

17 15

16 16

16

16

15

16

17 15

16 16

16

16

15

16

17 15

***Mandolin arr. for gtr.

Copyright © 2012 MARY ROSE MUSIC, TOREADOR TUNES and CRANESONG MUSIC All Rights for MARY ROSE MUSIC Controlled and Administered by SONGS OF UNIVERSAL, INC. All Rights Reserved Used by Permission

1

Verse Bm

   

    1. Well, all

   Gtr. 2

Riff C

14

  

I

  



saw

smoke

was

 

        

16

16

16

16

16

16

16

16

  

  and

 

16

   

fire,

I

   

16





16

  

did - n’t

   

feel

2

16

14

16

16

16

16

16

16

16

16

16

16



Gadd9









D

 

                 

A

  

      sud - den - ly

 

I

 

was

ris





let ring

16

16

16

16

16

16

16

16

16

16

15

16

15

       

And I

like

I

just

2 2 2

3 4 4

high

-

 

er. End Riff C

 

12

14

 

17

14

14

  2 2 2 0

            Gadd9

  

 



made

Gtr. 1

let ring



let ring



the big - gest

             let ring

2 2 2 2 2

3 4 4

2 2 2

3 4 4

mis - take

  

  

3 3 2 0 X 3

3 3 2 0

 

             

felt

 



 

  

ing





-



Gtr. 2: w/ Riff C (1st 3 meas.)

Bm

3 4 4

15

2 3 2 0

3 3 2 0 X 3

   

14

17

  



 

      

2

16





But

2 2 2 2 2

16

4

   

14

thing.

               

Gtr. 1

 

a



    



  when I





 

D

    

thought a - bout my un

  Gtr. 2

 

 

F#m

   -



born



14

17

15

15

     

 

 

  when I

 



   

17

14

14

14

14

  

14

14

     

  

   

thought





14

16



let ring

12

Gtr. 1



child,



let ring



  

a - bout

my

14

17

15

wife.









(cont. in slashes)

let ring





2 2 2 4 4 2

3 2 0 0



2

Pre-Chorus * Asus2





   

  



And the an

-

swer rang

  

out

                 14

14

14

14

14

14

14

14

14

14







clear

Gtr. 2

12

 



   



Em



Gtr. 1

14

  

from some

     

 -

where

up

a - bove.

      

       

14

16

16

16

16

16

16

16

16

16

16

16

             

Gtr. 3 (elec.)

mf

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

w/ clean tone & reverb w/ bar

0 0 2 2 0

0 0 0 2 2 0

*See top of first page of song for chord diagrams pertaining to rhythm slashes.

3









   



G5

  





No

       



great - er gift

has

   

man

                

than to lay

   down

 

 his



  

  life

for

  





Em





Asus2

love.

 

Gtr. 2

 

*Gtrs. 4 & 5 (elec.) divisi

     



f w/ dist.

12 14 14 14

14 14 14

14 14 14

14 14

14 16 16 16

16 16 16

16 16 16

16 16

12

X X X X X X

*Composite arrangement

      

       w/ bar   0 0 0 2 2 0

0 0 2 2 0

        3 0 0 X 3

Chorus Gtrs. 2 & 3 tacet

G5

D

A

         Rhy. Fig. 1

Gtr. 1

  

   And

 

 

I

      won

-

 

Voc. Fig. 1



Bm

                       

der,

would

 

 

I

give

my

life?



(Ah. Rhy. Fig. 1A

      Gtrs. 4 & 5

3 0 0 X 3

4

    

          

  

    

 

   

       

 

   

3 0 0 X 3

3 0 0 X 3

2 3 2 0 0

2 3 2 0 0

2 3 2 0 0

2 2 2 0

2 2 2 0

2 2 2 0

3 4 4 2

3 4 4 2

3 4 4 2

X X X X

2 3 2 0 0

0 0 0

X X X

3 4 4

0 0 0

G5



  

  

D

    



   







Ah.

      3 0 0 X 3

  

       

 

3 0 0 X 3

3 0 0 X 3

X X X X

2 3 2 0 0

2 3 2 0 0

G5

2 3 2 0 0

2 3 2 0 0

          

  Ah,

 

    

fice.)

      3 0 0 X 3

Em



       

would,

  

 

3 0 0 X 3

3 0 0 X 3

X X X X

  

       3

    

0 0 0

  

  

2 3 2 0 0

2 3 2 0 0

2 3 2 0 0

   



if

it

  

    

2 2 2 0

2 2 2 0

0 0 0

down

0

fice?

 

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

-

ri

-

      0 0 0 2 2 0

0 0 0 2 2 0

0 0 0 2 2 0

0 0 0 2 2 0

X X X

 

   

A

to

it, would I

0 0 0

 

     

2 2 2 0

2 2 2 0

X X X





   

  

    4

0

X X X

I

3 4 4 2

      X X X

X X X

2 2 2 0

End Rhy. Fig. 1A

    X X X

X X X

G5

would

0

the bul - let?

End Rhy. Fig. 1

End Voc. Fig. 1

 

I

3

take





  

-

Bm

came

    

yes

ri

Sac



2 3 2 0 0

-



let ring

0 0 0 2 2 0

sac

                            

       

that

A

 

  

make



   

D

  

could I

 

    

Em

                         

Ah,

 

   

A



    





      for

you.

3 3 0 0 X 3

5

Interlude Gtr. 1: w/ Riff A (2 times) Gtr. 2: w/ Riff B Gtr. 5 tacet

Bm







  





Mm,

  Gtr. 4



 

G





    



Em



mm.







 



 7

Verse Bm

   

     2. And

 

Gtr. 1



may - be





3

2



  

 

you

un - der

don’t

 





   -



 



    

stand,



    

I don’t un - der - stand it









 







all



my -



let ring

4

2

 

Gtr. 4

4

2

Riff D

   

   

P.M.





 

Gtr. 5

7

5

Riff D1

    P.M.

5

6

7

5

7

5

5

3

3

4

2

4

2

4

 End Riff D       1/2

 6

7

     7

4

2

6 5

2

3

4



7



        P.M.

5

7

5

7

5

7





End Riff D1

 

G5

 -

 









self.









 

  







let ring

0

3

3

0

0

0

0

broth - er



        A

    

 

But there’s a

Gtr. 1



D

on my left

 

and an - oth - er

   

 

 

 



 



 



 

P.M.

2

3

2

3

2

3

2



0

0

 

 

2

3

2

3

2

2

   





  

 

0

 

7 7 5

7 7 5

And in

his

pock

-

  

et

just

like

                 

14

 



2

2

2

2 2 0





mine,

Gtr. 2



 

steady gliss.

  

 

2

2

2

Gtrs. 4 & 5: w/ Riffs D & D1

Bm

right.

let ring

3

3

my

    

3

Gtrs. 4 & 5

on

     

he’s got

a

pho

-

               

16

16

14

16

16

14

16

16

14

16

16

16

16

16

16

14

16

16

14

16

16

14

16

16

14

16

16

16

16

16

16

      

  

 

  

  

 

  

  

  

  

  

  

  

  

  

 

  

  

 

  

  

 

  

  

  

  

  

  

  

  

  

3 4 4 2

X X X X

2 2 2 2

3 4 4 2

X X X X

2 2 2 2

3 4 4 2

X X X X

X X X X

X X X X

X X X X

X X X X

X X X X

X X X X

X X X X

2 2 2 2

3 4 4 2

X X X X

2 2 2 2

3 4 4 2

X X X X

2 2 2 2

3 4 4 2

X X X X

X X X X

X X X X

X X X X

X X X X

X X X X

X X X X

X X X X

Gtr. 1

2 2 2 2

7

         G

-







to - graph,

              

Gtr. 2

   





and

they’re

wait







          

 

D

-



in’

for

 

him

back

 

  

let ring

14

16

16

14

16

16

14

16

16

14

16

16

16

16

16

16

           

  

  

  

  

  

  

  

  

  

  

  

  

  

X X X X X X

3 3 0 0 X 3

3 3 0 0 X 3

X X X X X X

3 3 0 0 X 3

3 3 0 0 X 3

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

X X X X X X

Gtr. 1

3 3 0 0 X 3

 

3 3 0 0 X 3

Gtr. 4

 



 



 



 

P.M.

2

 

3

2

3

2

3

Gtr. 5

 



 



 

2



8

3

2

3

2

3

 

2



3



15

17

15

 

14



2 3 2 0



  

7 7 5

3

P.M.

2

 

14



  

  

  steady gliss.

7 7 5

7 7 5



Pre-Chorus A

F#m



       

 



Gtr. 1

         



home.

  

 

 

  

     

And it’s weigh - in’ on

 

 

my

     

12

14



      

   

 17

14

14

14

16

14

15

17



4

2

3

14

14

  

14

14



14

be

a

    

14

14

14

he

-



14



0

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

   

14

try - in’ to

    

     

7

12



not

(cont. in slashes)

2 2 2 4 4 2

  

I’m

Gtr. 2

let ring

       

   

mind.

    

  

  

Gtr. 4



2 2 0

9

0

Gtr. 5



                P.M.

5

7

7

7

7

7

7

7

7

7

7

7

7

7

7

0

2

9

Em



       

   

  







ro,

I

   

    

A



       

    

 



don’t

wan - na

16

16

16

16

16

16

16

16

       

16

     

0 0 0 2 2 0

  

  

    



P.M.

7

10

7

7

7

7

7

7





die.

   

12

16



  

0

2 2 0

14

14



14

    

  

14

14

now



14

in

  

14

  

  

  

But right

                

14



    

14

this



14

mo -

 

14



14

      

 

7

7

P.M.

7

5

7

7

7

7

7

5

7

5

7

0



Chorus Bkgd. Voc.: w/ Voc. Fig. 1 Gtr. 1: w/ Rhy. Fig. 1 Gtr. 2 tacet Gtrs. 4 & 5: w/ Rhy. Fig. 1A

Em



       

    -



      



ment,

  

you



14

don’t

16

    

think

17

  

   

D



     



twice.

 





G5

I



16

won

-

der,



14



       

 0 0 0 2 2 0

 

     

X X X X

0 0 0

0 0 0



0 0 0

       



 2

A

  

0

            

0

Em                

Bm

would I

give

G5

  

2

my



life?

Could I

D



A



 Ah,





if

it



A

came



 down



make

that









to

it,

could

I

-

ri -







take

the

Bm

sac

fice?



A

bul - let?

      I

11

Em



G5

          

Gtr. 1

       3



  

would,

yes

     



Gtr. 4



I

0



    

0

 

0



3 0 0 X 3

   



  

    

0 0 X 3

3 0 0 X 3

3 0 0 X 3

Bridge A

 

2

   

0 0 X 3

2 2 0

    

  

0

0

  

Gtr. 5



 

would.

let ring

0 0 2 2 0

    

  

 



 

 

2

         

4

2

4

2

0

2

4

2

0

         

4

2

4

2

0

2

4

2

0

Em

                                Rhy. Fig. 2

End Rhy. Fig. 2

Gtr. 1

  

  

  

    

You don’t

think a - bout



Voc. Fig. 2 *

    

 



right,

Rhy. Fig. 2A

            

2 2 0

X X X

2 2 0

2 2 0

X X X



  



think a - bout

 wrong.

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

  

  

  

  

  

  

  

  

  

  

  

  

  

X X X

0 0 X 2 2 0

X X X X X X

0 0 X 2 2 0

0 0 X 2 2 0

X X X X X X

0 0 X 2 2 0

0 0 X 2 2 0

X X X X X X

0 0 X 2 2 0

0 0 X 2 2 0

X X X X X X

0 0 X 2 2 0

0 0 X 2 2 0

2 2 0

2 2 0

X X X

2 2 0

2 2 0

X X X

2 2 0

2 2 0

X X X

2 2 0



oh.

*Gang vocs., next 2 meas.

12



you don’t (Oh,

Gtrs. 4 & 5



End Rhy. Fig. 2A

  

  

  

X X X X X X

0 0 X 2 2 0

X X X X X X

A

               

 









  





    

do

what you got

 



You just Oh,



   

End Voc. Fig. 2

-

ta



 

  

   

Em

 



do

to

D5

   

       

de - fend

your



own.

oh.)

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

2 2 0

2 2 0

X X X

2 2 0

2 2 0

2 2 0

2 2 0

2 2 0

X X X

X X X

2 2 0

2 2 0

X X X

2 2 0

X X X



 



0

2

3

   

 

5

4

2

0

2

Bkgd. Voc.: w/ Voc. Fig. 2 Gtr. 1: w/ Rhy. Fig. 2 Gtrs. 4 & 5: w/ Rhy. Fig. 2A

A

  





And

G5 Gtr. 1





I’d

do

  

       



Guitar Solo Bm



    

        

 the



Em



 

same



       



 

f

 



w/ dist. & delay P.S.







  







12

12

      

  

  

  

  

      

  

  

  

  

  

  

  

  

  

3 0 0 X 3

3 0 0 X 3

3 0 0 X 3

3 0 0 X 3

3 0 0 X 3

X X X X

3 4 4 2

3 4 4 2

3 4 4 2

3 4 4 2

3 4 4 2

X X X X

3 4 4 2

3 4 4 2

3 4 4 2

3 4 4 2

Gtrs. 4 & 5



10 12 15

12





you,

 

Oh.

      

 

1 1/2

12



  



1

X X





for

would.

Gtr. 6 (elec.)



G5



yes I

   

      9

11 14 11

 

  

  

  

  

  

  

  

  

  

  

  

X X X X

3 0 0 X 3

3 0 0 X 3

3 0 0 X 3

3 0 0 X 3

3 0 0 X 3

X X X X X

3 0 0 X 3

3 0 0 X 3

3 0 0 X 3

X X X X X

X X X X X

13

Bm

 

   

      

 

   



      3 4 4 2

  



        



  



1/2

2

11

 

 







2

4

          3 4 4 2

3 4 4 2

3 4 4 2

4

 



 

3 4 4 2

X X X X

3 4 4 2



 

2

0

0

 

 

0 0 0 0

0 0 0 0

 

2

3 4 4 2

3 4 4 2





  

1



 

0

2

2

2

  

  

would.

    



+1 1/2

2

2

I



w/ bar 1/2

Bm



 3   3 

Yes

    

 

Em





11

      

G5

  

  

2

   

   

    

P.M.

3 0 0 X 3

3 0 0 X 3



 

  

1

3 0 0 X 3



3 0 0 X 3

3 0 0 X 3

 

P.M.

9 9 7 7

0

0

A



1





 



1

14

14

14

14

14

14

14

14

14

14

14

17

17

17

17

17

17

17

17

17

17

17

     

 

 

 

 

 

 

 

 

 

3 4 4 2

3 4 4 2

3 4 4 2

3 4 4 2

3 4 4 2

X X X X

3 4 4 2

3 4 4 2

3 4 4 2

2 2 2 0

14

9 9 7 7

 

G5

A

                                             3  w/ bar +1/2

1

14

14

17

17

 

1

14 17

 

     

  



1

17

17

17

17

  

  

  

  

  

  

  

  

  

3 0 0 X 3

3 0 0 X 3

3 0 0 X 3

3 0 0 X 3

3 0 0 X 3

X X X X X

3 0 0 X 3

3 0 0 X 3

3 0 0 X 3

14

17

12

14

12

14

11

 

 

 

 

     

0 0 0 0

2 2 0

2 2 0

2 2 0

2 2 0

2 2 0

X X X

10

9

 11

   

 

 

2 2 0

2 2 0

2 2 0

2 2 0

Chorus Bkgd. Voc.: w/ Voc. Fig. 1 (1st 2 meas.) Gtrs. 4 & 5 tacet

Em

 





      (cont.in   notation)

G5



Gtr. 6 tacet

D

A



                 

             And

I would give

my

life.



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

10 12 X 10 X 12 X 10 X 12 14 14 10 12 X 10 X 12 X 10 X 12 15

  

  











0 0 2 2 0



      

Gtr. 1

3 3 0 0 X 3

2 3 2 0 0

    2 2 2 0

15

Gtr. 1 tacet

 

 

G





D

E5



 

  

I would

make

  

that

sac

μ

  -

ri

    -













fice.

(Ah.)

 



Gtrs. 4 & 5

                      P.M. P.M. 0

Bkgd. Voc.: w/ Voc. Fig. 1 (1st 2 meas.) Gtr. 1: w/ Rhy. Fig. 1 (last 2 meas.) Gtrs. 4 & 5: w/ Rhy. Fig. 1A (last 2 meas.)

G5

D

   





 ’Cause

0

0





if

it

0



A

0



came

Em Gtr. 1

0

               

      3





would,

    

yes,

I

0

2 0

0





down

2 0

2 0

2 0

2 0

2 0









to

it,

would

I



  







A

     

bul - let?

I

  



do

you.

it

for

   

   

   

   

   

0 0 0 2 2 0

0 0 0 2 2 0

0 0 0 2 2 0

X X X X X X

X X X X X X

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



     

    

0 0 0 2 2 0

0 0 0 2 2 0

0 0 0 2 2 0

0 0 0 2 2 0

0 0 0 2 2 0

0 0 0 2 2 0

16

the

I'd

   

0 0 0 2 2 0

take

would,

   

       



 

   

Gtr. 5



Bm

               

      

Gtr. 4



9 9 7

9 9 7

X X X

9 9 7

9 9 7

X X X

9 9 7

   

9 9 7

X X X

9 9 7

0 0 0

steady gliss.

17 17

Outro G5



D



Rhy. Fig. 3 Gtr. 1

   





A

     

   





 











     

  

Yeah.

 

Voc. Fig. 3 *



 



I'd







    do

it



 

End Rhy. Fig. 3



for

you.



(Oh.

 









Gtr. 6







 



mf P.M.

P.M.

9 9

Rhy. Fig. 3A

P.M.

10

9

9

9

  

  

  

       

 

   

  

  

  

  

     

  

  

  

3 0 0 X 3

3 0 0 X 3

3 0 0 X 3

3 0 0 X 3

X X X X

2 3 2 0 0

2 3 2 0 0

2 3 2 0 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 3 2 0 0

12

End Rhy. Fig. 3A

     

Gtrs. 4 & 5

10

0 0 0

X X X

    0 0 0

0 0 0

*Gang vocs., till fade

Gtr. 1: w/ Rhy. Fig. 3 (2 times) Gtrs. 4 & 5: w/ Rhy. Fig. 3A (2 times)

G5

  





D

  

  

A

 







Oh.

 





 



    Take















 

the

bul - let.



End Voc. Fig. 3



Oh.)

   Gtr. 6







 







 

    



  

1

14 12

7

14

15 14

1

15 14 15 17 15 14

16 14

16

14

17

17



17

Bkgd. Voc.: w/ Voc. Fig. 3 (till fade)

G5

 



D

  



 

A







   

     



Yeah,

       17

G5

yes,

       

1

17

17

15

17

D



Rhy. Fig. 4 Gtr. 1

  



    







 

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

P.M.

14

17

14

19

P.M.

14

17 14

Rhy. Fig. 4A

17

14



17

14

12

17

16

14

14

16

16

 

     

P.M.

P.M.

19

14

17

14

19

1

19

17

17



19

1/2

19



17

17

  

  

          

  

    

 

 

 

 

         

  

3 0 0 X 3

3 0 0 X 3

3 0 0 X 3

3 0 0 X 3

2 3 2 0 0

2 3 2 0 0

2 3 2 0 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

0 0 0 2 2 0

0 0 0 2 2 0

18

X X X X

14

 

End Rhy. Fig. 4

             

     

Gtrs. 4 & 5

17

Em



1/2

15

would.



Gtr. 6

P.M.

I

          

A



 

2 3 2 0 0

0 0 0

X X X

0 0 0 2 2 0

15

14

15

End Rhy. Fig. 4A

 

 

0 0 0 0

0 0 0 0

Begin fade Gtr. 1: w/ Rhy. Fig. 1 (1st 2 meas.) Gtrs. 4 & 5: w/ Rhy. Fig. 1A (1st 2 meas.)

G5

 

D

A



Bm





  

 

Oh.

  Gtr. 6





 



1



15

G5



 



            

16

    



 



 



                 

12 10

14

16

D





let ring

 





1 1/2

16

      

Gtr. 6



15



Gtr. 1

9



1

17

 

 

10

12

14

16

12

14

14 X 12

    

  

  

  

 

3 0 0 X 3

3 0 0 X 3

3 0 0 X 3

3 0 0 X 3

X X X X

Gtrs. 4 & 5

16

14

14

12

12

14

14

12

11 12

14

14

12

9

10

A

                                     

  





14 X 12

16

14

14

14

12

12

  

  

  

    

2 3 2 0 0

2 3 2 0 0

2 3 2 0 0

2 3 2 0 0

0



6 X 4

11

0 0 0

11 X 9

12

9

10

12 X 10

  

  

  

  

5 5 2 2 0

5 5 2 2 0

X X X X X

5 5 2 2 0

14 X 12

16

14 X 12

14

14

  

  

  

  

  

  

  

  

  

  

  

5 5 2 2 0

X X X X X

5 5 2 2 0

5 5 2 2 0

X X X X X

5 5 2 2 0

5 5 2 2 0

X X X X X

5 5 2 2 0

5 5 2 2 0

5 5 2 2 0

12

  0 0 0 0

Fade out Gtr. 1: w/ Rhy. Fig. 4 Gtrs. 4 & 5: w/ Rhy. Fig. 4A Gtr. 6 tacet

 

G5



D

Gtr. 1: w/ Rhy. Fig. 1 (till fade) Gtrs. 4 & 5: w/ Rhy. Fig. 1A (till fade)

A



Em

G5



D

A



Bm

19

from Keith Urban - Defying Gravity

Kiss a Girl Words and Music by Monty Powell and Keith Urban

D

A/D

132

G5

23

2

A/G

34

Asus4/G

2 111

G

2 113

2

3

Intro Moderately q = 120

D5

D,7 [no3rd]

mf

*w/ slight dist. & delay P.M.



G

Gsus2

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

   

Gtr. 1 (elec.)

7 7 5

7 7 5

7 7 5

7 7 5

7 7 5





P.M.

6 7 5

9 11 7 5

7 5

7 5

6 7 5

6 7 5

7 5

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



4 5 5

9

Gsus2

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

P.M.

7 7 5

G

5 5

4 5 5

5 5

2 5 5

4 5 5

2

5 5

4 5 5

4 5 5

4 X

4 5 5

X X X

2 5 5

4 5 5

0

*Delay set for eighth-note regeneration w/ 1 repeat.

D5

 

  

**Gtr. 3

D,7 [no3rd]

   

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

10 10 10 10 7 7

10 10 10 10 10 10 7 7 7

G

Gsus2

G

Gsus2

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

mf 10 10 7

10 10 10 10 10 10 9 7 7

10 10 10 10 10 10 10 10 10 10 10 10 9 9 9 9 9 9

10 10 10 10 7 7

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

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

**Mandolin arr. for gtr.

***Gtrs. 1 & 2

                  P.M. P.M.  7 7 5

7 5

7 7 5

7 5

7 7 5

9 11 7

0

6 7 5

                P.M. P.M.  X X X

7 5

6 7 5

7 5

6 7 5

7 7

9 9

0

4 5 5

                  P.M. X X X

4 5 5

4 5 5

4 5 5

4 5 5

2 5 5

2

5 5

4

                 P.M. X X X

5 5

4 5 5

5 5

4 5 5

2 5 5

X X X

7 7 5

***Gtr. 2 (elec.) w/ slight dist., played mf. Composite arrangement

Copyright © 2009 UNIVERSAL TUNES, A Division of SONGS OF UNIVERSAL, INC., EDEN VALLEY MUSIC and MARY ROSE MUSIC All Rights for EDEN VALLEY MUSIC Controlled and Administered by UNIVERSAL TUNES, A Division of SONGS OF UNIVERSAL, INC. All Rights for MARY ROSE MUSIC Administered by SONGS OF UNIVERSAL, INC. All Rights Reserved Used by Permission

1

Verse Gtr. 3 tacet

D

D,7 [no3rd]

         

G

     

1. To, to kiss and tell,

Gsus2

      

it’s just not my style,

           

 

Gtr. 4 (elec.)

mf

 



G

but the night is

   

 

  

5 6

5 6

3 4

3 4



  

Gsus2

     

young

and it’s been a

   

D

 

  

3 4

3 4

while.

   

 

3 4

7 7

w/ slight dist. P.M.

0

   

7 7

0

7 7

Gtrs. 1 & 2

    P.M.

7 7 5

5

5

7 7

5 6





 P.M.

7 7

5

0

        

5 6

0

     P.M.

6 7

5

0

5

5

5

5

5



P.M.

6 7

5

D,7 [no3rd]



 



 

3 4



3 2

           P.M. P.M. 5

5

5

5

5

2 5

5

Gsus2

4 5 5

G

3 4

0

3 2

             P.M. 5

5

5

5

Gsus2

     

And it took some time,

but I’m feel - ing like



  

3 4

3 4

   

 

  

3 4

3 4

3 4



7 7

0

7 7

7 7

0

5 6

             P.M. P.M. 5

2

5

5

5

5

7 7

5

6 7

0

5 6

5 6

0

5 6

5 6

0

3 4

0

3 2

                     P.M. P.M. P.M. 5

5

5

5

5

6 7

4 5

5

5

5

5

5

2 5

5

4 5 5

3 4

0

A5

  



I’m

   

P.M.

7 7

7 7 5

2 5 5

5

     

broke it right in two.

         

0

G

      

And she broke my heart,

4 5 5

3 4

3 4

3 2

             P.M. 5

5

5

5

5

2 5 5

2 2 0

Pre-Chorus Gtr. 4 tacet

A5

G5

  

    

fin - ’ly read - y

  Gtr. 3

A

   

  

to

G5



find,



find some - bod - y



  

   

    

new,

hoo.

Rhy. Fig. 1





 



    10 10 10 10 7 7

      Gtr. 1

     let ring

3

2 2 0

    

2

2

2

Gtr. 2

   

2 2 0

0

  

Chorus D5

 

2



   3 3 0 0 X 3

  

A

       2 0

    

  

3 3 0 0 X 3

      

I wan - na kiss

    

  

 

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

10 10 7

10 10 7

10 10 7

10 10 10 10 10 10 10 10 7 7 9 9

  

  

2 2 2 0

2 2 2 0

2 2 2 0

mf

2

2

2

  

  

  

  

  

  

G5

  

   

3 3 0 0 X 3

3 3 0 0 X 3

  

   

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

0

        

        And may - be make a

  

3 3 0 0 X 3

3 3 0 0 X 3

   

    

lit - tle

mag - ic in the moon - light.

    

 

       

 

     

   

10 10 7

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

10 10 7

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

10 10 10 10 7 7

10 10 10 10 10 10 10 10 10 10 10 10 10 10 9 9 9 9 9 9 9

10 10 10 10 7 7

10 10 7

      



 

3

3

Riff A

         

*Gtr. 5

  

3

I wan - na hold her tight.

   

Gtr. 3

2 0



let ring

2 2 2 0

              

a girl,

    

 



 



 

 



 



let ring throughout

3

2

3 0

2

2

2

0

2

2 2

2

2

0

3 0

0

3 0

4

0

3

3

3

3

4

0

*Banjo arr. for gtr.

   

**Gtrs. 1 & 2

3 2 0

  3 2 0

           3 2 0

3 2 0

0

2 2 2 2 2 2

2 2 2 0

   2 2 2 0

  

   2 2 2 0

   2 2 2 0

 0

 

  

  

  

 

 

   

3 3 0 0

3 3 0 0 X 3

3 3 0 0 X 3

3 3 0 0 X 3

3 3 0 0

3 3 0 0

3 3 0 0

 

3 3 0 0 2

3

 

 

3 3 0 0

3 3 0 0

 

  3 3 0 0

2

3



  3 2 0

0

**Composite arrangement

3

D5

  

       Don’t wan - na

go

 



A

too

     

Bm

far,

just

to

take

it

     

G5





slow.

 

But I should - n’t

be

lone -

   

 

       

 

 

       

 

 

 

     

10 10 7

10 10 7

10 10 7

10 10 7

10 10 9

10 10 9

10 10 9

10 10 7

10 10 7

10 10 7

10 10 7

10 10 7

10 10 7

10 10 7

          0

3

    3 2 2

2

3

ly

3

     

3 2 0 0

3 2 0

in

this

big

3 2 0

0 0

   

2

2 0

 

old

10 10 9

       

2

 

         -

2

0

10 10 9

2

2

2

2

2

 

 

    

2 2 0

2 2 0

2 2 0



A

2 2 0

0

       

world.

   

3

3

  

2 3 4 4 2

2 3 4 4 2

2 3 4 4 2

2 3 4 4 2

2 3 4 4 2

 

 

 

       

10 10 7

10 10 7

10 10 7

10 10 7

10 10 9

10 10 9

10 10 9



 



 3

0

  0





3 0

     

  

   

3 3 0 0 X 3

3 3 0 0 X 3

3 3 0 0

4



3 0

let ring

3



3

2

0

  



  3

3

5

0

2

10 10 9

2

0

4

2

   

   

2

0 0 0 2 2 0

2

0

4

 



3 3 0 0 0

wan

  

-

na

kiss

a

girl. End Rhy. Fig. 1

10 10 9

     2

0

       

I

     

 

3

  





4

  

 

10 10 9

3 4

  

Em





  

   

10 10 7

4



10 10 7

10 10 7

End Riff A



     

Interlude Gtr. 5 tacet

D5

  



   



  

Oh, oh, oh,

             

10 10 10 10 10 10 7 7 7

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

              P.M. P.M. 7 7 5

7 7 5

7 7 5

oh,

6 7 5

9 11

Verse *D



oh,

5

6 7 5

6 7 5

6 7 5

6 7 5

7 7

  



  



oh.

D5

2. Oo,

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

           

   

10 10 7

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

10 10 10 10 7 7

10 10 10 10 10 10 9 9 9

10 10 10 10 9 9

10 10 10 10 10 10 10 10 9 9 9 9

G/D

              P.M.

Gtrs. 1 & 2

7 7 5



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

Gtr. 3

7 7 5

  

9 9

4 5

A/D

10 10 7

10 10 10 10 7 7

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

 

             4 5 5

5

4 5 5

X 2 4 X 5 X 5

2 5 5

4 5 5

4 5 5

                 P.M. 5

4 5 5

10 10

2 5 5

4 5 5

4 5 5

4 5 5

G5

D

                              

Gtr. 6 (acous 12-str.)

mp

        

      

it’s that mo - ment when

you start clos - ing in.

         Gtr. 4

 

 

     

       

First you’re hold - ing back,

       





then sur - ren - der - ing.

       



      

P.M.

7 5

   

7 5

5

Gtrs. 1 & 2

10 10

9

9

11

9

7

5





7 7

  6 7

6

7

7

9

7

         P.M. 5

5

5

5

5

6 7

X X

4 5

7

5

7

7

7

           P.M. P.M. 5

5

5

5

5

2 5 5

5

4 5 5

9

5

7

9

6

7

            P.M. 5

5

5

5

5

2 5 5

7 7 5

*See top of first page of song for chord diagrams pertaining to rhythm slashes.

5

A/D

G5

                                 

It can start a fire,

  

        

      

and light up the sky.

       

  



      



           

Such a sim - ple thing,

       

   

do you wan - na

   

  

try?

       

P.M.

7

   

7

7

9

9

11

9

        P.M.

7 7 5

5

7 7

5

X X

6 7

7

6

7

7

7

9

7

         P.M. 5

5

5

5

6 7

5

X X

7

5

4 5

7

7

   

    

5

5

P.M.

5

5

5

7

7

9

10

           P.M. 4 5 5

2 5 5

5

5

5

5

   2 2 0

2 5 5

5

7

Pre-Chorus Gtr. 6 tacet

Gtrs. 4 & 5 tacet

A5

G5

  

    

           

A5

Are you read - y

     Gtr. 5

to



say good - bye

Gtr. 3: w/ Rhy. Fig. 1

          

G5

to

   

  

all

these

 

blues.

















5

   Gtr. 4

P.M.





7

      Gtrs. 1 & 2

2 2 0

6

        let ring 3

2

2

2

0 0 X 3

 

 

          

3 3 0 0 2

3

0

2

2 2 2 2 0 0

2 2 0

        let ring 3

2

2

2

0 X 3

 

  3 3 0 0

 

4

    5

4

2

0

Chorus

  

 

I

wan - na

Gtr. 5: w/ Riff A

D5

  

   kiss

a





A



girl,



I

wan - na

  

 



hold

G5

her

tight.

    

 

   

 

 

 

 

   

 

3 2 0

3 2 0

3 2 0

3 2 0

3 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

Gtrs. 1 & 2

             

D5

             

mag - ic in the moon - light.

 



I don’t wan - na go

 



A5

  

too

far,

  







And may - be

      3 3 0 0

3 3 0 0

0 X 3

Bm







       

  make

a

 





lit - tle

  

    

  

  

3 3 0 0 X 3

0 0 X 3

3 3 0 0 X 3

3 3 0 0 X 3

3 3 0 0 X 3

            

G5

just to make it

slow.

    

  

 

  

  

  

  

  

 

2 3 4 4 2

2 3 4 4 2

2 3 4 4 2

2 3 4 4 2

2 3 4 4 2

3 3 0 0

 

But I should - n’t

be

lone -



(Light.)

 

    

  

    

3 3 0 0 X 3

3 3 0 0 X 3

3 3 0 0 X 3

2

3

  

  

-

ly

    

2

  in

  

this

3

    

 

         

  

  

  

  

   

3 3 0 0 X 3

3 2 0

3 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

 

   

big

old

  

  

3 2 0

 

A

3 2 0



3 2 0

2 2 2 0

   

world.

  







 

let ring

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 0

0

2

2



 

 

Em



0



I



   

  wan - na

   

    kiss

a

girl.

   

  

let ring

2

0

4

0 0 0 2 2 0

2





0 2 0

7

Bridge G5

A/G





Rhy. Fig. 2 Gtr. 1

   

 















 

Asus4/G

A/G







  

’Cause

may



 -

End Rhy. Fig. 2





be

to

 

 

 

5 5 6 7

5 5 7 7

5 5 6 7

-

night,

 

  (Ah.

  Gtr. 4

 

 



Riff B

   

2

     Gtr. 2

0 0 X 3

8

4

  3



3 4



 



  



3

3

4

 

 



5 5 6 7

5 5 6 7

3 3 4 5

3 3 4 5

3 3 4 5

3 3 4 5

Gtr. 5



 



 

4

4



6

 

5



  



5

5

5 6

6

  

  

  

2 2 2 X 0

3 2 2 X 0

2 2 2 X 0



End Riff B

 

0

0

Gtr. 1: w/ Rhy. Fig. 2 (3 times) Gtr. 5: w/ Riff B (3 1/2 times)

G,7

  



  it

 

could



A/G

Asus4/G A/G

       

turn

in - to the

rest

of

   

our



 

G

lives,



 to

  Gtr. 3

  Gtr. 4

  Gtr. 2







  

  

  

  

  

 

2 3 4 5

2 3 4 5

2 3 4 5

2 3 4 5

5 5 6 7

5 5 6 7









   

   



 -

oh,



yeah.







night.)

   

     

14 14 15 15

14 15

14 15

15 15

14 15

14 15

15 15

14 15

12 14

  

 

   

  

  

3 3 4 5

3 3 4 5

3 3 4 5

3 3 4 5

5 5 6 7

5 5 7 7

5 5 6 7

  

  

  

3 2 2 X 3

3 2 2 X 3

2 2 2 X 3



9

A/G

   

Asus4/G A/G

G

Are you read

 

 









           12 12 12 14 14 14

     5 5 6 7

  

10

12 14

    5 5 6 7





   

  

   

 



-

y?





Are you read





(Are you read

-

y?













  

    

12 12 14 14

12 14

14 15

14 14 15 15

14 15

14 15

   -

y



 

 

a,

to

 

 



-

y?)

 

cross





12 14

Asus4/G A/G

Are you read

    

12 14

    

A/G

14 15

15 15

           

12 14

12 14

12 14

12 14

12 12 14 14

12 14

12 14

10 10 10 10 7 7

      

     

     

     

      

5 5 6 7

5 5 7 7

5 5 6 7

3 3 4 5

3 3 4 5

5 5 6 7

5 5 6 7

  

  

  

3 2 2 X 3

3 2 2 X 3

2 2 2 X 3

3 3 4 5



3 3 4 5

5 5 6 7



5 5 7 7

5 5 6 7

G



  



that





line?

 

Gtr. 7 (elec.)





Put

your



A

 

lips





 

on

mine.

  



   

   





mf

w/ dist.

   

   

 

w/ slide

steady gliss. 14

X X

    

  

Gtr. 3

10 10 7

  Gtr. 4

   

    Gtr. 5

        Gtrs. 1 & 2

3 3 0 0 X 3

10 10 7

10 10 7

  

 

  

4

  3



5

 

  

10 10 7

 

 

 

 

10 10 7

10 10 7

10 10 7

10 10 7



  



5

5

 

   

3 3 4 5

3 3 4 5

5 5 6 7

  





 

3

3

4

4

  

  

 

 

 

 

 

 

 

 

3 3 0 0 X 3

3 3 0 0 X 3

2 2 0

2 2 0

2 2 0

2 2 0

2 2 0

2 2 0

2 2 0

2 2 0

3

3 3 0 0 X 3

14

15

 

4

   

  

10 10 7

3 3 4 5

3 3 4 5

2

  

X X

 

  

4





5 6

5 6

6

11

Guitar Solo Gtrs. 3 & 4 tacet

D5

A/D

Gtr. 6

  Gtr. 7



 

15

14

   Gtr. 5

Riff C



 





   

Rhy. Fig. 3

   14

2

3







12



14



  

5



  

Hoo!

15



12

  

5 2

 

2

3







 



 

14

14

12



5 2









  







14

9

9

7

11

  

5 2

12

2

2







  

5 2



2

2





 



9

11



5 2

2

    

 

 

 

 

 

 

 

 

 

 

 

 

 

 

3 2 0

3 2 0

3 2 0

3 2 0

3 2 0

3 2 0

3 2 0

2 2 0

2 2 0

2 2 0

2 2 0

2 2 0

2 2 0

2 2 0

2 2 0

Gtrs. 1 & 2



 0

G

  





     11

  



5 0

3







 

 

 

 

 

 





  

11

11

7

7





 



  

5 0

0

     

  

  

3 3 0 0 X 3

3 3 0 0 X 3

12

  Oh,

9

  







3

put



5 0



  

  

3 3 0 0 X 3

3 3 0 0 X 3

3 3 0 0 X 3

0

 2

3





0



  

  

3

3 3 0 0 X 3

3 3 0 0 X 3

4

  

5 0

 2

 

on

7

5

  

lips



0

  

your



  

3

  

End Rhy. Fig. 3

mine,





3

3



End Riff C



5 0

0



  

  

3

3 3 0 0 X 3

3 3 0 0 X 3

Gtr. 6: w/ Rhy. Fig. 3 Gtr. 5: w/ Riff C

   D5

  



D,7 [no3rd]



        

G







ba - by.

Do you wan - na

           

        

Gtr. 7

7



8

10

10

14

                 Gtrs. 1 & 2

3 2 0

3 2 0

3 2 0

3 2 0

3 2 0

3 2 0

17

17

15

17

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

2 2 0

3 2 0

15

2 2 0



 

17

19

17



2 2 0

2 2 0

2 2 0

2 2 0

2 2 0

 

0

  

A5

  Gtr. 7

   

G5









Are

you

read

        

22

22

  



Gtr. 5

5 2

2

22





5

2

-





y

to



22





5

2

2

2

    

 

 

 

 

2 2 0

2 2 0

2 2 0

2 2 0

2 2 0



Gtrs. 1 & 2

19

19

 

 

15

15

15

22

22



  

  

  

  

  

  

    

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

3 3 0 0 X 3





say



   

A5



3

   

    

   

3 3 0 0 X 3

3 3 0 0 X 3







  

12

15

14

14

12

12

10

10

0

0

5 0

0

0





5 0

  5

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 0 0 X 3

3 3 0 0 X 3

3 3 0 0 X 3



  

to

all

2



 



 

10

7

10

12

10



5

2







5

2

2

    

 

 

 

 

2 2 0

2 2 0

2 2 0

2 2 0

2 2 0

2 2 2 2 0 0

2



0



good - bye





3



 



2

G5





try?

   

  

2





 

5 2



  

  

Pre-Chorus

   



2

2

   3 3 0 0 X 3

13

Gtr. 7 tacet

A

   

 

 these



G



blues,



A



G





hoo,

D

 hoo.

    Gtr. 7



 10

   Gtr. 5

  

5 0

0



  

5 0

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

Gtr. 1

Gtr. 2

14

  

0



5 0

















 

2 2

2 2

0 0

0 0

2 2

2 2

0 0

0 0

2 3 2





 

 





 

 

   2 3 2 0

  

  

3 3 0 0 X 3

3 3 0 0 X 3

5 6 7

5 6 7

3 4 5

3 4 5

5 6 7

5 6 7

3 4 5

3 4 5

  

  

 

 

  

  

 

 

  

  

3 3 0 0 X 3

3 3 0 0 X 3

2 2 2 0

2 2 2 0

3 0 0 X 3

3 0 0 X 3

2 2 2 0

2 2 2 0

3 0 0 X 3

3 0 0 X 3

   2 3 2 0

                                                    Chorus D

Gtr. 8 (acous.)

A/D



I wan - na

kiss a

G5

girl,

I wan - na hold her tight.

      

May - be make a

Gtr. 9 (acous.)



mf

let ring

           3

2

3 0

3

2

3

2

X

Gtr. 5

2 3 2



 



3

3

mag - ic, ba - by.





let ring

2

4







lit - tle

       

2

2

2

2

      *Gtrs. 1 & 2

2

2

2

0

 

3

3



 

3

0

0



 0

 3





0







   

  

X X X

2 3 2 0

3 2 0

3 2 0

17 *Composite arrangement

           

 

Gtrs. 8 & 9 tacet

D

I don’t wan - na

   Gtr. 5



5

  3

go



too



5 2

A



5 2



     

3 2 0 0

3 2 0

3 2 0

0

just



2 2 4



5

2

 

3 2 0

       

far,

      Gtrs. 1 & 2



to

  2

take



it



5 2



Bm

slow.



5 2

But don’t wan - na







5

3







5

3

 3

be



5

lone -

 3

4

 

 

       

2 2 4

2 2 4

2 2 4

2 2 4

G5

     

2 2 4

0 0

  

  

  

  

  

        

2 3 4 4 2

2 3 4 4 2

2 3 4 4 2

2 3 4 4 2

2 3 4 4 2

2 3 4 4 2

0 0 0

3 0 0 X 3

15

-

ly.

I

should - n’t

 

be

D



lone - ly.

I

  



         wan - na

  

kiss

a

A

       





         

girl.

I

 

wan - na

hold

her

tight

  

       

(Ah.

  Gtr. 7



7

  

   

Gtr. 5

  

3 4

         Gtrs. 1 & 2

3 3 0 0 X 3

G5

  

3 3 0 0 X 3

0

2

3 3 0 0 X 3

3

0

3

2

4

            make

a



lit - tle

  

       5

3

2

5

10

      3 3 0 0 X 3

16

10

7

0

  

  

3 3 0 0 X 3

3 3 0 0 X 3

10

   3 3 0 0 X 3

 0

   3 3 0 0 X 3

 10

   3 3 0 0 X 3



3 3 0 0 X 3

2

3 2 0

3 2 0

3 2 0

            mag - ic



in



  

the moon

0 0

 -

3

5

7



light.

3 3 0 0 X 3

2 2 0

2 2 0

2 2 0

     

I don’t wan - na

go

too

 

 

0 0 0 0 0 0

  far,

 

 

Ah.)

7

 5

5 7 7 7 5

2

2 2 0

    

     3 3 0 0 X 3

2 2 0

 

7

0

2 2 0

2 2 0

D5

    

     2

3 2 0

3 2 0



10

7

  

5

2

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

5



  



 

  

5

7

 

 

 





2

2

         

 

5

4

5

5

   

2

and may - be

 

2

4

   



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

3

5

 5

7

     3 3 0 0 X 3



0 0 0

  3





5 2

 5 5

2

5

 

 

         

3 2 0

3 2 0

3 2 0

3 2 0

3 2 0

0 0 0 0 0 0

  

      

A5

just

 

to

take

it

  

5

slow.

But I

5

2

should - n’t

be

lone

-

ly

in

this

big

old

world.



  

7

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

9

10

          5

       

      



5

G5

     



 

        

Bm

5

5

2

     5

3

2

 



5

3

5

4

4

   5

3







5

3





5

0

0 0

    

  

    

 

 

 

 

 

2 2 0

2 2 2 0

2 2 0

2 3 4 4 2

2 3 4 4 2

2 3 4 4 2

2 3 4 4 2

2 3 4 4 2

2

2

4

Gtr. 7 tacet

A

 

G5

  

 





  





  

 

 







3

2

 2

0

 

Gtrs. 1 & 2

 5





3

2

 2

 2

 0





2

0

 4

 4





 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

wan

10 10 7

Gtr. 5

3 3 0 0 X 3

  





I Gtr. 3

    





na

kiss

   

  

3 3 0 0 X 3

     

3 3 0 0 X 3



a

5

3



girl.

 

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

10 10 7

10 10 7

 3



10 10 7

10 10 7

 3

0

10 10 7

10 10 7



10 10 7

10 10 7

10 10 7

10 10 7





0

2



 



3

0 0 X 3

5

3

10 10 7

3

 3









 

3

0 X 3

0 X 3

0 0 X 3

17

Outro Gtr. 5 tacet

D5

  

 



D,7 [no3rd]



Yeah,

 

Voc. Fig. 1

  









(Na,

na,

na,

na,

na,

na.

   

 

 

 

 

           

10 10 7

10 10 7

10 10 7

10 10 7

10 10 7

10 10 7

10 10 7

   



 

 

  

7 7 5

5

7 7 5

7 7 5

7 7 5

Rhy. Fig. 4

Gtr. 3

Gtrs. 1 & 2

P.M.





hm.



10 10 7

I

said,



na,

na,

 

 

         

10 10 7

10 10 7

10 10 7

  



 

 

 

 

6 7 5

6 7 5

6 7 5

6 7 5

6 7 5

7

5





Gsus2



 

na

kiss

a

girl.



I

wan

 





na,

na,

na,

na,

na.

     

 

 

   

10 10 7

10 10 7

10 10 7

10 10 7



10 10 7

10 10 7

10 10 7

 

 

 



5

4 5 5

4 5 5

4 5 5

4 5 5

2 5 5



 

2

5 5

  

-

10 10 7

10 10 7



na.

10 10 7

10 10 7







na,

na,

na,

na,

na.)

     

 

         

10 10 7

10 10 7

10 10 7



 

 

 

5

4 5 5

4 5 5

4 5 5

4

10 10 7

10 10 7

10 10 7

10 10 7

 

9

4 5

End Rhy. Fig. 4

10 10 7

 





4 5 5

2 5 5

10 10 7

End Voc. Fig. 1

       

10 10 7

10 10 7

10 10 7

P.M.



10 10 7

10 10 7

  



10 10 7

Na,

           



Na,

10 10 7

10 10 7







10 10 7

 

na,



10 10 7



na,



 

-



G



Mm





10 10 7

10 10 7

11



 

18

10 10 7

  

G



P.M.

   P.M.

10 10 7









            10 10 7



Na,

Gsus2

    

 



   9

  

yeah.







10 10 7

10 10 7

10 10 7

 

5

5

Bkgd. Voc.: w/ Voc. Fig. 1 (2 times) Gtr. 3: w/ Rhy. Fig. 4 (2 1/2 times)

D5

D,7 [no3rd]

  

  

 



G





Ooh, whoa, ho,

  Gtr. 7

 

 



Gsus2

G

I,

I wan - na,

         



ooh, whoa, ho.







7 7 5

D5

  

7 7 5

5

 I

7 7 5

  

7 7 5

9



wan - na

   Gtr. 7

6 7 5

11





hold

her

5

6 7 5

6 7 5

6 7 5

6 7 5

7

9

4 5

D,7[no3rd]







tight,

 I







wan - na



5

make



 







4 5 5

2 5 5

4 5 5

G

 

 

5

Gtr. 10 (elec.)

4 5 5

4 5 5



  a

    10

                                            P.M. P.M. P.M.

Gsus2

I wan - na kiss



Gtrs. 1 & 2



girl.

 

5

5

5

  

           

4 5 5

5

4 5 5

4 5 5

5

4 5 5

2 5 5

Gsus2







5

5 5

G



 



     

2

7

a

lit - tle

mag

-

ic,

out

  5

 

5



mf w/ dist. w/ slide

3

    Gtrs. 1 & 2



   

 

P.M.

7 7 5

5

7 7 5

7 7 5

7 7 5



 

  

  

 

 

P.M.

9 11

6 7 5

5

6 7 5

6 7 5

6 7 5

5

6

      6 7 5

7

9

4

 

  

 

 

    

4 5 5

4 5 5

4 5 5

4 5 5

 

P.M.

4 5

5

2 5 5

4 5

19

Gtr. 10 tacet

Gsus2

         un - der

the moon

 

-



    





Oo,









(Na,

na,

na,

na,

na,

4 5 5

4 5 5

2 5 5

4 5 5

7 7 5

5 5

5







na.

 

7 7 5

9



Oo,











na,

na,

na,

na,

na.)

   

 

 

     

10 10 7

10 10 7

10 10 7

10 10 7

Gtr. 3

7 7 5

7 7 5

G

ay.

 

10 10 7

10 10 7



 



Na,

  









na,

na,

na,

na,

  

na.

P.M.

6 7 5

11

   I

5

 wan

-

6 7 5

6 7 5

6 7 5





na

kiss

Gsus2

 you

     

 

 

             

10 10 7

10 10 7

10 10 7

10 10 7

10 10 7

10 10 7

6 7 5

7

μ

  

now.





10 10 7

10 10 7

    

10 10 7

10 10 7

10 10 7



10 10 7



3 2 0

  

 

 

 

 



5

4 5 5

4 5 5

4 5 5

4 5 5

2 5 5

P.M.

20

  Na,

            

Gtr. 7

Gtrs. 1 & 2





  

Gsus2



  





             

P.M.



 

3 2 0

3 3 2 2 0 0

         

G



Ay,

w/o slide

Gtrs. 1 & 2

4 5 5



woo - hoo.

  



D,7 [no3rd]

     



5

5





light.



Gtr. 7





  4 5



 

 

 

 

 

5

4 5 5

4 5 5

4 5 5

4 5 5

2 5 5



9

  P.M.

4 5

from Keith Urban - Fuse

Little Bit of Everything Written by

Gtr. 1: Capo III Gtr. 2: Capo I

Intro Moderately slow q = 80 μ ** Ab [F]

Dbsus2 [Bbsus2]

Eb5 [C5]

Riff A          End Riff A                              

  

*Gtr. 1

mf X



let ring throughout

X

1 X

0

1

1

2

X

X

1 X

2

1

3

1

1 1

X 3 3 3

3 0

3

1

X

X

3 1

0

3 1

3 3 3 3 0

1

1

*Ukelele arr. for gtr. **Symbols in parentheses represent chord names respective to guitar capoed at the third fret. Symbols above represent actual sounding chords.

Gtr. 1: w/ Riff A *** Ab

  

Dbadd2 [Bbadd2] [[Cadd2]]

[F] [[G]]

Eb [C] [[D]]









  

1. I



Gtr. 2 (ganjo)



        

     

mf

wish I

           



let ring throughout

0

3

3

3

0

0

3 2

0

1

0

0

1

2

3

0

2

0 2

3

0

2

***Symbols in double parentheses represent chord names respective to guitar capoed at the 1st fret. Chord symbols reflect overall harmony.

Verse Gtr. 2 tacet

Ab [F]

Dbsus2 [Bbsus2]

could take Gtr. 1



a

         

cab

down

to the creek

and hang a

                

         

dis - co

Riff B

0

2

1

1

1

1 2

2

3

1

1

1

3

1 1

 0

ball

 1



from an



old

oak

 



       

Eb5 [C5]

tree,

           

End Riff B

3 0

3 1

3 1

3 0

1

1

1

Copyright

1

Gtr. 1: w/ Riff B (2 times)

Ab [F]

Dbsus2 [Bbsus2]

Smoke and







   

drink

once in

a





      

while,







some - how





it’d

be

Eb [C] [[D]]

   good





       want a





cool chick

Dbsus2 [Bbsus2] [[Csus2]]

  



Gtr. 2

I

           

that - ’ll cook



for

me,

but - ’ll

3

0

2

0 2

2

Eb [C] [[D]]

       

         

dance



on

 

for me.

0

Ab [F] [[G]]





the

bar

in

her

tan,

bare





0

3



2



3 0

  





feet,

 and

     

0

0

2

0

Gtr. 2 tacet

Ab [F]

Dbsus2 [Bbsus2]

            do what I Gtr. 1



when

I

want,

a, she’ll do

it

               

2

1

1

1

1 2

2

3

1

1

1

3

 

with

Riff C

0

2

want

     

Bbm [Gm]

1 1

me,

   3 3 3



  

 





mm. End Riff C

 Chorus Ab [Bb] [[G]]

         I Gtr. 1







   

need

too

     

   

   much

of

2

1

1

1

     1



Riff D1

3

3

  

1 2

2

1

3

1

1

       3

3

0

2

0







3

3

0

X

3

3

1

0

2





I

   

1

  

in’.

just wan - na

sing

a

lit - tle End Riff D

3



-

           

               

1 3

Eb [F] [[D]]

  

noth

               

0

Gtr. 3 (elec.)

don’t

   

Bbm7 [Cm7] [[Am7]]

Riff D

0

Gtr. 2

   

  

Dbadd2 [Ebadd2] [[Cadd2]]

3

3

1

3 0

  





3

1





  

0 2

3

2

0

1

1

0

  



0

3

  

0

End Riff D1



mf w/ clean tone let ring throughout

6

4

4

6

4

4

4

6

4

4

4

6

4

4

4

4

Gtr. 1: w/ Riff D (2 times) Gtr. 3: w/ Riff D1 (4 times)

Ab [Bb] [[G]]

chill



Gtr. 2



  

4

0

 

 

song,

get my

 

3 0

0

   

  

groove



on,

   

0 3

0

0

   



pour

Bbm7 [Cm7] [[Am7]]

  

 

some -

thin’ strong

   

2

0



3

1

   

Eb [F] [[D]]

  

down in



 

2

   

my



drink.

  

0

 



          

Dbadd2 [Ebadd2] [[Cadd2]]

0

0

 

    

2

4

3

4

2

0

3

Ab [Bb] [[G]]

Dbadd2 [Ebadd2] [[Cadd2]]

                     Whoa,





I

  

4

0

know

that I

don’t

 

need a

lot of an -

0

To Coda

     

ev - ’ry - thing.





Nah, nah, nah,

      

2

0

3

3

Ab [F] [[G]]

4

4

0



3

Nah, nah, nah,

 

0

2

Eb [C] [[D]]



2

0

2

nah, nah, nah,



    

3

1 2

0

  



0



   

0

0

3

2

lit - tle bit of

1

2

0

3

3

3

0

           just want a

 

 

   

   

  

lit - le bit of

     

2

0

Eb [C] [[D]]



0

3

nah,

 

0

I



      



3

0



0

1

0

nah,

0

1

3

0

3

0 2

3

0

2



3

3

 

whoa.

     

3







 

0

     

ev - ’ry - thing.



      

0

0 0

nah, nah, nah, nah.

Dbadd2 [Bbadd2] [[Cadd2]]

      



3

just want a



     



nah,

I

               

Gtr. 1: w/ Riff B (2 times)

       

y - thing,

1

Dbadd2 [Bbadd2] [[Cadd2]]

Eb [F] [[D]]

               

   



0

1

0

0

Ab [F] [[G]]

    

    

3

0

whole

Bbm7 [Cm7] [[Am7]]

2. Now,

        0 2

3

0

2

2

3

Verse Gtr. 1: w/ Riff B (3 times)

Ab [F]

Dbsus2 [Bbsus2]

Eb [C]





                    I

don’t

need

a

ga - rage

  

full

of

 

  

cars, but I’ll (Whew.)

take





        



a whole box

of

Cu



-

ban

ci - gars

and I’ll



 



Gtr. 3

6

4

Gtr. 3 tacet

Ab [F]

   

smoke ’em

nice

  





    

Dbsus2 [Bbsus2]

and

slow,

Eb [C] [[D]]

   

  

like they were good

for

  

me,

ha,





  



ha.

Don’t

    



6



      



Gtr. 2





3

Ab [F] [[G]]

       need a



Gtr. 2



3

        

ranch

    0

Dbadd2 [Bbadd2] [[Cadd2]]

0

or

 3

a

  0

big

 

piece of



 

land,

but I’d

     

3 0

Eb [C] [[D]]

1 2

0



a

3

0

0

lit - tle bit of dirt on my

      

1 2

    2

           

like to get



3

2

0



0

2

3

2

0

3 0





hands.

 A

      0

2

3 0

2

5

D.S. al Coda Gtr. 1: w/ Riff C

Ab [F] [[G]]

Dbadd2 [Bbadd2] [[Cadd2]]

big old





     

                     

couch

in

a

big

old

       0

3

0

still

0

0

2

    

       A

  

*Gtr. 4 (elec.)

it’s

just

you,

yes it does.





0 1 0 2

0



  

ly when



 Coda Eb [C] [[D]]

-

   

     1

feels lone



0

room





       



        

Bbm7 [Gm7] [[Am7]]

lit - tle bit of



Bridge Fm [Dm] [[Em]]

   

         



ev - ’ry - thing

 



       





f w/ dist. & slide 11

13

13

11 11

11

un

-

der the

sun.

9

 9

*Doubled throughout Gtr. 1







1

0



Gtr. 2





           



3 0

3 1

3 1

3

1

0

1

               3

0

3

0

2

3

0

3

0

3

0

2

3

1





1

3



           

2



0

   

 6

6

   4

4

 4

 6

   4

4

 4

 6

1

3

2

1 2

3

2

              0

0

2

Gtr. 3

3

   4

4

0

0

 4

0

0 2



3

0 2

0

Ab [F] [[G]]

  

     

Db [Bb] [[C]]

 

     So when

           

Gtr. 4

 9

Gtr. 1







4

4

9

I

1

1 2

1

3

3 0

kick



back,

    

  

bask -

in’ in

it,

I’ll be

o

   -

kay

  

 

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

9

8

4

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

8

8

4

4

1 2

1

1 2

1

3

3 0

3

3

3

6



              

1 2

3

               

0

  

  

               

2

Gtr. 2

9

  

0

 

3

1

2

1

3

3

1 3

3

1

1 3

             

1 0

1

0

0

1 2

1 0

2

0

2

0

1

7

Interlude Gtr. 1: w/ Riff A (2 times) Gtr. 4 tacet

Eb [C] [[D]]

   

  

    with

what

I’ve

Ab [F] [[G]]



 

done,

still

      8

3



 0

Eb [C] [[D]]

    





fun.



8

1

3

  2



3

3

0

 

3



3

1

0

0

 





3

2

That’s right.





2

0

1

 0

1

1



  

 

2

0

Ab [F] [[G]]

3

0



3



3

0



1

0





Gtr. 2



  



               





hav - in’





6

   

Dbadd2 [Bbadd2] [[Cadd2]]

3

2

0

Dbadd2 [Bbadd2] [[Cadd2]]

Eb [C] [[D]]





   

  0

0

0

0

2

0

1

 

’Cause

 3





   



X

0

3

3

0

2

0

3

3

0

2

Chorus Gtr. 2 tacet

        Ab

I

     

*Gtr. 5

  don’t

   need

Db

  

too

 

   much

   of



Bbm

 

noth

 

  -

in’.



  

 I

Eb

         

 

mp 8 9 8

*Elec. piano arr. for gtr.

8

9 9 10

9 11 10

11 11 12

just wan - na

sing

a

lit - tle

Gtr. 5 tacet

       

      

chill

song,

       

get

my

  

groove

μ

  

on,

    

pour

some

-

thin’ strong

Eb

  

  

down in

  

my



 



 

drink.



Gtr. 6 (elec.)



mp w/ slight dist. 1

11 11 12

4

4 1

3

3

Gtr. 1: w/ Riff D Gtr. 6 tacet

Ab [Bb] [[G]]

Dbadd2 [Ebadd2] [[Cadd2]]

         Whoa, I



Gtr. 2



  

0

4

0

          

know



that I



3



don’t

need a





0



   

whole

2

2

   

 



1 2

Eb [F] [[D]]

           

I

just want a

lit - tle

bit of

               

  

0

1

 

lot of an - y - thing,





Bbm7 [Cm7] [[Am7]]

0

2

1

0

0 0

0 0

1

2

3

0

0

2

0

3

Gtr. 1: w/ Riff B (3 times)

Ab [F] [[G]]

      

ev







0

  -

’ry

-

 







thing.

Nah,

nah,

nah,





3 0





0

  nah,

Dbadd2 [Bbadd2] [[Cadd2]]

  









0

2

0



1







nah,

nah,

nah,



    nah.



0

9

Eb [C] [[D]]

    

   

    

   

Gtr. 7 (elec.)

f

  









11

11

13







0

2

11

11

11







0

3

2

0

 

   

just

want

a

lit



   

-

tle



bit

of



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

1/2



 

   I

w/ dist.



 

3

1/2 11

 

13









0

3



3





0

2

 3

2

Gtr. 7 tacet

Ab [F] [[G]]

    

ev





 -



’ry

-









thing.

Nah,

nah,

nah,





Eb [C] [[D]]

          

0

   

  



         

              I

just want a



 



lit - tle

bit of



nah,





0

2

Ab [F] [[G]]



13 13

13 13

11 11

6 6

8 8

8 8

13

0

3

0

3

2

3

0 2

3

2

nah,

nah,

    nah.







1

0

0

2

                

ev - ’ry - thing,

      

18

0





yeah.





1

               2

10





Dbadd2 [Bbadd2] [[Cadd2]]

   

13





steady gliss. 11 11



 

3

0

0

 

nah,





3

0

0





 

Dbadd2 [Bbadd2] [[Cadd2]]



3 4

15

13

15

13

15

     0

0 0

0

        0

2

0

1

1 0

0

Outro-Guitar Solo Gtr. 1: w/ Riff B (till fade)

Eb [C] [[D]]





  Whoa,

   



whoa,

whoa,



  



Dbadd2 [Bbadd2] [[Cadd2]]

  

  





yeah.

 







        

1

9





     

2

3

3

0





2

       

3

2

0

Eb [C] [[D]]

       







1/2

1/2

12

12



 

0

2

1/2

12





0

0

0

      

11



3

2

3

11

11



 

11

0

0

9

11

11

     

 

3

0



1

0

2

1

0

1 2

Dbadd2 [Bbadd2] [[Cadd2]]

       



 12

             

 

11

Ab [F] [[G]]

1/2

12



Whew.









    

  

Ab [F] [[G]]

12

13

13

13

               

1

3 0

2

0

3

2

5

3

2

3

0

3

0

4

0

3

3

0

3

3

1 0

2

0

3

3

0

11

Begin fade Eb [C] [[D]]

Ab [F] [[G]] 3           

   

  



  

3





8

10

6

0

0

3

2

6

0

3

6

8

8

0

0

3

2











3

15

15

15

3

3

3

0

0

2

3

3

 





    

1

14

15



   

2 0

3

0

3

0

3

1

3

1

1

0

Dbadd2 [Bbadd2] [[Cadd2]]

    13

15

15

3

0

   

16

        



1/2

13

0

3

2

3

3

Ab [F] [[G]]

           

2

   

0



1

13

 

11

3

3

            



11





10

Eb [C] [[D]]

15

  

15

8

9

                2

 

1

9

Dbadd2 [Bbadd2] [[Cadd2]]



 



 

3 0

   1

0

0





1

1

2

2

Fade out

Eb [C] [[D]]

    

    

3

        

   

3

11

11

11 10





       0 2

12

0 2

2

8

10

 

13

11 13

   

2 2

Dbadd2 [Bbadd2] [[Cadd2]]

     



1

1/2

11

Ab [F] [[G]]

3 0

0

2

11

13

13

13

 



0

0

2



1 1/2

13

11

13

                0

3

3 0

3

0

3

1 0

2

0

1 2

0

from Keith Urban - Get Closer

Long Hot Summer Words and Music by Keith Urban and Richard Marx [G5]

2

[D]

34

[A]

[Bm]

[Asus4]

[Asus2]

234

13421

234

23

132

[D/F#]

1

[C'9]

23

21 34

[Em]

[Gsus2]

23

2

134

Gtrs. 1 - 6, 10 & 11: Capo I

Intro Moderately fast q = 128 * C5

   

Ab5 [G5]

[B5]

Eb5 [D5]



Bb [A]

C5 [B5]



Ab5 [G5]

Eb5 [D5]



Bb [A]



   

1. I can’t

Riff A Gtrs. 1 & 2 (elec.)

   

End Riff A

 





mf

w/ clean tone P.M.



2





P.M.

4

4

 





let ring

3

0

0

        

 P.M.  0

3



P.M.

3

2

2 0

3



 P.M. 

let ring

2

2

2

 

0





P.M.

4

4

2



 

        



 P.M. 

let ring

3

0

0 3

3

2

0



P.M.

2 2

0

3

let ring

2

2



0

*Symbols in parentheses represent chord names respective to capoed guitar. Symbols above represent actual sounding chords. Capoed fret is "0" in tab. Chord symbols reflect overall harmony.

Verse Gtrs. 1 & 2: w/ Riff A (1 1/2 times)

C5 [B5]

   





Ab5 [G5]



  





sleep.

  

Eb5 [D5]





Bb [A]

 

Gtrs. 1 & 2

P.M.

2



no

sleep







I’m

in









C5 [B5]







a - com - in’,

Ab5 [G5]





deep.





of

ev

  4



-



’ry



P.M.

4



I’m

just





   -

thing

 





we’re

gon





let ring

3





0

 

-

na





3



 here,

Eb5 [D5]

  



deep



  

ah,



think - in’







in - to

the

pic - ture







 ’bout











in

my

Cm(addÊ) [Bm(addÊ)]

 

do.





2

O



 

P.M.

3



Bb [A]

Bb [A]

P.M.

0

Ab5 [G5]

ly - in’

Eb5 [D5]

0 3



Fall - in’

Ab5 [G5]

Riff B





C5 [B5]

C5 [B5]

mind

Bb [A]



Ain’t

you.

     

Eb5 [D5]

2 0

  2





let ring

2

Copyright © 2010 SONGS OF UNIVERSAL, INC., MARY ROSE MUSIC and RICHARD MARX MUSIC All Rights for MARY ROSE MUSIC Controlled and Administered by SONGS OF UNIVERSAL, INC. All Rights Reserved Used by Permission

2



-

 2

1

Ab% [G%]

Ebsus2 [Dsus2]

                     -

ver

at

the

lake

and

Bbsus4 [Asus4]

  

     

      

down

by

 Riff C         

*Gtr. 3

mf

Cm [Bm]

the

riv - er,

you

  

can

Ab5 [G5]

Bb [A]

   

feel

it

  

start

to

rise.



End Riff C

let ring throughout

5

5

5

7

5

5

7

5

7

7

*Banjo arr. for gtr.

 

Gtrs. 1 & 2

         let ring  P.M. P.M. P.M. 4

4

2

3

0

0

   

let ring

3

2

0

2

3



Cm(addÊ) [Bm(addÊ)]

   







Wan - na

  



P.M.



2

2









3

2

2

2

 

0

need

0

you





in

my

Ab% [G%]



 

car,







P.M.

P.M.

4

4



go where





Ebsus2 [Dsus2]



let ring

3

 P.M.

0

0





by

my







-

ev - er



2

0













side.

  















2

2

 P.M.

4





P.M.

4

0 3



let ring

3

let ring

3

you



3

3

2

2

 let ring 

0 0





 3

2

 2



 3

 2





  

are,



 P.M. 

2





 

    

2 2 2 0

2 2 2 0

  

    

2 2 2 0

2 2 2 0

w/ slight dist.



’cause

  let ring

2

2

μ

  

*12-str. acous. & mandolin arr. for gtr.







It’s

*Gtr. 4





Bb [A]

3 2 2 0





Bbsus4 [Asus4]

0

let ring



0

3





mf

 

0

0

3



Gtrs. 1 & 2

3

4

4

2

Bbsus4 [Asus4]



 

 

2

Ab5 [G5]





jump



let ring

Cm [Bm]

     

2

Gtr. 3: w/ Riff C

    Gtrs. 1 & 2

2

2

0

Gtr. 3 tacet

         let ring  P.M. P.M. P.M.

      P.M.  let ring 

I End Riff B





2

0







gon - na

be

a

 

(cont. in slashes)



 Chorus

2nd time, Bkgd. Voc.: w/ Voc. Fill 1 2nd time, Gtr. 6: w/ Fill 1

*** [G5] *Gtrs. 4 & 5

  

[D]



             

   

long

hot

sum - mer,

     

  

   

3 3 0 0 X 3

3 3 0 0 X 3

3 3 0 0 X 3

**Gtrs. 1 & 2

   3 3 0 0 X 3

  

we

  

should be

  

 

2 3 2 0 0

        

to - geth - er

with your

[A]



   



feet

up

             on

the

dash

-

board

 

 

 

 

  

  

  

  

  

  

  

2 3 2 0 0

2 3 2 0 0

2 3 2 0 0

2 3 2 0 0

0 0 0 0 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 0 0 0 0

[D]

  



          

*Gtr. 5 (acous.), played mf. **2nd time, Gtrs. 1 & 2: w/ slight dist. ***See top of 1st page of song for chord diagrams pertaining to rhythm slashes.

[Bm]

  

    



[A]

         

now.

 

  

Gtr. 6 (elec.)

 

Sing - in’

 

f

[G5]

 

 

 

 

                 

   

a

-

long

with

the

ra - di

-

o,

it’s

  





such

a



beau - ti - ful



w/ dist.

7 X 5

 

Gtrs. 1 & 2

9

12

9

7

10

7

7 X 5

9

7

7

5

 

 

 

 

 

 

  

  

  

  

  

  

3 4 4 2

3 4 4 2

3 4 4 2

2 2 2 0

2 2 2 0

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 0 0 X 3

2 3 2 0 0

  

Voc. Fill 1

  

  

  

  

  

  

2 3 2 0 0

2 3 2 0 0

2 3 2 0 0

2 3 2 0 0

0 0 0 0 0



Fill 1 Gtr. 6

   5

    5

4

2

5



     2

5

5

2

0

3

[A]

[Asus4]

      



        

[A]

[Asus2]

[D/F#]



  





0 2

   

And when you

say

  

  

  

  

  

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 3 2 2 0

                        -

dle

of

      

the

day,

I

 

3

     

[D]

                 

sound.

  

[G5]

   



 

0 2

0 0

  

   

0 2 2 2 0

0 0 2 2 0

 

see



my

name

in

the

mid -

 0 X 2

  

  

  

  

3 2 0 X 2

3 2 0 X 2

3 3 0 0 X 3

                I

           

    

[A]

swear



Rhy. Fig. 1

the

stars

come

  

  

  

  

  

 

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 3 2 0 0

[Bm]

[D/F#]

[G]

  



       

   



out.

And when you’re







0 2

  

  

  

3 2 0 X 2

3 2 0 X 2

3 3 0 0 X 3

     

  

  

  

  

  

  

  

  

  

  

  

  

  

  

  

2 3 2 0 0

2 3 2 0 0

2 3 2 0 0

2 3 2 0 0

2 3 2 0 0

0 0 0 0 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 0 0 0 0

  

3 4 4 2

3 4 4 2

3 2 0 X 2

3 2 0 X 2

3 3 0 0 X 3

4

0 0

To Coda

[D/F#]



  

Rhy. Fig. 2

  



in

the

back

  

  

  



3 2 0 X 2

3 2 0 X 2

3 3 0 0 X 3

hand,

  

  

X X X X X X

X X X X X X

  

  

X X X X X X

X X X X X X





  

  



my





  

  

  

3 2 0 X 2

3 2 0 X 2

3 3 0 0 X 3

  of



[G]

  

End Rhy. Fig. 1

  

  

X X X X X X

X X X X X X

  

  

X X X X X X

X X X X X X

mind I’m

just

  

  

  

3 2 0 X 2

3 2 0 X 2

3 3 0 0 X 3





          

   

  

my

Gtrs. 4 & 5 tacet

μ



hold - in’

[D/F#]

  



       

[G]



wait - in’

  

  

  

3 2 0 X 2

3 2 0 X 2

3 3 0 0 X 3

on

the

sun

  

  



X X X X X X

X X X X X X





  

  

X X X X X X

X X X X X X

to

go

  

7 7

12 12

End Rhy. Fig. 2



Interlude Gtr. 6 tacet

C5 [B5]

Ab5 [G5]

    

dow

Eb5 [D5]

  

-

Bb [A]



       

own.

  

Gtr. 7 (elec.)

C5 [B5]

The



sun to

Ab5 [G5]

  

  

go

dow





-

 



Eb5 [D5]

Bb μ [A]





own.

  

2. I

     

wan - na



mf *w/ clean tone & delay 1

8

10

10

10

*Set delay for quarter-note regeneration w/ three repeats.

 

Gtrs. 1 & 2



 

dist. off P.M.

2

4





 

P.M.

4

0 3

  let ring

3

                        P.M.  P.M.  let ring  P.M.  P.M.  let ring  P.M.  P.M. 

0

0 3

2

3

2 0

2

2

2

0

2

4

3

4

0 3

0

0 3

2

3

2 0

5

Verse Gtrs. 1, 2 & 4: w/ Riff A (1 1/2 times)

C5 [B5]

Ab5 [G5]

     







see

  

  

  



your

Gtr. 7

Eb5 [D5]



Bb [A]





brown



skin



Eb5 [D5]



  

    



C5 [B5]

  I

 



 

 

 

(For

the

first







  



10

10

10







in

the



shim - mer

8







be,

 

 

  

     

do

   Gtr. 7



to

you





ah,

 

  

the

the

first



Eb5 [D5]



one





time.

 



8

10





8

10

Bb [A]





who knows

8

10

8



10











just

a,

what

to



Gtr. 3: w/ Riff C Gtr. 5: w/ Riff B (last 6 meas.)

Eb5 [D5]



to









get

me

that



Bb [A]

  



smile.









 





Cm(addÊ) [Bm(addÊ)]

   









1

1

11 11



11



 



Ab% [G%]

 





   One

chance

of

Ebsus2 [Dsus2]



meet - in’,



  2

6

for

  

  



   

11

 





1

Gtr. 5



time.)

Ab5 [G5]





sun

Gtrs. 1, 2 & 4: w/ Riff B

C5 [B5]

Ab5 [G5]



Ab5 [G5]

  

got - ta

1

10

  



Bb [A]



C5 [B5]



   



you



Gtr. 7 tacet

    



Bbsus4 [Asus4]



were



  



  



walk - in’

by

me

on

the

Cm [Bm]

   



street

when

Ab5 [G5]



 

Bb [A]

   

I

 

said,







"Hi."

Cm(addÊ) [Bm(addÊ)]

   

And

that

Gtr. 3: w/Riff C

    





Ab% [G%]

was

the

be



  

Gtr. 7

   -

gin

-





in’

of

Ebsus2 [Dsus2]

   



Bbsus4 [Asus4]

heart

spin

 

my



  











-

 



nin’



like



Cm[addÊ] [Bm[addÊ]]

 

these







10

8

7

1

10

     



wheels

  



in



Ab% [G%]

my

    head







to

-





Bbsus4 [Asus4]



     (...to

-





night.

 It’s

  



gon

-





na

be





D.S. al Coda Ab5 [G5]

 a

 

night.)

Gtr. 7



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

10

 

Gtrs. 1, 2, 4 & 5

 2

 

Gtr. 6





P.M.

4





P.M.

4

0 3









let ring

3

0





 

 

 

 

 

 

0 0

0 3 2 2 0

0 3 2 2 0

0 3 2 2 0

0 3 2 2 0

0 3 2 2 0

0 3 2 2 0













 

  

0 3 2 2 0

3 3 0 0 X 3

(Gtrs. 4 & 5; cont. in slashes)



let ring

0

0

3

0 2

3



2

7

 Coda

Interlude Gtr. 6 tacet

μ

[Bm]

[G5]

 



Rhy. Fig. 3A







   

in’

on

the

sun

       wait -

 



   

to

go



Gtrs. 4 & 5

[D]



  

  









down.









Gtr. 3



5

  

  

  

X X X X X X

X X X X X X



[A]

[Bm]

                        The

  

sun

   

to

7

Gtrs. 1 & 2 Rhy. Fig. 3

go



  

3 4 4 2

3 4 4 2

3 3 0 0 X 3

         

   



  

7

   

  

5 7

6

7

  

3 3 0 0 X 3

2 3 2 0 0

       

End Rhy. Fig. 3A



oh.

5 7

  

[A]

Gtr. 3

    Gtr. 6 divisi

7

7

  

[D]

down,

  

  

[G5]



5

7

Gtrs. 1, 2 & 6



7

5 7

7

       

5 7

7

7

6

7

6

7

14

     

  

  

2 3 2 0 0

2 3 2 0 0

2 2 2 0

8

  

  

  

  

2 2 2 0

2 2 2 0

3 4 4 2

  

  

3 4 4 2

3 3 0 0 X 3

  

  

  

3 3 0 0 X 3

2 3 2 0 0

  

  

  

2 3 2 0 0

2 2 2 0

  

End Rhy. Fig. 3

  

  

2 2 2 0

2 2 2 0

Bridge Gtr. 3 tacet

[Cadd9]



Gtrs. 4 & 5

      The

            on - ly place

 

Gtr. 6

that I

[Em]

[A]

[Asus4]

wan

-

na

be

is

where you



are.

Gtrs. 1 & 2

     

     



than a

          

heart - beat a - way

6

4

4

2

2

is

              

   

just





6

[Em]



  

  

too

far.



’Cause an - y more

 

7

  



         

7

2 2 0

[G5]

    



  

   2 2 0



       

  



4

[Cadd9]

[A]

                                   



1 0 X 3

[Asus2]

  



     

[A]





       

2 7

      1 0 X 3

   0 0 X 3

  

  

7

7

7

7

7

7

7

(cont. in slashes)

2 2 0

9

Guitar Solo Gtr. 6 tacet

[Gsus2]

[A]

          Gtrs. 1, 2, 4 & 5

          

*Gtr. 8 (elec.)

17

       

1 1/2

17 15 17

17

[A]

12



1

12 10

12

12

8

 End Rhy. Fig. 4                   

        

Whoa.

f

w/ dist. 1 1/2

[Asus4]

                       

Rhy. Fig. 4

10 12 15

15

15

Whoa.





1

15

15

15

5

15

*Doubled throughout Gtrs. 1, 2, 4 & 5: w/ Rhy. Fig. 4

Absus2 [Gsus2]

   











  

Gtr. 8

 









1 1/2

17



  









Whoa.









Bb [A]









1 1/2

17

15

17

17

Bbsus4 [Asus4]

 





1

12

12

10

12

12

8

10

12

15

        1

13

15

15

17



1

16



18

Chorus Gtrs. 8 & 9 tacet

Bb [A]

   



      It’s

gon - na

8va

   

Gtr. 9 (elec.)



be



* w/ clean tone & slide

18 18

        Gtr. 8      1 16 18 18 20

 

10

  

   long

hot

    

sum - mer

and

Eb/G [D/F#]

       

we

should be

to - geth - er,

 

ah,

ah,



mp 18 18

*Vol. swell

a

Ab5 [G5]

16 16





20



               

               

7 5

7 4

Gtr. 4

7 5

7 5

7 5

7 5

7 5

7 5

7 5

7 4

7 4

7 4

7 4

7 4

7 4

7 4

Bb [A]

Cm [Bm]

           ah,

ah,

ah,

  Gtr. 1

Bb [A]







ah.

Ab [G]

  



All



  

       I

real - ly

want



is

more

      

  





 

w/ clean tone w/ pick & finger

3 2

           Gtr. 4

6 7

Eb/G [D/F#]

   

6 7

   than

6 7

6 7

6 7

6 7







this

mo

-

6 7



6 7

  

Bb [A]

ment right

        

0



7 9

7 9

 

6 7

6 7

6 7



6 7

7 5

7 5

7 5

7 5



 

 

 

 

 

 

 

7 4

7 4

7 4

7 4

7 4

7 4

7 4

6 7 0

  

7 5

Fm [Em]

Eb/G [D/F#]







7 5

  

’Cause when



0

   

4

7 5

7 9

 you

  

  

  

  

  

0 0 0 2 2 0

0 0 0 2 2 0

0 0 0 0 0

3 2 0 X 2

3 2 0 X 2

X X X X X

Gtrs. 4 & 5



7 5

  

w/ slight dist.

2

3

7 9

now.



0

       

Gtrs. 1 & 2



3 2

       

3 4

4

   

   

   

   

  

  

0 0 0 2 2 0

0 0 0 2 2 0

0 0 0 2 2 0

X X X X X X

3 2 0 X 2

3 2 0 X 2

11

Gtrs. 4 & 5: w/ Rhy. Fig. 1

Ab5 [G5]

Eb [D]

      









say

my

name

in

the

mid













  

  (Say

 

Gtrs. 1 & 2

   

my











 

-

dle

of

the

day,

I



   



Bb [A]





swear











I

see

the



 



name,

  

  

  

  

  

 

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 3 2 0 0

and

 

   



stars

come









 

you make the

 stars

 

 

 

 

  

  

  

  

  

  

  

2 3 2 0 0

2 3 2 0 0

2 3 2 0 0

2 3 2 0 0

0 0 0 0 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 0 0 0 0

Gtrs. 1, 2 & 6: w/ Rhy. Fig. 2

Cm [Bm]

  

   

Eb/G [D/F#]

  

  

out.

  



 

  Gtr. 6

12



And when you’re





come

Gtrs. 1 & 2

Ab [G]

 



 

  

Eb/G [D/F#]

 

hold - in’



my

hand,



Ab [G]

  



and

I



μ

   look

Eb/G [D/F#]

   

in - to

your eyes,



out.)

  

  

  

  

  

3 4 4 2

3 4 4 2

3 2 0 X 2

3 2 0 X 2

3 3 0 0 X 3

  

  

  

3 2 0 X 2

3 2 0 X 2

3 3 0 0 X 3



μ

0 0







  

  

X X X X X X

X X X X X X

  

  

X X X X X X

X X X X X X





  

  

  

3 2 0 X 2

3 2 0 X 2

3 3 0 0 X 3

  

  

  

3 2 0 X 2

3 2 0 X 2

3 3 0 0 X 3





   well

Ab [G]

 I

Outro Gtrs. 1 & 2: w/ Rhy. Fig. 3 (2 times) Gtrs. 4 & 5: w/ Rhy. Fig. 3A (2 times)

Gtrs. 4 & 5: w/ Rhy. Fig 1 (last meas.)

μ

      swear

Eb/G [D/F#]

  it

 

looks

a,

 

Gtr. 10 (elec.)

Ab [G]

 

like

μ

you’re

wait - in’

on



   

the

sun

to

go

down.

 

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







mf

9

9

   

 



The





   

sun

to

go

Cm [Bm]

   

Ab5 [G5]



down.

    



Eb [D]



   



Oh,

  

  



let ring







10

10

I

1 10





10

10

10 9

 oo.

Cm [Bm]

  

Ab5 [G5]

   

swear it looks, ah, like

Eb [D]





         Bb [A]

you’re

wait - in’ on the sun to

            

1

7

  



10

 





Bb [A]

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

7

Bb [A]

Eb [D]



   

Ab5 [G5]

   

7

   

7

Cm [Bm]

   

Oo,



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



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

w/ dist. 1

Bb [A]

Eb [D]

   





Ab5 [G5]



 

   

Cm [Bm]

go



 7

7

13

[G5]

[D]

[A]

                Rhy. Fig. 5A

*Gtrs. 4 & 11

[Bm]

[G5]

      

     

  



down.

[D]

[A]

                                

End Rhy. Fig. 5A

Oh,

 

Gtr. 10



whoa.

             



7

11

10

10 12

[Em]



15





   



    

1 1/2

0 0 0

15

12

12

10

0

Rhy. Fig. 5B          

Gtr. 5

7 8 7

7 8 7

5 7 7

5 7 7

X X X

X X X

5 5 6

  Riff D       

Gtr. 3

5 7

Rhy. Fig. 5

        

  

  

3 3 0 0 X 3

X X X X X X

2 3 2 0 0

3 3 0 0 X 3

*Gtr. 11 (acous.), played mf.

14

5 5 6

5 5 6

 

5

7

Gtrs. 1 & 2

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

7

  

X X X



5 5 7

5 5 7

5 5 7

X X X

    

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

7 8 7

7 8 7

 

5 7

  

  

  

2 3 2 0 0

X X X X X

2 2 2 0

7

  

X X X



5 7 7

5 7 7

  

5 7

7

6

7

  

            

2 2 2 0

X X X X

3 4 4 2

3 4 4 2

3 4 4 2

0 0 0

7

X X X



5 5 6



5 7

  

  

  

  

3 3 0 0 X 3

3 3 0 0 X 3

X X X X X X

2 3 2 0 0

7

  

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

End Rhy. Fig. 5B

5 5 6



5 5 6

X X X

5 5 4

5 5 4

3 5 4

X X X

       

End Riff D

5 7

7

7

6

7

6

4

End Rhy. Fig. 5

  

  

  

2 3 2 0 0

X X X X X

2 2 2 0

  

  

  

   

2 2 2 0

X X X X

0 0 0 2 2 0

   

   

      

0 0 0 2 2 0

0 0 0 2 2 0

0 0 0

Gtrs. 1 & 2: w/ Rhy. Fig. 5 (3 times) Gtr. 3: w/ Riff D (2 times) Gtrs. 4 & 11: w/ Rhy. Fig. 5A (3 times) Gtr. 5: w/ Rhy. Fig. 5B (3 times)

Ab5 [G5]

Eb [D]

        

Bb [A]

  

Oh,

Cm [Bm]

     

Ab5 [G5]

  





Bb [A]



oh.

  

Eb [D]

 



      



 

Wait

 

-





 

in’

Fm [Em]

      on

the sun

to

go



     Gtr. 10                        (Ah.)

12

15

12

Ab5 [G5]

 





1 1/2



10

Bb [A]



   



 fdbk.

11

    

down.



10

Eb [D]

       



12

10

10

10

Cm [Bm]



17



10

Bb [A]

   

 

       

12

14

1

17

17

15

15

5

Fm [Em]



Eb [D]



Oo.

        14

15

17

16

16

  

Ab5 [G5]

  



1

17



Ab5 [G5]

  

 



16

Eb [D]

 

 

9

15

14

Bb [A]



14

15

14

17

Cm [Bm]  



17

 

 







                                    3 1/2     (Ah.

15

14

 

14 15 14

17



15

14

14

16

16



Gtr. 3



19



14

14

 



7

7

5 7

16



16



5

16



19

12

12

 

     

7

7

5 7

6

7

6

7

15

Ab5 [G5]

Eb [D]

     

Bb [A]

 





Ah.)

  



1





1

9



1

9

  





1

9

 







1

9







 1

1

9

10

9

10

11

12

5





5

7

7



1





7

7

 



5

7

7





   

9





 



1

8



 

   

  

7



Fm [Em]

7

7







5

7

5

 7

Gtr. 2: w/ Rhy. Fig. 5 Gtrs. 3 & 10 tacet Gtr. 4: w/ Rhy. Fig. 5A Gtr. 5: w/ Rhy. Fig. 5B (2 times) Gtr. 11: w/ Rhy. Fig. 5A (2 times)

  

Ab5 [G5]

Eb [D]

Bb [A]







Cm [Bm]

    

Ah, hey,

Ab5 [G5]

Eb [D]

   



Bb [A]

  



  

Mm,

[G5]

[D]

Ab5 [G5]

  



Cm [Bm]





[A]

         

Gtr. 5

16

5 7 7

X X X

Eb [D]

I

Bb [A]



love to think a - bout you.

Fm [Em]



5 5 6

[Bm]

[G5]

5 5 6

X X X

5 5 7

5 5 7

5 5 7

[D]

[Asus2]

       



  

  

  

  



  

ly - in’ here, ah, think - in’ ’bout

           5 5 6

    

  I

I’m just

5 7 7



mm.

sleep.

X X X

 



Fm

[Em]     

Oo,

Ab5 [G5]

                           

7 8 7

Bb

[A]  

ay.

Gtr. 11

7 8 7

Eb [D]

X X X

you.

                 7 8 7

7 8 7

X X X

5 7 7

5 7 7

X X X

5 5 6 7 0

     

 

 can’t

from Keith Urban - Be Here

Making Memories of Us Words and Music by Rodney Crowell

Intro Moderately q = 104 *E

    

G#m7

    

Gtr. 1 (acous.)



 



mp

 

    



Asus2

     



       

w/ fingers let ring throughout

0



2

0

1

0 1

2

2

0

0

1

1

2

4

0

4

0

4

4

4

4

0

4

2

2

0

2 2 4

Riff A

2

End Riff A

         

Gtr. 2 (elec.)



    

7

9





7

6

mp



    



w/ clean tone



9

11

9

9

9

11

9

9

7

7

9

7

*Chord symbols reflect implied harmony.

Gtr. 2: w/ Riff A

E

  

G#m7

Gtr. 1



 

 

  

2 2 0

1

0 1



 



2

0 2 0

1

    0

0 1

0

        4 4

4

4

4 4

4

A'9

    2 0

0

     2

2

2

4

2

Copyright © 2004 Sony/ATV Music Publishing LLC, BMG Gold Songs and We Jam Writers Group All Rights on behalf of Sony/ATV Music Publishing LLC Administered by Sony/ATV Music Publishing LLC, 8 Music Square West, Nashville, TN 37203 All Rights on behalf of BMG Gold Songs and We Jam Writers Group Administered by BMG Rights Management (US) LLC International Copyright Secured All Rights Reserved

1

Verse

Gtr. 2 tacet

              

    

E

1. I’m gon - na

   Gtr. 1

be

Riff B

0 2

you, ba

-

   

 



here for

B

0

1

4

4

4

2

    

I’ll

     

1



be

a

of

my

 

 



man

word,





0

4



Gtr. 2

         



by.



0

E/G#

4

2

6

7

4

6 4





 pp

 5 4

  

Asus2

  







 

     0

0

  



2

guage in

2

2

0

1

2

a

voice

C#m



B

1

A

4

X X X

5



4 4 4 2

X X X

2 2 2 0

          2 0

0

2





    4

-

er



4

wan - na sleep

 

 0

2

2

0

2 0

 

mp

 0 5 4

2

nev

4

            





   Gtr. 2

6

6

have

 

E

I

             

you

4

2

heard.

  

that



0

       Gtr. 1

      

  

0

0

2

-



 



B

      

speak the lan

Gtr. 1



E

1

with you



 0

for -

 1

  

B'11

E/G#

    





ev - er,

  

0 2

4

4

4

    



  

and

     



A'9

4







wan - na

die

in

your

 



 arms



0

E

0

7

4

6

6



        in a cab - in

  







1 0

  



4

2

by

0

1

2

0

1

2



  

2

1

4

2



0

4

B

C#m

    

 

a mead - ow where the wild

   

2

2

0





   

4

       



let ring

0 5 4





0 4

     



I

      

2

4

4

4

  4

2



  

bees

    

4

B

2

A







swarm.

          

4

6

6

  

5

X X X

4 2

    

5

7

4

      

2 2

0

 

let ring

4

 

End Riff B



2

4

2

2 2

4





6

0

3

Chorus Asus2



   

 





And I’m gon - na

love

 



2 2





X X



     

2

0 0 1

0 0

   And

I’ll



          0

 2 2 0

    

X X

  0

4

earn

your

trust, mak -

   

  

0 0 2 2 0

0 0 2 2

  

let ring

2

    

C#m

 

       



B

0 0 4



6

-

y

5 6 2





4

2

you.

      0 0 2

0 0 2 2 0

0 2 2

     of

  

4

     

 

 

X X X

0 0 1 2

End Rhy. Fig. 1

        0 0 1

0 0 1 2

0 0 1

0



  

2

4



1

E

in’ mem -’ries



 E

loves





2

  

no - bod

0 0 2 2 0

0

Asus2





 0 0 2 2

   

    

  



  

  

0 0 2 2 0

0 0 1 2

0

   

   

 



like

       

2 2

0





X X

 





you

Rhy. Fig. 1

0

  

   

Asus2







 E

  





us.



       0

4 4

2

1



3

    

0

0

1

2

2

2

1 2 1

0



0



1 0

2

2

  



4

2

Verse Gtr. 1: w/ Riff B

Gtr. 2 tacet

E

B

              2. I

  

wan - na hon - or

E/G#









your moth - er,

  

and

Gtr. 2







I

       wan - na

learn

from your

pa.





pp

2

Asus2

  



E

          





I

wan - na steal

E









    Gtr. 2



  

I

a

out

in

 

bad

             wan - na stand

C#m

    

your at - ten - tion like

  

And

B

a

B

  

out

-

   

A



law.

B'11

crowd

 

for you,

 



  





7

9

7

5

4

  



5

7

mp

4

E/G#

   

     4

A'9



 

  

a

man

 



7

3

  

E

 

a - mong

men.





5

4





            I

wan - na make

  



  

 

5

7

7

7

9

your



world



5

5

          B

bet - ter than

it’s

   

ev

    

-

er

  

C#m

  

B



A



been.

    

Riff C



End Riff C





let ring

4

0

5

4

4

4

Chorus

         

Gtr. 1: w/ Rhy. Fig. 1

   

Asus2

And I’m gon - na

E

love

   



  

 

  



Asus2





   



1

0

2



0 0 2 2 0

loves



I’ll

  

0 0 2 2 0

      

             

    

earn

of

C#m

your

B

E

trust, mak - in’ mem -’ries

  

    

0 0 2 2 0

0 0 2 2 0

           5 6 6

4 5 6 6 4

4 4 4 2

5 6 6





 0 0 2 2 0



4









you.

    



2

4 4 4

2







us. End Rhy. Fig. 2

            

   

   

   

   

   

0 0 1 2 2 0

0 0 1 2 2 0

0 0 1 2 2 0

0 0 1 2 2 0

0 0 1 2 2 0

0 0 1 2 2 0

4 4 4

2

1

0 0 1 2 2 0

0 0 1

0



     2

4

  2 1

0





2

   

   

   

   

0 0 1 2 2 0

0 0 1 2 2 0

0 0 1 2 2 0

  

 0

1

2

2



mf



w/ clean tone

2

6



let ring

2

Gtr. 2

  

y

0

  

E

0





     

Gtr. 3 (elec.)

-

 

0

Rhy. Fig. 2

0 0 2 2 0

no - bod

let ring



      

      

  



 

4

And Gtr. 1

  

like



   

 



you



0 0 2 2 0

Asus2

2

Bridge

        

   

G#m

We’ll fol - low the



  

C#m

rain

-

Riff D Gtr. 4 (12-str. acous.)

            

Asus2





bow

     

wher - ev - er the

   

mf

E

  

            four

   

winds





blow.

End Riff D



     



 



    

let ring throughout

6

4

4

Rhy. Fig. 3

   

   

   

4 4 4 6 6 4

4 4 4 6 6 4

Gtr. 1

4

4 4 4

4 5 6

6

 4 4 4 6 6 4

   

4 5

   

   

   

  

  

  

4 4 4 6 6 4

4 4 4 6 6 4

4 4 4 6 6 4

4 5 6 6 4

4 5 6 6 4

4 5 6 6 4

       

5

  

4 5

0

5

4 5 6 6 4

2

0

0

2

  

     

0 0 2 2 0

0 0 2 2 0

  

      0 0 2 2 0

0 0 2 2 0

0 0 2 2 0



  

 





5 6 6

4 4 6

4

0

 

       Gtr. 3

4

2

2





6

2

1

0 0 1

   

   

   

0 0 1 2 2 0

0 0 1 2 2 0

2

  

     

0 0 2 2 0

0 0 1 2 2 0

0



    



let ring

1

0

2

End Rhy. Fig. 3A







2

End Rhy. Fig. 3

  

  

Rhy. Fig. 3A

Gtr. 2

5

0



  

4

1

0

2

2



0

0 2



6

Gtrs. 1 & 2: w/ Rhy. Figs. 3 & 3A Gtr. 4: w/ Riff D

G#m

   



 

  

 

And there’ll be

   Gtr. 3



a

   



C#m

Asus2

  

new





day



 

4

 

6

4



  com - in’

    5

4

6

4

   your

   7

7

Gtr. 2: w/ Riff C

B'4

   

3

   



   way.

   



Gtr. 3













 pp

9

9

   Gtr. 1





4

2

   Gtr. 4





4

2

7

7

7

7 9







0 0

4









0 0

4





0 0

4





4 2

2













0 0

4



4 2

2



4



4





  

4 2



2



2

4



4 2

Verse Gtr. 1: w/ Riff B (1st 7 meas.) Gtrs. 3 & 4 tacet

E

      Gtr. 2

be

here

for

E/G#

  

you from

now

on,





 pp

 0 0 4

8



     this you



 

  



3. I’m gon - na

B



             

know



some

-

how.

Asus2

E





  



 



 

You’ve been

  



stretched

 

*p

B







  

to



 

    

the

its,

lim -

 



12

11

but

it’s

  



all

right

  



mp

let ring

12

12

12

12

*Vol. swell

Gtr. 1: w/ Fill 1

C#m

B

         





E











           

And I’m gon - na make

  











 

2

4

you a prom - ise.





9

B'11





now.

let ring

9

Gtr. 1: w/ Riff B (last 8 meas.)

A

E/G#







    1

Fill 1 Gtr. 1







If

there’s

life



1

   

 af

-

ter



 





2

4

4

6

 this

            3

2 2 2 0

0 0

2

2

4

2

4

2

0

9

Gtr. 5 tacet

A'9

    





E

B

          

    

I’m gon - na be

        

 

Gtr. 5 (acous.)

there

to

meet

you with a



   

warm,



wet



mf

w/ fingers

0

1/2

2

4

4

0

4

0

0

   Gtr. 2



4

C#m

    



  





2

4

6

4

B



A





4



kiss.

     Gtr. 2



   Mm,

 

 



 

  





hm.





let ring

4

  

Gtr. 6 (elec.)

5

7

4



6





 

mp









2

4

w/ slight dist.

2

10

4

2

Chorus Gtr. 1: w/ Rhy. Fig. 1

Asus2

   

            And I’m gon - na

   E

love



you

like no - bod

  





1



0

2

-

y

  

    

loves

   



  

0 0 2 2 0

2









you.



 7 0 6

    



E



   

              

Asus2

       

4



2

 

2 2

2

1

Gtr. 1: w/ Rhy. Fig. 2

Asus2



   

    

And

  

   

I’ll

  

let ring

0

   

2

2

0

    

C#m

earn

trust,

B

E

       

your

 

-

in’ mem -’ries

        let ring  let ring

2 0

mak

4

6

6 4

2



4

 

  

of

us.





  



Whoa,



 

0

2





4



   

4

 

    

1 7

7

5

7 4

4

6

4 6

2

4

2

11

Gtr. 1: w/ Rhy. Fig. 1 (1st 3 meas.)

   

I’m

  

        gon - na

E

 

   

love







you





Asus2



   

Asus2



4

like

 



5

0

  

 

4

0

4

no

   -

bod - y





2

0



   

0

  





 

     





1

0

0 0

2

2

5

9

10

12

12

12

 9

Gtr. 6 tacet

E

   

  

 

  

loves

you.

0 0 1

0 0 1 2

 





7

5

4

0 0 2 2 0

0 0 2 2 0

0 0 2 2 0

0 0 2 2 0

0 0 2 2 0

 





12

4

6

  

let ring

4



  

  0 2 2

2

in’ mem - ’ries



  

0 0 2 2 0

-

4 5 6 6 4

  

0 0 2 2 0

mak

  

  



   

0 0 1

  

trust



0 0 1 2

  

your



X X X

       

win

3



 

I’ll

           

   

B





  And

0

Gtr. 2



C#m









  



   Gtr. 1



Asus2



  4 4 4 2

of

Outro Gtr. 2: w/ Riff A (1st 3 meas.)

       E







  



us.

   Gtr. 1



0

0

0

1

A





0

0

1



2

4



 

E

hoo,

Gtr. 1

2

5

4

2

  

hoo,

           0

2

    

1



0

0

1

9

G#m7

0

-

6

2

0

0 1

    

7

9

9

11

E'9





9

9



7

 

by.

4

4

4 4

rit.

4

4

4

       2 0

 4

2

2

0

2

4

 

  1/2

4

6

      0 0 1 4 2 0

     

 

   

0

  

 

4

9

11

rit.

            rit. 4

1





A

     



 

ba -

0

    

7

   



oh,

   

2

0

1



4

oo,

 



 

0 Gtr. 2

4



4

  

  

   

0

1

2



   ho,

0

oo,

4

 

 



0

   



Oh,

       1

G#m7

0 0 1 4 2 0

13

from Keith Urban - Get Closer

Put You in a Song Words and Music by Keith Urban, Sarah Buxton and Jedd Hughes

Drop D tuning: (low to high) D-A-D-G-B-E

Intro Moderately fast q = 134

   

* G/D





D







 



Hey, Rhy. Fig. 1 **Gtrs. 1 & 2

   

Gtr. 1 (elec.)

End Rhy. Fig. 1

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

 

mf



w/ slight dist.



3 2 0

14 14

3 2 0

3 4 0

3 4 0

3 2 0

3 4 0

4

7

4 0

3 2 0

3 4 0

3 4 0

0 0

10 10 11 14 11 9 11 0 0 0 0

10 9 0

10 10 9 11 0 0

10 10 9 11 0 0

**Composite arrangement; Gtr. 2 (elec.) w/ slight dist., played mf.

  

Gtr. 3 (elec.)













 

mf w/ slight dist.



14 14 *Chord symbols reflect implied harmony.

Gtrs. 1 & 2: w/ Rhy. Fig. 1

G/D

   

  

hey,

Oo,

Rhy. Fig. 2

3 2 0



ay.

              Gtr. 3



  

3 4 0

3 2 0

3 4 0

      3 2 0

3 4 0

 

      

4

7

4 0

3 2 0

3 4 0

  oh,

D

    

  



whoa.

 

1. Well,

here

End Rhy. Fig. 2



           2 0 0

4 0 0

2 0 0

4 0 0



     2 0 0

4 0 0

 

           

4

7

0 0

4 0 0

2 0 0

4 0 0

  0 0

Copyright © 2010 MARY ROSE MUSIC, WE’RE GOING TO MAUI MUSIC, TILTAWHIRL MUSIC and BAMBATOWN PUBLISHING, a division of CARNIVAL MUSIC GROUP All Rights for MARY ROSE MUSIC and WE’RE GOING TO MAUI MUSIC Controlled and Administered by SONGS OF UNIVERSAL, INC. All Rights for TILTAWHIRL MUSIC and BAMBATOWN PUBLISHING, a division of CARNIVAL MUSIC GROUP, Administered by BLUEWATER MUSIC SERVICES CORP. All Rights Reserved Used by Permission

0

1

Verse Gtr. 3 tacet

G

you come a - gain

   Gtrs. 1 & 2

 

  



and you’re look - in’ so

 

  

 

X X X X

X X X X

X X X X



   Gtr. 3

fine. You don’t

 

  

 

X X X X

X X X X

X X X X





       

 



      

D/F#

no - tice me,



but it’s

 

  

 

X X X X

X X X X

X X X X



     

all

right.



 

  

 

X X X X

X X X X

X X X X

I’m just





a



0

G

      guy

    

 

who wish - es that

   Gtrs. 1 & 2

    

I

 

  

 

X X X X

X X X X

X X X X

Bm

could be your man



some

 

  

 

X X X X

X X X X

X X X X

   

  

  -

day.

  

Oh,



  



oh.

 

  

 

X X X X

X X X X

X X X X

 

Yeah,



a

         7 7 7 9

7 7 7 9

Gtr. 4 tacet

G

  

pic - ture paints a thou - sand words,

   Gtrs. 1 & 2

     

Gtr. 4 (acous.)

 mf

 5 3 0 0

2

 

  

 

X X X X

X X X X

X X X X

     

it’s



   

true,

          

         

D'9/F#

but it’s still

 

 

       

X X X X

X X X X

X X X X

5 3 0 5

5 3 0 5

5 3 0 5

not e - nough for how I



 

  

 

X X X X

X X X X

X X X X



         feel a - bout



you.

I wan - na

 

 

 

X X X X

X X X X

X X X X



   5 5 7 7

5 5 7 7

5 5 7 7

 

Em7

      Gtrs. 1 & 2

X X

X X

a mel - o - dy,

I

    

  X X X X

X X

X X

X X X X

got - ta set you to

 

 



X X

3 X X

0 X X

X X

            let ring  let ring 

3 3 0 2 X 2

3 0 2 X 2

3 0 2 X 2

3 2

Rhy. Fig. 3

      let ring

0 0 X 4

5



  

      

    

3 0 0

0 0

3 0 0 X 5

0 0

0 0

G5

 





  3 3 0 0

 

 

 

3 3 0 0

3 3 0 0

3 3 0 0

ev - er I’d

    go, I’d have you

     

  

     

3 2 0 X 4

2 3 2 0 X 4

2 0 X 4

3 2 0

    3 2 0 X 4

if

I

2 2 2 0

2 2 2 0

2

4

3 2 0 X 4

2 2 2 0

2 2 2 0

there with me.

You’d be

3

3

2

2

2

 

0 0



14

       

          

3 2 0

3 2 0

3 2 0

3 2 0

1/2

2 0

4

2 0

2 0

4

3 2 0 X 4

0 0 X 5

0 0 X 5

re - peat,

 

5 3 0

how

hap - py

I’d

be.

   

 

  

  

   

5 3 0 0

5 3 0 0 X 5

5 3 0 0 X 5

5 3 0 0 X 5

  

  

  

5 3 0 0 X 5

5 3 0 0 X 5

5 3 0 0 X 5

5

To Coda

            

Em7

right

A





where you be - long.

   

  

  

  

   

 

  

     

4

2 3 2 0 X 4

3 2 0 X 4

3 2 0 X 4

3 2 0 X 4

0 2 X 2

0 3 0 2 X 2

0 3 0 2 X 2

0 3 0 2 X 2

0 0

  

Gsus2

 

love

End Rhy. Fig. 3

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

 

I

1/2

play,

17

  

shout it out.

0

    

0

    

in my

         3 2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

down all the win - dows and

G5

            

3 2

      

can press

               

5

    

0

D/F#

 

3

2

3 2 0

      

Whoa,

 

2

f

D5

roll

0

         

1 hold bend

3

    0

A

girl.

D/F#

loud,

5

       this

turn you up

1 hold bend

  

A7

I wan - na put you

  

G5

and

groove.

       



  

                 and drive

a

  

A

  

 Chorus

car

  

       

       put you in

G



Wher -

0

0

      

I wan - na put you in

a

     

  

  

  

  

  

   

0 3 0 2 X 2

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

0

3

Interlude Gtrs. 1 & 2: w/ Rhy. Fig. 1 (1st 3 meas.) Gtr. 3: w/ Rhy. Fig. 2

    



G/D

 





song,

  



    Gtr. 1

11 0

    Gtr. 2

11 0

 

        14

11

0

 

11 0

10 9 0

14

0

11 0

9 0



oo,

whoa,

I’d



10 11 0

sing

    4 0 0

       

4

7

4 0 0

2 0 0

 yeah.

 

a - bout your smile

1/2

6





and your

1/2

6

1/2

6

     pret - ty

6

eyes,

  

1/2

6

blue

  the

 



1/2

7

6

          P.M. P.M. P.M. mf

way

7

          P.M. P.M. P.M.

11 0

 

0 0



D

       

14 Gtr. 3



    

 





Verse G

mf

       

11

 

   2. Well,



5



5

5

5

5

5

5

5



4 0 0

5

5

5

5





5

5

5

5



2

Gtr. 3 tacet

D/F#

  



  





  





     your hair

shim - mers

in

the

sun

 -



It

 



 



would

be

so

eas

-









5

5





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



  



light.

Gtr. 1





y;

let ring 1

3

6

 

G

2

Gtr. 2

4

P.M.





4

4





P.M.





4

4

4





P.M.







  

4

4

4

4

4

4

P.M.









4

4

4

4







P.M.





4

5

5

5

P.M.





P.M.





5

5

5

  





write

it

   I’ll

just

  



let ring

   

  

 

from



Bm

my







heart.



 *w/ delay

 





7

  

 

’Cause

I



 





let ring

9

2



12

12 9

4 *Set for quarter-note regeneration w/ 1 repeat.

 





P.M.

5

 





P.M.

5

5

5

      



  P.M.

5

5

 

got - ta tell the world





5

G

 



what you

    

P.M.

5

9

mean



         P.M.  P.M. P.M. 5

5

5

5

5

5

5

5

9

9

  wrap you

 

5





     

5

5

5

5 3 0

5 3 0

9

9

5

5

9

D/F#

  P.M.

9

9

9







  

P.M.

9

9

9



     

  

up

in

you’ll

be





 



 

a mel - o - dy so

  

P.M.

4

4



 3 2

3 2 4

5

  P.M.

5 3 0

5

5





P.M.

         P.M.  5



P.M.

9

3 4

3 4 5

 



to me,

P.M.

12



    



delay off



4

4

4

4

4

4

4

4

4

9

9

      stuck in

my

        5 3 2 0 0

4

         P.M.  P.M.



P.M.

9

3 2

P.M.



5 3 2

5 3 2

         P.M. 

P.M.

4

4

4

4

4

4

4

2

5

D.S. al Coda

Em7

head

all



day

 



 

    

’cause you’re al - read - y there



A

an - y

-

way.

 







f let ring



 

        P.M. P.M.  P.M. 

  P.M. 

 



     let ring

       P.M.

f let ring

2

2

2

2

         

G

 Coda

2

2

2

2

2

0

A

 

a

2

2

    

2







I wan - na put you in my

        

 

 

 



3 2

3

3

2

2

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

     let ring







2 2 2 0

2 2 2 0

2 2 2 0

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

1 hold bend

3

3

2

2

3 2

3

3

2

2

0



2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0



song.

2 2 2 0





 



Woo!



2 2 2 0

A5



I wan - na put you in

2

2

1 hold bend

3 2 2

3

2





are.

1 hold bend

3





Yes, you

1 hold bend

3 2



  





  

     

        

G

And







 



(Oo,

        

       

         

2 2 2 0

14 14 14 14 14 14 14 14 14 0 0

3 2 0

        

       

         

2 2 2 0

14 14 14 14 14 14 14 14 14 0 0

3 2 0

Gtr. 2

2 2 2 0

2 2 2 0

Gtr. 1

2 2 2 0

6

2 2 2 0

              

  

    1/2 hold bend

3 4 0

3 4 0

3 2 0

3 2 0

3 4 0

3 4 0

3 2 0

3 4 4 7 0 0

4 0

3 2 0

3 4 0

               3 2 0

3 4 4 7 0 0

4 0

3 2 0

3 4 0

7

6

1/2

6

6

              2 0

0 0

0 0

0 0 X 5



0 0 X 5

      6

6

4

2 2 0

        0 0 X 5

0 0 X 5

0 0 X 5

2 2 0

Interlude

A

Em7

if

 

I

get

       

 

it right,

 

  



ev - ’ry - bod - y will be sing - in’ a - long.

 





 





   



      

A5

Oh, yeah.

And when they

 

 



ah.

    

  

   

  

   

2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

Gtrs. 1 & 2

A

 

see you on the street

   

  

2 2 2 0

2 2 2 0

  

     2 0



5

4



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

0 3 0 2

“Hey!





0 3 0 2

0 3 0 2

0 3 0 2

    

0 3 0 2 2

2

Gsus2



say,

Oo,

   0 3 0 2

          Ain’t



 

they’ll

  



         

  

you the girl

in that

  



2 0

5

D/F#

  

song?”







4



hey!)

 

Gtr. 5 (elec.)















 

f w/ slight dist. 1

10

10

 

Gtrs. 1 & 2

 

  

2 0

2 2 2 0

            2 2 0

2 2 0

2 2 0

      2 2 0

2 2 0

      2 2 0

2 2 0

2 2 0

     5 3 0 0 X 5

  

   

    3 2 0 X 4

7

Guitar Solo G5

Gsus2

   



Gtr. 5

1

10

 







10

 

 

3 3 2









1

10

Gtr. 1



1

10

 

  

          1

10

  



10

 













1





  

1

1

14

12

10

9

17

15

13

12

 



3 3 2

3 3 2

3 3 2

3 3 2

 1

     







12 15

 

3 3 2

3 3 2

X X X

10

10

12 15

D/F#



3 2 0

  

 

3 2 0

3 2 0

5

  Gtr. 2

      P.M.







   

   

         P.M. P.M.



5

5

5

5

5

5

4

4

P.M.

5

5

5

     

5

5



   3 4

10 12

12



3 2 0

 

 

P.M.

3 2 0



      2 0

4

4

3 2 0

5

4

4

4

4

4

10 11

4

4

10 11

4

10 11

   

4

4

1

1/2

8 9

7 7

8 9

10 11

10 11

10 11

      

     3 2 0

3 0

3 0 0

3 0 0

  

     

  

3 0

3 0

4

           1

10 11

4

10 11

1/2

10 11

10 11

10 11

8 9

7 7

    

 

3 2 0

3 0 0

  

      

3 0 0 X 5

3 0 0 X 5

3 2 0

5

   5

4

Gsus2

1

5

4

P.M.

8

5

           

0 0

       

4

5

1/2

10

 

5

G5

1

   

5

5

5 3 0

 



  3 3 0

5

X X X

X X X

A

            

 





-

na

put









I

wan





1/4

10

7

10

7

10

7

8

7

9

7

7

9

7

    

  

  

  

  

4 4 2

2 3 4 4 2

2 3 4 4 2

2 3 4 4 2

2 3 4 4 2

    

  

  

  

4 4 2

2 3 4 4 2

2 3 4 4 2

2 3 4 4 2

7



1/4





you

in

my





1/4

1

7

8

8

8

8

 

 

 

 

 

 

 

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

  

  

 

 

 

 

 

2 2 2 0

2 2 2 0

2 2 0

14 14 12

14 14 12

14 14 12

14 14 12

5





  



  









 

Bm



0 3 4 2

Chorus Gtrs. 1 & 2: w/ Rhy. Fig. 3

    

G5

car





   



and drive,







turn

you

up

     Gtr. 5

 8







   



loud,

 



5

10

 

D5

roll



10



  

10

10

12

down







all

the

 

 



win - dows and



12

9

      shout

it



out.

   I’m

  Gtr. 5

in

3





with

this



G5

love





      

      

A



girl.

Yeah,

  



   

 

if

  

I

could

press

  

1

15

 

 

  

0 0 X 5

3 3 0 0 X 5

Gtrs. 1 & 2

            1/2

4

Half-time feel Em7

1/2

2 0

        play,

2 0

   

re - wind

2 0

4

   a

   Gtr. 5

0 0

    

  

  

D/F#

 



cou - ple mil - lion times,



15

  

  

  

3 3 0 0 X 5

3 3 0 0 X 5

3 3 0 0 X 5

15

14



  

  

  

     

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

      

14

   

i - mag - ine for the mo - ment that you’re







 



*p



5

all

mine.

Ev -’ry





 

mp

9

9

*Vol. swell

  Gtr. 1



   

         

0 3 0 2

0 3 0 2

0 3 0 2

 



0 3 0 2

0 3 0 2

0 3 0 2



0 3 0 2

  

  



0 3 0 2 2

10

 

   

         

2 0

0 3 2 0

0 3 2 0

0 3 2 0

4

2

Gtr. 2

       

 

w/ RotoVibe

3 2 0 4

  

2

          

1

14

4

0 3 2 0

night

      

                           

End half-time feel



G5

I’d drive you

 

A5

home,





 

μ

if

I

could put

you

in

a,

  

let

me

put

you

in

this



 

 

1

10 12

10 12

17

       

  

 

 



 



   



2

3 3 0

3 3 0 0 X 5

      

0 0

2 2 0

2 2 0

 

 

14 14

17









RotoVibe off

3 3 0 0 X 5

2 2 0

2 2 0

Interlude Gtrs. 1 & 2: w/ Rhy. Fig. 1 (2 times)

        G/D







song.

           

Gtr. 5

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

1 1/2

7

D

  

  

Ay,



ay,

  

 

1/2

9

1

9

7

9

  

 

eah.

   7

11

  

       

 Uh,

let

me

put

you

in

   

G/D

a

  

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







song.







 



2

  





D

song

a

-

   





bout

you,

  



-

Whoa,

a

2







Yeah,













1









 1

8 9



yeah.

1

7

2

lit - tle

2

by.



pret - ty

   

 

  

ba

       



1

0

7

   

9 10

10 11

Outro-Guitar Solo Gtr. 2: w/ Rhy. Fig. 1 (1 1/2 times)

G/D

  

  



 



Oh,

    Gtr. 5



















 









12

12





















    

12

12

12

  

  

oo,

oo,

12

12

 

 

   

 

3 0 0

3 0 0

3 0 0

3 0 0

3 0 0

3 0 0

12

 

12

12

12



  oo.

        

1/2

    

12



1

12

Gtr. 1





oh,

1

12

D

12

12

12

12

11

11

9

11

9

 

 

 

          

 

 

 

 

 

3 0 0

3 0 0

3 0 0

3 0 0

3 2 0 0

3 2 0 0

3 2 0 0

3 2 0 0

3 2 0 0

3 2 0 0

3 0 0

3 3 0 0 0 0

G/D









  



Oh,

       7

3

2

            3 2 0 0



1

 

             

 

       

3 0 0

3 3 0 0

3 0 0

3 3 2 2 0 0

12

14



12

3 3 3 2 2 2 0 0 0

10

              

12

3 0 0

12

3 0 0

12

10

12

      3 0 0

3 0 0

  



1

     

   

 1

1

7

9

10

12

10

12

13

15

3 3 0 0

10



12

      3 0 0

3 0 0



3 0 0

17

17

15

14

 

             

7 X 5

7 X 5

9 X 7

               

 

             

7 X 5

7 X 5

9 X 7

4 X 2

     

4 X 2

4 X 2

4 X 2

4 X 2

6 X 4

6 X 4

6 X 4

6 X 4

6 X 4

6 X 4

7 X 5

7 X 5



1

                4 X 2

Gtr. 2

10

yeah!

G'9

    

 

10

oh,

14 12 10

12



    

0

Gtr. 5

Gtr. 1

   

3 2 0

3 2 0

3 2 0

3 2 0

 

 



     

9 X 7

9 X 7

9 X 7

9 X 7

11 X 9

11 X 9

9 X 7

9 X 7

7 X 5

7 X 5

6 4

6 4

14

16

     3 2 0 X 5

   4 X 2

13

from Keith Urban - Keith Urban

Roller Coaster Words and Music by Keith Urban and Matthew Rollings G5

D

C

Bb

G/B

F

Eb

C/E

D5

6fr 2

34

132

32 14

1333

1

34

134211

1333

32 1

13

A Fast h = 150 * G7sus4 Riff A Gtr. 1 (elec.)

       







  

 







 





6

6

6

6

6

f w/ clean tone & wah-wah let ring



0

5

3

3

**

6

 

*Chord symbols reflect implied harmony.



 

** = closed (toe down); = open (toe up)

 







0

3

5



3

5



6

        3

1

X

X

1

0



1 1/2

6

let ring

0

 

 

8

8

       3







let ring

3

6

3

        2



1

3

0

3

2

End Riff A





























3







3







3





6

6

6

6

6

6

6

6

6

6

6

       

       

0

0



0 1

1

1

0

1

1

1

1

1

Copyright © 1999 SONGS OF UNIVERSAL, INC., GUITAR MONKEY MUSIC and ZESTY ZACKS MUSIC All Rights for GUITAR MONKEY MUSIC Controlled and Administered by SONGS OF UNIVERSAL, INC. All Rights for ZESTY ZACKS MUSIC Administered by ATLANTIC MUSIC CORP. All Rights Reserved Used by Permission

1

0

1

1

1

1

B





* G5 Rhy. Fig. 1 Gtr. 2 (acous.)





mp



         

Gtr. 1

 

      

3

3

5

6

8

6

7

7

5

3

3

5

4



      P.M.

wah-wah off

0





5

3

4

5

 







       

3

4

5

3

1

1

3

2

  

3

*See top of first page of song for chord diagrams pertaining to rhythm slashes.







         

G5



  

 

3

3

5

6



8



5

3

3

5









7

4

     

3





  





5

4



0

5

7

C

0

7 9

5 7

7







       

  



    

       

5







      

6

7





0





D



 

7 9

  



  

5 5

12 12

12 12 10

   

1/4

5

6

7

7

5

3

5

5

3

1







     

G5





0

3

5 5

3



3 3

1

2

0

3



0

0

5 5 5

3 3 3

3

3

G5





     



3

5 5



D



3 3

2

3

2

4

4

        P.M.

 0

3

2

3

3

4

5

 



0

2

5

3

3

6

8

7

6

       7

5

3

5

3

4

5

      P.M. 3

4

5

 

3 5





G5

        

 3 3

Gtr. 2: w/ Rhy. Fig. 1



 

End Rhy. Fig. 1

3

3

2

        4

3

1

3

1

2

3



D

         

0

5

    

  

       

Harm. let ring *

3

3

      

6

8

6

7

7

5

3

3

5

4

5

3

4

5

0

7

5

0

5 7

7

7 9

7 7

X X

7 7

-1/2 *Neck bend



 

Harm. let ring



 





     



7

5

3

7



  

5 5

5

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



5 5

3

3 3

D



0

3

1

2

0

3

3 3

3

5 5

5 5 5

3 3 3

3

G5

     



     

     





0

2

3

4

2

4

0

3

2

4

4

3

5

3

3 3

3

5 5

10 10

    1

0



P.M.

3 3 1

G5





1/4

6

7

5

C



G5

6



6

C



Gtr. 1 tacet

Bb

Rhy. Fig. 2 Gtr. 2





Gtr. 3 (elec.)















mf





G/B











C





Bb







 

F

   

    

w/ clean tone

1

 





3

2



C



 







3



 

1

3



Eb









1



       

3

4

5

3

5

3



C/E









1

  

2 0

0

3

F



























D5



End Rhy. Fig. 2

   

 

 







5

3

2

f

1



1

5

3

5

3



               



5

4



5

5

3

5

3

5

3

5

4

3

6

5

4

D G5

         

Gtr. 1

0



3

3

5

Gtr. 3





Gtr. 3 tacet

Gtr. 2: w/ Rhy. Fig. 1





6

8

      

6

7

7

5

3

3

5



4

                   3

5

3

4

3

5

5



4

3

1

1

3

2

3





3

         

Gtr. 1

0

3

3

5

6

8

7

      

6

7

5

3

3

5

4

   

D

  

       

5

3

4

5

0

5

7

0

7 9

5 7

7

Harm. *

7 7

0

-1/2 *Neck bend

G5

7 7

C



 



1

1

    





  

5

5

3

G5





 3

4



1

1

6

7

7

0

1

2

0

3

0

 0

3

4

2

4

3

3

 0

5

7

5

3

5

5

5

3

 

 

 

5 X 2

15 X 12

15

G5

      2

7

7

D

     

       

1

8

3

5

        



3

1/4

6

5





12

0

3

E G7sus4

      



w/ wah-wah

0

3

3

5

6













6

6

6













6

6

6

3

G7sus4



Gtr. 6 (elec.)













     f



w/ clean tone 1

15 18

      

Gtr. 4 (elec.)









f

15 18



w/ clean tone & wah-wah 1/2

5

5

3



Gtr. 5 (elec.)



3

3





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

 



f

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

w/ clean tone 1/2

6

9



Gtr. 1



    







3





  





mf wah-wah off

0

5

3

3

6 X X



Gtr. 3









 1

X X

X X

5 5

12 12

13

    3

5

5

F Gtr. 2: w/ Rhy. Fig. 1 Gtrs. 3 - 6 tacet

G5



Gtr. 1











Riff B



     

3

X

X

1

2

X

    3

X



X

X

1

2

X

X



     

3

X

X

1

2

X

X



     

3

X



     

0

X



     

1

X

2



     

3

X

X

1

2

X

    3

X

5

X

X

    1

2

X

X

G5

     

3

X





  

0

X

X

 

0

X

X

0

2

0

X

0

2

X

X



  





  

3

X

1

2

3

X

X

D

      X

X

2

3

X

X

X

 

3

X

X

3

X

0

2

0

  6



0

G5





     

0

X

X

2

0

 D

 

 G5

2

0

2



0

3

    

      X

X

2

3

X

End Riff B

5

X

3

4



5 10

Gtr. 1: w/ Riff B Gtr. 2: w/ Rhy. Fig. 1



2

G5

G 

X

C



3



X

D

G5



5

   

 G5

 

D







 

G5



C

 

H 

Gtr. 2: w/ Rhy. Fig. 2



Bb

G/B

C

Gtr. 1





     



1

3

   

Bb

1

F

2

1

3

0

 

0

2

3

C

   



3

   



Eb











 

0 3

1

3

1

3

C/E



 

F

    

6

6



5

5

    



5

7

8

D5

6

8

5

7



8

8













 1

  

8

7

8

       

Gtr. 2 Gtr. 1

5

I



D5 Gtr. 2



   Gtr. 3

































 



 

w/ pick & fingers

10 7



7

10

10 7

7

10

10 7

7

10

10 7

7

10

7

10

10

10

7

Gtr. 1



        4

5

0

5

4

0

5

5

               

      

0

0

5

4

0

2

0

0

0

4

5

0

5

4

0

5

5

5

5

7

5

4

3

7





  







































C

      







G5



1/2

10

10

7

7

10

7

4

0

5



4

5

0

0

D5





  



10 7

5









5

0

5



4

7

0



   

5

10

7

4

5



0





7

7

10

10

        4



7



7

10 7

10

10

7

7

5

 

2



10

0

0

0





7

7

4

5





0

 



10

10

4

5

9





7

4

0

0



10

7

7

   

5

5





10

7

0

10

7

               

5

5

10

7

         

10

3

 

 

10

10

7

7

5

 

 

10

10

               

      

0

0

4

5



0

2





0

0

0

4

0

5





  

4

5

0

5

5

  

 

5

5

7

5



7





 



10

7

7

10

     

10 7



7

   

10

10 7

 

7



 



10

7

 

7



9

 

     

7

9

7

 7

     1

3

8

5

4

0

7

5

0

9

7

0

10

9

0

12

10

0

14

12

0

15

14

0

14

16

0



1/2

10

4

14

17

15

15

J Gtr. 2: w/ Rhy. Fig. 1 (2 times) Gtr. 3 tacet

G5

         

       

Gtr. 1

0

3

3

5

6

8

3

6

7

         

7

6

5

3

4

3

5

5

3

3

4

5

3

5

5

4

D

       

3

1

1

3

 

        

3



                   



3

2

3

G5







grad. bend

1 1/2

1

0

3

3

5

6

8

6

7

7

6

5

3

3

4

4

5

3

5

4

0

C

      

5

7

5

       

3

3

4

 



5



3

3

4

5

6

5

3



    



  

3



 

3

1

1

3

1

3

3

6

5

6

3

6



3

3

3

6

1

3

3

5

6

3

3

5

6

3

5

17

0

5

3

1

       



       



1

6

D

3

1

5 3

G5

7

7 9

         3

6

5 7

G5

P.M.

7

0

3

3

5

6

8

      

6

7

7

5

3

3

5

4

5

17





      P.M. 3





4

 

       

5

4

3

1

3

1

2

D

 



       



0

3

5



     





3

3

5

6

8

7

6

     3

7

6

5

3

    3

4

4

5

3

 

             

G5



            



 

1/2 hold bend 10 3

5

4

0

7

5

0

7

7 9

0

10

10

10

10

10

10

10

10

10

10

10

10

10

9



         

C

  

      



1/2





10

10

10

10







    

2

2

2

0

11

10

5

   1

2

8

10

2

1

0

1

 0 7

9

9





D

     

    



1 hold bend

3 3

2

2

5

0

3



4



G5

    



Gtr. 2: w/ Rhy. Fig. 1 (last 4 meas.)

Gtr. 2



10

10

9

G5



10

 





1 hold bend

10

2

2



1 hold bend

8



1 hold bend

3 3

8

 

G5



10

10

D

   

 



1/2

10

G5

2

3

2

0

D5





    

3

3

X

2

X

X

(cont. in notation)

  

3

X

4

   X

 3

5

K Gtr. 1: w/ Riff A

G7sus4

       

    

Gtr. 2

 

  



 

8

6 6

     

Gtr. 2



1 1 0 0 X 3

10

Play 3 times

 



   

F5

 



       

wah-wah off 1 6



    

1 1 0 0 X 3

Gtr. 1



    

5

3

    

5

5

3

5

5



3

5

3

        5



3

5

4

3



6

3

1

    3 1

G5 μ

 



3

    5 3



from Keith Urban - Days Go By

Somebody Like You Words and Music by John Shanks and Keith Urban E5

114

Intro Moderately q = 116

   

μ

    

Gtr. 1 (dist.)

*

 mp

w/ sustainer & heavy reverb



17

*Vol. swell

 

    

**Gtr. 2

          



Riff A



mf let ring



8

0

9

0

0

0 9

11

0

0

11

**Banjo arr. for gtr.



G#



16fr



Gtr. 4 (slight dist.)



      mf

steady gliss.

 17

             

End Riff A

    

 

      

let ring

11 13

0

0

0

0 13 14

0 14

0

8

9

0

0

0

0 9 11

0 11

0

11 13

0

0

0

0 13 14

© 2002 WB MUSIC CORP., DYLAN JACKSON MUSIC, SONGS OF UNIVERSAL, INC. and GUITAR MONKEY MUSIC All Rights for DYLAN JACKSON MUSIC Administered by WB MUSIC CORP. All Rights for GUITAR MONKEY MUSIC Controlled and Administered by SONGS OF UNIVERSAL, INC. All Rights Reserved Used by Permission

0 14



0

1





Gtr. 2: w/ Riff A (2 times)

E5



  













 

 

1. There’s

a

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

8va

  

Gtr. 6 (dist.)





mp

*

w/ sustainer & heavy reverb

19

*Vol. swell

     

Gtr. 1



 17

Riff B Gtr. 5 (slight dist.)

End Riff B

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



mf

P.M.

6 7 7 7 7

  

     

Gtr. 3 (slight dist.)

 mf

 2 5 4 2 2 0

2

6 7 7 7 7

7

7

6 7 7 7 7

     

6 7 7 7 7

7

7

6 7 7 7 7

     

6 7 7 7 7

7

7

6 7 7 7 7

     

6 7 7 7 7

7

7

Verse Gtr. 4 tacet Gtr. 5: w/ Riff B (4 times)

Gtr. 6 tacet

*E5

   

new

      wind

blow - ing like I’ve

   nev - er

    

  





known.

   I’m

  

     

breath - ing

deep - er than I’ve

  





ev - er

  

       

done.

And it

8va

Gtr. 1



















 19

     Gtr. 5

 17

     Gtr. 2



0 0

   Gtr. 3









0 *Chord symbols reflect overall harmony.

3

Gtr. 3 tacet

A5

sure

E5

  



         



      

feels

good

  

Gtr. 7 (dist.)

to

fi - n’lly feel the way I



 

   







do.





  

 

Now, I wan - na





 



8 9

9

mp * w/ heavy reverb

9

       *Vol. swells

   Gtr. 1

  17

16

   Gtr. 2







Harm.

12

Gtrs. 2 & 7 tacet

B5

   

love



   

12

Gtr. 2: w/ Riff A

A5

  

  

  

some - bod - y,

E5

  

love

  

 

some - bod - y like





you.

      2. And I’m let - ting

         Gtr. 1

  17

   Gtr. 5

19

End Riff C

Riff C

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

P.M.

2

4

2 2 2

2

2 2 2

2

2 2

0

0 0 0

0

0 0 0

0

0 0

6 7 7 7 7

6 7 7 7 7

7

7

6 7 7 7 7

6 7 7 7

7

7

7



Verse Gtr. 1 tacet Gtr. 5: w/ Riff B (1 1/2 times)

E5



 

go

      of

all

my

yes - ter

-

      

        Gtr. 3

let ring

0 0 9 9 7 0

       takes I’ve

    Gtr. 4

E5



  

  

  

lone - ly

E,7

days.

I’ve

  

for - giv

 

  

 

0 0 8 9

0 0 9 9

0 0 9 9

   -

en

my

-

    

self

for

the

mis -



0

   



  

made.

  

A'9



Now there’s









just

one







thing,

 

       

 

the

on - ly

do.

thing

I

wan - na

       9

       Gtr. 5



   

   

7

6 7 7 7 7

7

6 7 7 7 7

 

  

P.M.

6 7 7 7 7

  

6 7 7 7 7

7

Gtr. 3



let ring

0



   0 0 6 7 0

6 7 7 7 7

     

7

6

6 7 7 7 7

7

7



7

5

Gtr. 2: w/ Riff A Gtr. 4 tacet

E

     





  

  

Mm,







   

 

I

wan - na

hmm.

       



Bsus4

   

   

love

some

-

 

bod - y,

  love

Gtr. 5

   

P.M.

6 7 7 7 7

   Gtr. 3

6 7 7 7 7

7

7

6 7 7 7 7

     

6 7 7 7 7



7

2

   

     

0 0 4 4 2

0 0 1 2 2 0

Gtr. 2: w/ Riff A

        

    

Asus2

some

   Gtr. 4

  

bod - y



Gtr. 5

 0

        Gtr. 3

0 0 2 2 0

6

-

like

E5

  







you.

     

  

Yeah,

 

             

9 X 7

9 X 7

   

        

0 0 9 9 7

0 0 9 9 7

 

             

9 X 7

9 X 7

9 X 7

9 11 X 7 9

0 0 9 9 7

9 X 7

9 11 X 7 9

11 11 X X 9 9

11 X 9

11 X 9

         0 0 9 9 7

11 11 X X 9 9

0 0 9 9 7

11 X 9

11 X 9

I

     wan - na

feel

the

                    11 13 13 13 13 X X X X 9 11 11 11 11

14 14 X X 12 12

13 14 X 11 12

14 X 12

14 X 12

            

           

0 0 9 9 7

0 0 9 9 7

0 0 9 9 7

0 0 9 9 7

0 0 9 9 7

0 0 9 9 7

0 0 9 9 7

0 0 9 9 7

0 0 9 9 7

                    11 13 13 13 13 X X X X 9 11 11 11 11

13 14 X 11 12

14 14 X X 12 12

14 X 12

14 X 12

Chorus

    A5

sun

-

  

 

Rhy. Fig. 1A

shin - ing down on

  

me

and

   

E

B'11

Rhy. Fig. 1

      

E





              



you.

   

13 13 13 X X X 11 11 11

  

  

   

11 11 11 X X X 9 9 9

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

0 0 1 2 2 0

0 0 2 2 0

2 2 0

A'9

 

0 0 2 2 0

2 2 0

*Gtrs. 3 & 5



shine

       Gtr. 4

         

     

Asus2

0 0 8 9 9 7

0 0 8 9 9 7

0 0 8 9 9 7

0 0 6 7 7 5

0 0 6 7 7 5

0 0 6 7 7 5

9 X 7

9 X 7

  

  

0 0 1 2 2 0

0 0 1 2 2 0

*Composite arrangement

   

     

  

        

When you

put

your arms

A5

a

-

    

   2 2 0

9 X 7

0 0 1 2 2 0

 



         

round

  

1/4

2

4

4

2 2 0

  

   

Asus2



me,

  you

  

  

   

let

me know there’s noth - ing

          in

this

   

End Rhy. Fig. 1A

   

End Rhy. Fig. 1

0 0 2 2 0

   0 0 2 2 0

7

Gtr. 1 tacet

         

world

    



  

C#m7

I

   Gtr. 4

can’t

F#m11

 

  

     

do,

oo,





  





oo.





 

   3. I

 





  used

  

to

 

1

2

2

2

2

     Gtr. 1

6

    

 

4

X

5

   

      Gtrs. 3 & 5

0 0 6 6 4





6

 

   

X X

0 0 2 2 X 2

   

Verse Gtr. 3 tacet Gtr. 5: w/ Riff B (3 times)

E5

   

  

run

in

   

  

cir - cles,

no - where

go - ing

     Gtr. 4

 1

8

  



fast.





 I’d

    

     take,

 

 

ah,

one

 



let ring

7

9

9

     step

        for - ward, end

up



A5



  

two steps



back.

I

  

w/ pick & fingers

9 9

   Gtr. 3

10 11

  

  

could - n’t

  

    Gtr. 4



walk

a straight





line

   

         





        

e

-

ven

if

I

want - ed

 



to.



12 13









    

  

let ring

0 X 6

Gtr. 2: w/ Riff A

E5

   

  



  

Mm,

    Gtr. 4







hmm.

 

    





   

   

 



I

wan - na

love



 

B



     Gtr. 3

 

12

12

  

12

 



7

     



0 2

4

4

      

6

6

 

bod - y,

  love

7

let ring

2

-

4



Harm.

12

   

    some

4

    4 4 4 2

7

Gtr. 5

    

P.M.

6 7 7 7 7

6 7 7 7 7

7

7

6 7 7 7

7

6 7 7 7 7

7

7







2

2

    2

2

0

9

Gtr. 2: w/ Riff A

    

some

  

Gtr. 8 (dist.)

-

bod - y

like

μ

   

  



E5

   

Whoa,

you.







here we go,







         Asus2

now.



   f Harm. *

 



14 14.6 14.6 14 Pitch: D *Harm. located six-tenths the distance between the 14th & 15th frets.

   Gtr. 4



       Gtr. 3

0 0 2 2 0

     

 

           

9 X 7

9 9 X X 7 7

 

           

9 X 7

9 9 X X 7 7

9 11 X 7 9

9 11 X 7 9

11 11 X X 9 9

11 11 X X 9 9

11 X 9

11 X 9

11 X 9

11 X 9

           

11 13 13 13 13 X X X X 9 11 11 11 11

           

11 13 13 13 13 X X X X 9 11 11 11 11

Gtr. 5

2 2 0

10

      2 2 0

2 2 0

      

6 7 7

7

6

7

7

7



0

14 14 X X 12 12

13 14 X 11 12



0

13 14 X 11 12

     

9 9 7

9 9 7

9 9 7

 

   

14 X 12

14 X 12

   

14 14 X X 12 12

14 X 12

 

 

9 9 7

9 9 7

14 X 12



0

Guitar Solo Gtr. 4 tacet

E5

   













Go!

   Gtr. 8



   





Yeah.

  

1

12

12

12

11

11

11

11 9

       

 



let ring 1

12 9

11

 11

0 0 9 9 7

0 0 9 9 7

X X X X X

0 0 9 9 7

0 0 9 9 7

0 0 9 9 7

12

11

11

0

        

  

    

X X X X X

0 0 9 9 7

X X X X X

  

11

11 9

1

12 17

X X X X X





12 9

        

               

    1

0 5

         







0

*Gtrs. 3 & 5



0 0 9 9 7

11

                 X X X X X

X X X X X

X X X X X

X X X X X

0 0 9 9 7

*Composite arrangement

   

  

   

Hey,

I wan - na love you, ba

           12 9



11

0 0 9 9 7

0 0 9 9 7

 

 



-

by.



  





11

0 0 9 9 7

0 0 9 9 7

18

17

16

16









16

oh.

                             let ring 

let ring



let ring



let ring



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

16

     

     

    

0 0 9 9 7

0 0 2 2 0

0 0 2 2 0

0 0 9 9 7



Oh,

let ring

12 9

   

Asus2

1/2

                  0 0 9 9 7

  

0 0 2 2 0

0 0 2 2 0

   0 0 2 2 0

        0 0 2 2 0

0 0 2 2 0

let ring

0 9

7



0 7

let ring

0 7

0 7



0 5

  

  

  

    

0 0 2 2 0

0 0 2 2 0

0 0 2 2 0

0 0 2 2 0

0 0 2 2 0

0 5

0 0 2 2 0

11

E5

Bsus4

      





         

5 6

 4

P.H. grad. bend 1

0

X X X X X

4 2

4

X X X X X

     

0 0 9 9 7

0 0 9 9 7

Asus2

  

2

4

4

    

 

 2

     



1

1

4

4

12

1

     

 

9

          0 0 2 2 0

12

X X X X

4

9

X X X X

4

9

2

 

 

0 0 9 9 7

0 0 4 4 2

0 0 4 4 2

0 0 4 4 2

0 0 9 9 7

0 0 9 9 7

0 0 9 9 7

0 0 9 9 7

        

   

X X X X

1

1/2

5 4

I

wan - na

feel

                 grad. release

1

4

4

 



 

4 2

4

Yeah,

  



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



 



4 4 4

E5

       



D

        

0 0 9 9 7



1

4

Pitch: C#

      



   



1

4

4

4

13

12

12

15



X X 16

  

  

   

      

     

0 0 2 2 0

0 0 2 2 0

0 0 9 9 7

0 0 9 9 7

0 0 9 9 7

0 0 9 9 7

         0 0 9 9 7

0 0 9 9 7

   0 0 9 9 7

the

Chorus Gtrs. 3 & 5: w/ Rhy. Fig. 1 Gtr. 4: w/ Rhy. Fig. 1A Gtr. 8 tacet

    A5

sun

-

     

   

 

  

 

world

        Gtr. 4

0 0 6 X 4

         Gtrs. 3 & 5

0 0 6 6 4

 

C#m7/D#

 

 

 

  put

I

 

 

  

0 0 8 X 6

0 0 9 X 7

  

-

 

down

on

me

and

round

F#m11

 







Asus2

 



well,



E

B'11

A'9

 



  

   

 

ba -

by, there ain’t noth - ing

E



you.

me,

 



  

   

   

oo,

  

 



     



in

this

 



oo.

    

4. Some -

    

2 2 4 4 2

  

   

0 0 6 6 4

0 0 2 2 X 2

0 0 6 6 4

  

  

do,

    

 

A5

a

C#m7/E

 

  

 

your arms

can’t

   

 

shin - ing



         



shine

When you

C#m7

    

Asus2

   

Verse Gtrs. 4 & 5 tacet

E5

    

times

  

   

it’s

hard

for

me

to

  

   un - der



-

  

 

stand,

but you’re

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

   teach

Gtr. 2



      -

ing

me





to

be

a

    

let ring

8 9 9 7

9

8 9 7

7

9

8 9 7

8 9 9 7

9

8 9 7

7

9

8

8 9

8 9 9 7

9

8 9 7

7

9

9 7

13

     

A5/E

        

bet - ter

man.

   Gtr. 4

I don’t want

to





  

take

this

life







for grant



    

  

-

to

ed

like

I

used

do.



 **

13

**Vol. swells

      



Gtr. 2

   

let ring

8 9 9 7

    Gtr. 3

8 9

9

7

 *

7

 



14

14

9



9

8 9 9

7

7

 



7

 7

            



8 9 7

7

7

8 9

8 9 9

7

7

  

7

7

7

8 9 7

7





7

9 7



9

*Vol. swells

Gtr. 5: w/ Riff B

E5



  







     

No,

 

    13

  



13



let ring

8 9 9 7

  

14

9

13

 

11

11

      8 9 7

7



9

 

I

wan - na



B5

   

   

love

some

-

    

13



8 9 7



no.

     11



   

Gtr. 4 tacet Gtr. 5: w/ RIff C (2 times)

11

13

bod - y,

  love



11

 8 9 9

7

 

9

      8 9 7

7



9

Riff D





9



  

8

9

8

  9 8

7



 

9

9

7



        

    

A5

some

-

bod - y

E5

   

like



       



you.



   Gtr. 1



I’m





read - y

to

love



*

19

17

*Vol. swells

   Gtr. 2







let ring

8 9 9 7

    Gtr. 3



 

7

0

Gtr. 2: w/ Riff D (1 1/4 times)

Bsus4

    

   

    some

-





bod - y,

 

8 9 7

7

9

8 9 7

8 9 9

9

7

  

    9 8

7

7

9

End Riff D



7



  



let ring

0 0 9 9 7

8



Asus2

love

Gtr. 4 tacet



 some



   Gtr. 1

9

        

 -





bod - y

like

   

Esus2





you.





Mm.





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



17

      Gtr. 4



6

8

        Gtr. 3

0 0 4 4 2

 6

   0 0 2 2 0

     

  0

    7 7 9 9 7

15

  

       



And

   Gtr. 8

I wan - na

      



Bsus4

love

some - bod - y



Gtr. 1 tacet

Asus2



love

  

   



some - bod - y



like



you,

 







17



   Gtr. 1





8va







19

19

     

  

  

  

  

  

     

0 0 4 4 2

0 0 4 4 2

0 0 4 4 2

0 0 4 4 2

0 0 2 2 0

0 0 2 2 0

*Gtrs. 3 & 5

Gtr. 3

7 7 9 9 7

  



*Composite arrangement

Interlude E5

           Gtr. 8

 



10

12

          Gtrs. 3 & 5



   

12

12





10

12



 

14

14



   let ring

9 9 7

16

A'9/E



0 0 9 9 7

 



10

12



0



 

16

16



 0







17

16











19

17

19

17

  

  

  

  

0 0 6 7 0

0 0 6 7 0

0 0 6 7 0

0 0 6 7 0

E5

Asus9/E

yeah.

  

 

10

  

Ah.

  

12

 







12

12

10

14

12

0 0 9 9 7

16



16

A'9



   

16



16

16 17 16



19 17 19

         0 0 6 7 0

0 0 6 7 0

0 0 6 7 0

  

love you, ba

8va







17 16



   

 

 

0 0 6 7 0

0 0 6 7 0

0 0 6 7 0

0 0 6 7 0

   

10



12



0

        

12



12

10

12



14



14

     let ring

X X X

0 0 9 9 7

10



Woo!

 

         

10

12

loco



12

12

10



  

14

  

  

0 0 9 9 7

0 0 9 9 7

  

 

no, no,

no.

       

12



14

12

A'9



 



by.

Yeah,

 



0

 



huh.

17

-

17

17

19 17

E5



 

1

0 0 9 9 7

          

     

       

12



I wan - na

  

Uh,

12

10

  

   

10

 

14

0

  

   

Hey,

    



 





  

  



         

E5

16



16

0



 

1

17 16

  

0



0

19 17

       0 0 6 7 0

0 0 6 7 0

19

19

   0 0 6 7 0

17

Interlude Gtr. 2: w/ Riff A (11 times) Gtr. 3 tacet

   E

  

E













 

* **w/ delay 1/2

17

        



16

     

     

*Vol. swells **Set for quarter-note regeneration w/ 1 repeat.



     

16



0 0 1 2 2 0

              C#m7

16

Asus2



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

14

      

Bsus4

Gtr. 8



 

       

3

3

1 7

1 7

1 7

grad. release

1 7

1 7

1

7

7

16

      

   

   

Gtr. 5

mp

***

 5

4

    

   

    

w/ tremolo

0 0 2 2 0

0 0 4 4 2

5 4 6 4 ***Vol. swells

C#m7

       1/2

4

4

  3                           3 3 3 3  † let ring let ring  1/2       

B

6 4

6

6

4

5

7

9

Asus2

7

7

9

5

7

5

6

4

6

5

5

7

7

†Refers to 4th str. only.

       



let ring

0 4 X 4

18

0





    let ring

4 2





     let ring

0 0

0

 tremolo off



D5



 





Whoa,

      Gtr. 8





grad. release 1/2

7

            *Gtrs. 3 & 5

7 5

7 5

7 5

7 5

 5

        7 7 5

7 7 5

7 7 5

7 7 5

7 7 5

7

7

7 7 5

7 7 5





yeah.

        









  

7 5



E5

5

3

4

2

      7 7 5

7 7 5

   

0

X X X

0 0

2

   

7 7 5

Woo!



 

   

9 9 7

X X X



f

X X X

0

  

X X X

0 0 9 9 7

0

*Composite arrangement

   

D%/E



 

   

Whoa,

            1

0 0

       0 0 9 9 7

7 7 7 7 X X X X 5 5 5 5

     0 0 7 7 5

0 0 7 7 5



   



yeah.



    

1/4

7

7

5

   0 0 7 7 5

   

Asus2

Whoa,

    

I

             

grad. bend 1 hold bend

0 0

wan - na

7

7

7

7

7 7

7

5

6

5

7

 5

7

Rhy. Fig. 2



6 0

    X X X X X X



0

   0 0 9 9 7

  

       0 0 2 2 0

0 0 2 2 0

0 0 2 2 0

End Rhy. Fig. 2

   0 0 2 2 0

19

Outro Gtr. 2: w/ Riff A (till fade) Gtrs. 3 & 5: w/ Rhy. Fig. 2 (till fade)

    

E5

be

  

      

the

in

man

the

mid - dle

of

the

   

 

night,

  

shin - ing





like

it’s



 

Asus2



true.

Wan - na

      Gtr. 8

  

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

 

5

2

    

E5

be

  

   the

man

    



  

that you run

to

and

   

  

nev - er





come

un

   -

2

4

4

Asus2

 



glued.

When

      





2



let ring

5 4



let ring

5 6

6

4

5 4

7

0

     

  

E5



ev

- ’ry - thing

     that

hurt





   

 

some - one

  

fi - n’lly

    

found





its

way.



 





And

  

5 4 2

        E5

wan - na

  

 0

20

be

 

      the

bet - ter

man

 

Asus2

4

 

2

4

 

   



  

    



and

see

it

in

all

day,

yeah,









4

you

Asus2

I

2

  

steady gliss.

7

4

11

        E5

Asus2





  

Oh,

    

 



 

 



14

14



 

12

10

12

12 10

12

14

10

 

16

12

16 16

yeah.

 



1/2

16

16

19 17 19

17

10

12

12

12

Asus2

  

   

  

 

10



        Hey,



16

12

I wan - na

16

E5

  

 

love you, ba 8va





-

 



loco



17

17

19 17

E5

   

  



12

10





  

8va

1 hold bend

1 hold bend

19 19



1 sim.

19 19

1

 

10

12

yeah,



16

16

na, na, na,



1

19 19

14

na, na,

1

19 19

na,

 

1

19 19



14



  

17 16



yeah.

 

19

19

            

na,



12

 

Asus2

     

oh,

14

17

Asus2



Oo,

    

Oh,



12

  

  

         

12

10



by.

1

17 16

  



14

12

10

Begin fade

   



          

yeah,

          



1/2

12

  



yeah.

E5



1

19 19

na, na,

na,

1

19 19

na.

   

1

19 19



1

19 19

19 19

19

Fade out

E5

     







  





Asus2





Oo,

     8va



1

19

1

19 19

     1

19 19

1

19 19

 



1

19 19



1

19 19

     1

19 19

 

1

19 19

yeah,

1

19 19

 

3

yeah.





1

19 19

  

1

19 19

19

21

from Keith Urban - Love, Pain & The Whole Crazy Thing

Stupid Boy Words and Music by Sarah Buxton, Dave Berg and Deanna Bryant

Gsus2

3

Dsus2

14

12

A

Asus4

111

113

Bm

G5

13421

3

D5

11

12

A5

B5

D/F#

11

134

3

D/A

12

312

Drop D tuning, capo I: (low to high) D-A-D-G-B-E

Intro Slowly q = 76 G

D

A

Rhy. Fig. 1 Gtr. 1 (acous.) *

     



  

mp

  

  

  

X X X X

X X X X

3 2 0 0 0

   





3 2

0



   

  

  

  

  

4

2 2 2 0

2 2 2 0

X X X X

X X X X

2 2 2 0

  

 



2 0

0

let ring throughout



2 0 X 5

4 0 X 5

4

*All music sounds a half step higher than written due to capo.

G

D

      2 0 X 5

     

  

  

X X X X

X X X X

3 2 0 0 0

4 0 X 5

4

Verse G5

      

   

3 0

2

   1. Well, she

4

2 0

0

 was



  

  

  



pre - cious

3 3 0 0 X 5

X X X X X X

X X X X X X

   0 3 2 0 0 0

  

      

2 2 2 0

2 2 2 0

End Rhy. Fig. 1

2 2 0

      

 

2 2 0

4 4

2 0

2 2

2 0

0

A







like

a

flow

Rhy. Fig. 2

3 3 0 0 X 5

0

Dsus2

   

       

A 3

  



  

0

0 3 2 0 0 0

 -











er.



She grew

   

 

 

 

 

2 2 2 0

2 2 2 0

X X X X

X X X X

2 2 2 0

 



 

0

2 2 2 0

Copyright © 2006 SONGS OF UNIVERSAL, INC., SONG PLANET, CAL IV SONGS, BERGBRAIN MUSIC and BIG LOUD SONGS All Rights for SONG PLANET Controlled and Administered by SONGS OF UNIVERSAL, INC. All Rights for CAL IV SONGS and BERGBRAIN MUSIC Controlled and Administered by CAL IV ENTERTAINMENT, LLC, 808 19th Avenue South, Nashville, TN 37203 All Rights for BIG LOUD SONGS Administered by BIG LOUD BUCKS All Rights Reserved Used by Permission

 wild,

1

  

G5

   

G5

  

  

  

3 3 0 0 X 5

X X X X X X

X X X X X X

A

3 3 0 0 X 5

  

0 3 2 0 0 0

in - no



  

0

0 3 2 0 0 0







per - fect

  

  

  

3 3 0 0 X 5

X X X X X X

X X X X X X



prayer

  

  

0 3 2 0 0 0



 

- ’ry - thing

3 3 0 0 X 5

Pre-Chorus Gsus2



  

 

 -





in

a



  

  

3 3 0 0 X 5

X X X X X X

X X X X X X

Dsus2

    

  

Riff A



 

des - p’rate



  

0

0 3 2 0 0 0



 

  

  

0 3 2 0 0 0

  





p

2

  

  

 

2 2 2 0

2 2 2 0

0 2 2 0





ho

-

ur.



  

0

0 3 2 0 0 0

 





 

    

3

2

3

0



3 4





 

  

 

2 2 2 0

2 2 2 0

3

2 2 2 0

D/A







2 2 2 0

2 2 2 0



 

4

   

    2 2 2 0

  

A

and

w/ clean tone let ring

2





A

 

    

  

2 2 2 0

2 2 2 0

2 2 2 0



  can’t



3 4

    

fence

2

She

was

0

2 2 2 0

   Stu - pid

    

A

2

4



 



3





dif - f’rent.

you Gtr. 2 (elec.)



A

cent.



beau - ti - ful

  

D/A

A

Dsus2



Gtr. 1

 



but

  

G5

    

A

Dsus2

  

       

ev





wild

3 3 0 0 X 5

 

 



       

 

Dsus2

 

that

   in.

End Rhy. Fig. 2

  

  

boy,

(cont. in slashes)





   Stu - pid

boy, End Riff A



Gtr. 2: w/ Riff A



Gsus2

Dsus2

    

    

  



 



  it’s like

 

Gtr. 3 (elec.)





Asus4

   



hold

-

  

  

  

in’

the

back



 



wind.





  



She

laid

 



p w/ dist.

5

Chorus Gsus2



Dsus2

Rhy. Fig. 3

   

 

  her



heart

A

  

      and

soul

  



right



   

in your

Asus4



    

 

7

A

    









 



hands,

and you



stole



7

Gsus2



   

Dsus2

 

   her

 

ev

-

    

 

’ry

dream



   open 2fr. open

A

 

 

and you crushed



her

A

B

D



 



  



              







  





plans.



 

She nev - er

* 1/2

6

1/2

6

1/2

6

1/2

6

1/2

6

1/2

6

6

 4

*Vol. swell

3

Gtr. 3 tacet



Gsus2

 

  

 

e - ven



knew

    

Dsus2

     she

had

   

  a



  

choice,

4

and

that’s what

  she









hap - pens

 



when

  

 

the on

ly voice

-



2

Dsus2

 







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

Gsus2





A

  

 4





Bm

A

   

 

hears

is





tell - ing



 



her

she



Asus4



  



A

 

 



can’t.

End Rhy. Fig. 3



 

Stu - pid

boy,





Gtr. 1: w/ Rhy. Fig. 1

 

G

D





A









stu - pid

  

Gtr. 3

   

mp 1

8

  

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

Gtr. 2















8



    

7





let ring

2

4

3

2

3

2

3

0

9

9





 1

7

9

boy.

   

9



 

G



D

A











 2. So,

  

   grad. bend

1

8

  













8

8



7

9







    







1

7

9

  

 





9

9

7





let ring

2

3

3

2

0

3

2

Verse Gtr. 1: w/ Rhy. Fig. 2

G5

  

Dsus2

 







what

made

you

think

A













you

could

take

a

life





  and just

   



 







*

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

grad. bend 1

7

4

4

*Vol. swell

 







4



0

5

 

G5

Dsus2





push

   

 



it,

A

push

 









it

 a

 

 -

D/A



A





round?





3







3



 

2

2

2

2

2

2





*

4

2

*Using a guitar with Les Paul style electronics, set lead volume to 0 and rhythm volume to 10. Strike the strings while the pickup selector switch is in the lead position, then flip the switch in the rhythm indicated to simulate the re-attack.

  



2

G5

Dsus2

       I

guess

to

build your

-

 

 



self

up

 



3

2

  

high,





 2



A



so







   

  

you

had





4 4

2 2





  to

take

1/2

4 4

  



 

 

let ring



*

 



3 5

2

4

0

0

0

4

*Vol. swells

Gtr. 3 tacet

G5

  

Dsus2



 her

 





and break



her

Gtr. 2







let ring

0 5

6





0 0





 

A

 

D/A





down,

A

 





oh.

  

 

2 2 0

2 2 0

mf

 

  2 2 0





Well, she

 

  

 

2 2 0

2 2 0

 

 laid

  (cont. in slashes)

2 2 0

2 2 0

Chorus Gtr. 1: w/ Rhy. Fig. 3

G5



Gtr. 2

 

   

her Gtr. 4 (elec.)

D5



Rhy. Fig. 4

 

and

    

 

 

3 3 0

3 3 0

2 3 2

G5



Rhy. Fig. 4A



     



heart

A5

soul

   

right

     

   













hands,

 

and you



  

mf

in your









0 3

5





 

stole



w/ dist.



   

   her

ev



    

 

 

3 3 0

3 3 0

2 3 2





   

  

e - ven

 



knew

let ring

5

2



dream

 

 

and you crushed







her

0 3

   had

  a



 let ring

3 4



2

B5



  

choice

and





5



that’s

what







4

   

4









7 7

7 7

7 7

6 7

4

2

hap - pens

3

She nev - er



  







let ring

3





plans.

 

6

   

  

 

3

 



A5



  

D5

she





  ’ry

7

7

D5

-

G5

3



A5



  when



 let ring 2



-

ly

   the







2

on



  voice



2

7

G5

D5





 

  

   

A5 End Rhy. Fig. 4



   

 



 

         she

hears

is

tell - ing

her

she

8

10

8

7

     

 

3 3 0 0 X 5

3 2 0





   

  

And you,

stu - pid

boy,

       



Gtr. 4

   

can’t.

Gtr. 3









5

  

  

2 2 0

2 2 0

5

End Rhy. Fig. 4A

7

7

 5

 

Bridge Gtrs. 3 & 4 tacet

G5

          

Bm



Gtr. 1

  

 



A



                    

oh,

you

al - ways had

to

be

 

 

right,

  

but now you

(Ah.

   Gtr. 2













let ring

3

2

5

4

G5

    

lost the Ah.)

   Gtrs. 2 & 4



-

on



D/F#

 

ly



   



thing





 

that

ev - er







let ring

5

8

2

3 5

4

2

3

2

0

4

A

         





made







2 2 2 0

2 4

       



  



you

feel

a

-

live,

    

  

  

2 2 2 0

2 2 2 0

2 2 2 0

    





  

  

   

  

  

  

(Gtr. 2 cont. in slashes)

2 2 2 0

2 2 2 0

2 2 2 0

2 2 2 0

Guitar Solo Gtr. 4 tacet

G5

    

Bm

  

Gtrs. 1&2

     

A



        

      oh.



  

8va

Gtr. 3

f



1

15

G5



15

Bm

  

  

14

   



1/2

14

14

12

12



12



12

10 11

9

 

7

9

15

     

yeah.



10

11

10

10

 

10

11





12 15

10

12



    



   

loco



   

    3    

Yeah,               1 1/2

1

12

A







15

 

   

1

grad. bend





 

 



   

Well, she

laid

  

10

11

10

12

Chorus Gtr. 1: w/ Rhy. Fig. 3 (1st 7 meas.) Gtrs. 2 & 4: w/ Rhy. Figs. 4 & 4A

G5

  

   

heart

and

soul

right

A5

  

    her

 

     D5

in

your

hands,



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

1 1/2

12

G5

   

  

D5

 



 



      her ev

-

’ry

dream

and

you crushed

 10







      

1





12 12

12

12

      



3

 

 



1

15

15

10



15

and you

 

 

Yes, you did.

She



  

1

15

  stole



11

1 15



10



plans.

1 15



hold bend

her 8va



yeah,

A5



 

15

  nev - er

 

loco

1

15

15

1 1/2

15 15

9

  

G5

   

D5

  

 

B5

  

 

knew

she

had

a

choice,

and

that’s

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

15

G5

D5



   



she



hears

  









tell - ing

when

the

 

 

on

-



ly

voice



14

14



A









she







can’t.

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

grad. release

   

grad. release



her

A5

 

1/2

Gtrs. 1, 2 & 4



hap - pens

  

is



1



what



   e - ven



 

You







stu - pid

boy,







10

10

Interlude Gtr. 1: w/ Rhy. Fig. 1 Gtr. 3 tacet

 

 

G



D

 

 



G



A



D



   Gtr. 3

 





mp















oh,

I’m

the

same







  





1

5

5

5

5



same

 old

A



1

5



old,

  





5

3

w/ fingers 1



1

5

5

5



stu - pid



boy.

   





  



2

3



2

4

2

Verse Gtr. 3 tacet

    

Gsus2

Gtr. 1

 



    

3. It

10



Dsus2

took

a

while

  





for



    

her

to

fig - ure



A

out



 



 

 

she could run.

          But when she

did,



Freely

Dsus2



       she

  

 



Gtr. 1 tacet

Asus4

μ



  

Gsus2

   

was

long

  

  



gone,

long

G

D

 

    gone.

Outro A tempo

  Gtr. 3

Gtr. 1: w/ Rhy. Fig. 1 (1 3/4 times)

G

D

A





A











 mp

*

w/ fingers 1

5

5

*Vol. swell

G

D

A

G

D

A

Gtr. 1

 





    

1/2

3

 

2

1/2

2

1/2

2

 2



 2fr. open    

A

A

  





        

D/A



 Oh,

   7

B





    

she’s



 2

D

open

2

gone.

4

3



3

Gtr. 1: w/ Rhy. Fig. 1 (till end)

G





D

A





 

G

D





                      Gone, gone.

Gtr. 3

 3

   Gtr. 2



5

      p 10

10

10

10

9

 2



2

2

 3





     10

10

10

10

2

5



2

 9

11

  

      

A

Mm,

yeah,

G

D

         2

5

7

7

  

      



9

D

  

 

 Yeah,

  

10

10

G





10

10

10

7

 5

3

5

7

7



9



  





                 

7

7





10

5

A







oh.

1/2

  



grad. release 1/2

3



            

she’s gone.



A

7





8

7

5







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

w/ pick

7

9

11

10



10

 (cont. in slashes)

10

10

10

10

10

10

12

     mf Gtr. 3                            G5

D5

Gtr. 2: w/ Rhy. Fig. 5 (2 1/2 times)

A5

Rhy. Fig. 5

G5

 

         

8

10

Gtr. 2

 10

12

D5

End Rhy. Fig. 5



10 12 10

10 10

8

7



9

7

1

9

 9

7

9

7

8





10 12 10

10

10

12 10

A5

 







  

12



   





10

10



12

12

hold bend 1

12 12

12

A

10

G5

  



G5



15

15

15

   







15

17





D5

15

17

15

D5

15

Gtr. 2





           

 

14

14

14

16

 

14 15

15

15

1

15 14 15 17

  

End Rhy. Fill 1

         Oh,

                           



14

A5

Rhy. Fill 1

 

 

1 1/2

17

17

oh,



17

and no

1

15 17

14 15

Gtr. 2: w/ Rhy. Fig. 5 (1 1/2 times)

G5

D5

       

    

one’s ev - er gon - na

 





 

love me like she loved

 

1

     

15

15 15

A5



   



me.

  

  

1

15

14

12

14

me, she

loved





me.

God,

               1/2

15

    

And she loved

3

1

15

 



14 12

15

3

14

16

14 15 17 15 14

16

14

Gtr. 2: w/ Rhy. Fill 1

G5

   



D5



please

 



  

just

let her know

       

16













A5

I’m

sor

-

14 16

15

17

17

1 1/2 17



ry,



        

I’m

sor

-

ry, I’m sor - ry, I’m sor - ry,

           

grad. bend 1

  

17



17

1

15

17



17

17

 

10

10

13

Gtr. 2: w/ Rhy. Fig. 5 (2 times)

G5

   



ba

-

D5





by.

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

  

12

10

14

10

10

10

12

10

15

10

14

10

10

10

12

10

10

14

10

A5

 

10

12

10

14

10

10

14

10

10



 



15

10



Yeah,

I’m

                                 12

10

10

G5

14

10

10

12

   





down on

my

knees.

 

10

14

10

15

10

14

10

10

10

12

10

14

10

10

12

10

10

12

10

10

14

10

12

D5





                              10

10

14

10

10

12

10

14

10

15

10

14

10

10

10

12

10

10

14

10

10

12

10

14

10

15

10

14

10

A5

   





She’s

nev

-





er

com



 -

ing







back



to

10



 me.

                         8v a    



6

15

14

10

10

14

10

14

15

14

10

14

10

14

15

10

14

15

10

14

15

10

14

15

10

14

15

10

12

10

14

10

15



G5

 

   

Gtr. 3

8va

D5



 

15 15

1

15 15

   

3 3 0 0 X 5

15 15

1 15

1 15

1 15

  

3 2 0 0 0

Gtr. 2: w/ Rhy. Fig. 5 (till end)

G5



loco

 

1

15 15

       





3 1

Gtr. 2

Gtr. 3



                     1

1

15

A







D5

14

14

6

grad. release 3/4 15

6

15

15

15

15

15

 

 

6 6 7 X X X 4 4 5

7 X 5

9

   











12

10

12

1/4

15

15

15

15

15

15

15

15 15 15

15

             

9 X 7

7

9 X 7

A5



15





3

12

9 X 7

     

1

1

14

6

1/2

   

14

1/2 14

                               



12

12

10



9 X 7



12

19

  



Begin fade G5

4

   

D5

     

  

  

 



4

2 2

2 2

4



          

D5

3

3 2 0

3





0

0

  



  3



4



0

4

4

2

2

3





2

0 0



1/4

2 0

G5

0 0



   

A

3 2 0 0 0

5 5 5



1/2

3 2 0 0 0

5 5 5

3

A



D5



   

G5

     

3





0

0

1/4

0

3

Fade out

 

 

A

   

 

       

hold bend 1/2

3 2 0

0

2

4

2

5 4

4

4

2

0

4

2

     

0

3

0

15

from Keith Urban - Defying Gravity

’Til Summer Comes Around Words and Music by Monty Powell and Keith Urban Fsus2

    

Intro 3  3  Slow q = 64     =    

  

Gtr. 1 (elec.)

G5

T3 4 1 1

2

Am

34

231



μ

(Fairground sound effects)

 

(20 sec.)

*p **w/ clean tone & delay w/ ebow

8



*Vol. swell **Delay set for eighth-note regeneration w/ 3 repeats.

  



 

Gtr. 2 (elec.) (20 sec.)

*** p †w/ clean tone & delay w/ ebow



10

***Vol. swell †Delay set for eighth-note regeneration w/ 3 repeats.



††Am Gtr. 1



F



G





8

7

 



10

8



 

mf 8

Gtr. 2

 





7



 

mf 10

              Gtr. 3 (elec.)

mf

†††w/ clean tone & delay w/ fingers

0 0

1 2

0 0

 

let ring

1 2

3

0 0

1 2

0 0

1 2

0 3

1 3



8

  

1 2

3 4

 

      

12

12 12

13 14

12 12

15 15



17 17

12

0

††Chord symbols reflect overall harmony. †††Delay set for eighth-note regeneration w/ 1 repeat.

Copyright © 2008 UNIVERSAL TUNES, A Division of SONGS OF UNIVERSAL, INC., EDEN VALLEY MUSIC, SONGS OF UNIVERSAL, INC. and MARY ROSE MUSIC All Rights for EDEN VALLEY MUSIC Controlled and Administered by UNIVERSAL TUNES, A Division of SONGS OF UNIVERSAL, INC. All Rights for MARY ROSE MUSIC Controlled and Administered by SONGS OF UNIVERSAL, INC. All Rights Reserved Used by Permission

1

Am



F

G





8







10

             

 



8

7

 



10

8

 

let ring

0 0

1 2

0 0

1 2

0 0

3

1 2

Am



0 0

0

1 2

3







10

             

 



8

7

 



10

8





let ring

0 0

2

1 2

0 0

1 2

3

0 0

1 2



  8

  











Harm. let ring

3 4

12 7



12 7

G

8



  7

1 2

1

3

F







0 0

1 2

0 3

1 3





  8

  



 

  let ring

1 2

3 4

2

7



Verse Gtr. 1 tacet

 

Am

  



1. An - oth - er Gtr. 2





F

  

long





come

and

  

sum - mer’s

Gtr. 2 tacet

   

G

 



gone.





10

   Gtr. 3



let ring

5 5

 

Am





3 4 5

F

         

   Gtr. 3

it al

-











let ring

1 2

I don’t know why



ways

G

   

ends this

   

Am

   

way.

 

 

5

3

4

5

F

  



      

The board - walk’s qui - et and the car - ni - val rides





 





* 1

5 5 5 7

3 4 5

1 2 3

3

1

2

2

3

*Vol. swell

  

G



Fsus2

      

  

are as emp - ty as my

bro

G5

-





 

ken

to

heart,

-









night.





10

    Gtr. 3

3 4 5

     3 4 5

12 12 12

   0

1

 

End Riff A

10

 

let ring

3

  But I



Riff A

Gtr. 2

 



 









let ring

3

0 3

5

3



0

3

Chorus Gtr. 2 tacet

         F,7

Close

my

eyes

   Gtr. 3

and one

C

 

more time

 

  

1 0 3

3 1 0 2 3

G5

     



we’re spin - ning

        

a - round

and you’re hold - ing

 

 

on



tight

 

-



 

ly.

The

     

 

3 0 0

3 3 0 0



let ring

0 1 2 3

3 3 0 0

0 0 X 3

3 0 0

3 0 0

Gtr. 4 (elec.)

mf





3

X

  





    w/ clean tone w/ fingers

Gtr. 5 (elec.)

0 0 X 3





0 3 3 1













2

3

mf

let ring w/ clean tone

        

   

 

I kissed your mouth,

no

F,7

words came out

  

C

  

 

  



G5

        

Fourth

 

of

  

let ring

0 1 2 3



  



0 3 3 1

  let ring

0 3

4

3 1 0 2 3

3 1 0 2 3

0 1 2 3







2 3

3



 let ring

1 0 2

3 3 0 0 X 3



0

Ju - ly



has

 

ev - er burned

  

3 3 0 0

  

   so

bright

-

ly. You

 

  

3 3 0 0

3 3 0 0



3

 0





0

3





  Harm. let ring

  

12 7



         F,7

had

to

go

I

C

   

  

un - der - stand,

        

G5

  

but you prom

-

 

  

3 3 0 0 X 3

3 3 0 0

3 3 0 0

3 3 0 0

1 0 3

3 1 0 2 3

1 0 0 3

 

 

0 3 3 1

0 2 3

0 0 3

 

 

 

0

0 2 3 3

0 X 3

let ring

1 1 2 3





   

F,7



  ’round

 

this





  









3

   0 1 2 3

  3

1

 

1

0



3



 







 3

0 3

5

  0



let ring

0



3 3 0 0

 

  ’til



wan - der

0 X 3

town,



  

I

 

G



   

And so

 

  

 

a - gain.

  

 

  

ised you’d be back



0







sum - mer

   comes







2



a - round.



3

  



3 4 5

1 2 3





2

0

5

Interlude Gtr. 5 tacet

Am



 

F

G





  





Oo,





8va

Gtr. 1

 

oo.

*p

mf

17

*Vol. swell



Gtr. 2

 



** p

mf

10

**Vol. swell

              Gtr. 3







let ring

0 0

1 2

0 0

Rhy. Fig. 1 Gtr. 6 (acous.)

  



1 2

 

3

0 0



1 2

0 0

 

1 2



0

3

 



mf let ring

3 1

Gtr. 4

  

7 5

6

2

3 1

2

  

7 5

3 1

2

1 2

1

3

3 1

2

  



      

 

3 4

 

12



 



12 12

 

13 14

12 12



15 15



17 17

12

0

 

End Rhy. Fig. 1



let ring

3 1

 

 

3 1

5 3

0

3 1

0

3 1

0

3 1



0



Gtr. 6: w/ Rhy. Fig. 1

Am

F





  

G





8va

Gtr. 1





 p

17

Gtr. 2





 p

10

              Gtr. 3

Gtr. 4

  

7 5

1 2

0 0

1 2

3



let ring

P.M.

0 0



0 0

1 2

0 0

1 2

0 3

1 3



  



  1

1 2

  



 

7 5

3 1

5 3

3 4

7



 

let ring

0

7

Verse Gtrs. 1 & 2 tacet Gtr. 5: w/ Rhy. Fig. 1 (4 times)

Am

 

F

 

2. I

Gtr. 3



   got

a

job

     work - ing

at

the old

G

   park







7



pier.

  





 

       



1/2

7

7

4

0

Gtr. 4

 



let ring

 

 

3 1

5 3

2 2

Am

 

F

 

   



And ev

-

’ry sum

-

4

mer now,

   

for

 

five

long





7

   let ring

2 2 0

8



3 1

 0 3 3

 

5 3

5

7







 

 

years.

I





0

 

4

G5

  

1/2

 

3

 

1/2

   

7

9

7

7

 

  

14

12

 

5

 

7



5

Am

  





F

  

grease the gears,

fix the lights,

G5

       

  



3       



tight - en bolts and straight - en the tracks,

 



and I count the days ’til





3

5

5

  

4

5



let ring

7

8

0





 

 



     

 

let ring *T

2 0

3 1

5 3

1 *T = Thumb on 6th string



  you

just

Gtr. 3

 

Gtr. 4













might

 

10

12

8

5

10

12

9

5

 









3

0

1 3

1





back.





  0 0 X 3

   And

 



8 10

10 12



 7 8



let ring



1

 

 

let ring

2

  come

  



G5



Fsus2

3

then

  I

 3 3



0

Gtr. 5

 

3





2

0

9

Chorus Fsus2

my

eyes

and one

C

  

 

more time

  

        

  

  

  

  

0 1 2 3

3 1 0 2 3

3 1 0 2 3

3 1 0 2 3













G5

we’re spin - ning a - round

 

close

     

and you’re hold - ing

  

 

3 3 0 0 X 3

3 3 0 0

on



 



  

tight

-

ly.

The

 

 

 

 

3 3 0 0

3 3 0 0

3 3 0 0



let ring

     0 1 0 3 3 1

  

words

  



let ring

T

Fsus2



2

3

0

  

0 3

      came out,

I kissed



   

 

your mouth,

no

C

  

 





G

       

Fourth

of

 

  

let ring

1 1 2 3

 

   



 



  let ring

3

10



 



has ever burned

 





 



 2 3 3

3

 

let ring

 

 



  1 0 2

3

3

  

3 1 0



2

let ring

G

bright

-

     3 0 0

3

0 X 3





3 1 0

0 2



Gsus4

so

3 3 0 0 3

let ring

1 0 3

Ju - ly

3 3 0 0

3 1 0 2 3

3 1 0 2 3

1 1 2 3

T

0 1 0 3 3 1



3 3 0 0

 

  ly. You



   



3 0 0 0

     0 0 0



  

Fsus2

had

      to

  

go

I

un

   

C

-

 

der - stand,

 

        

G

 

but you swore

 

 



that you’d be back a - gain.

  

 

3 3 0 0 X 3

3 3 0 0

And so I’m fro - zen

1 1 2 3

1 0 2 3

   

 

     T

1 1 0 3 3 1

1 1 0 3 3 1

   



3 3 1

3





let ring

3



0 1 0 2 3





2

3





0





0 2 3



0





0





0

3

3



* Fsus2

G5

in





this

town,



Gtr. 1

 

** p







    Gtr. 4

(cont. in slashes)



let ring

2 3

3

0

 







let ring

1 1 2 3

     





   un - til



 



8

10

 



5

7

  sum - mer

  



comes

a -

mf

8

**Vol. swell Gtr. 2



 



*** p

mf

5

***Vol. swell Gtrs. 3 & 5

  3

 0

 1

 0

 1

 0



 



3

5

1

 0

 3

 0

 3

 0

 3

*See top of first page of song for chord diagrams pertaining to rhythm slashes.

11





Guitar Solo Gtrs. 1 & 2 tacet

Am Gtr. 4

G5

 

   - round.



  

 



      Yeah,

Gtr. 7 (elec.)

 







mf w/ dist. rake

15

1



yeah.

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

  



   3

1

13

13 12

X X

Gtr. 3

 







let ring

1

2

1



 let ring 1

2







1

0















3

0

  let ring

let ring

2

0

3

0

0









G5





 







3





 







let ring

1





2

1



let ring

0

12

2



 let ring 1

  let ring

2 1

 0

14

 1

 3



0



14



14



0





   

    

3

1 1/2

14

3

0



1

14



5 3

Fsus2







3

 

 

3

1

Am









let ring

Gtr. 5





12

12



12



And it



12















let ring

3

  5 3

0

3

comes

0

3

 

0

3

0

3







Am



Fsus2

3

   

G5





 

  





3



               

a - round.



  



3

1 hold bend

8 10





 

8 10



8 10





10

10





0



2

1

2

0





 let ring 

let ring

 



 

5





Fsus2









Oo,

3



3

0

5

7





3

5

7





3

0

 

 

2 3

3

G5



 







oh,

    

    3

 

5







let ring

1

 

2

1

2

 

7

5 7



 let ring 1



5

 0

5

7

 1

 let ring

7

5





0







3

5

7

   

 



(cont. in notation)



 

              When

3

I

3 1 hold bend

7

9



3

0



 

oo,

 

4



let ring

3

1

Am





7

3

0

2

0

1

0

9





let ring

2



7

3

9

 0

8

9







12

12

13





12

15



15 15



1

15 13



13

 14

14





let ring

3



0

3



0 3

0

3

 

0

  

3

0



0 0 X 3

13

Chorus Fsus2

 

     

C

 

  close

my

eyes

and you

and

I

    

G

are stuck on the Fer

-

   ris wheel,

     rock - in’ with the mo







Gsus4

-

tion.





And



12

14

15

X

14

12

12

14

X

  

 

  

  

3 1 0 3

0 1 0 3

3 1 0 2 3

3 1 0 2 3

*Gtrs. 3 & 5

 

        rake  let ring

Gtr. 7







   

 

  

0 0 X 3

3 3 0 0 X 3

  0 X 3

14

 

   

   

0 X 3

3 0 0 0 X 3

3 1 0 0 X 3

15

*Composite arrangement

   

   

Gtr. 4

T

  

Fsus2

hand





 2

hand





0

3

0

 

 

3 3 0 0

3 3 0 0

we cried

   

   

and laughed,

know - ing that love

C

G5

     be - longed to



let ring

us





13

  

 

  

  

3 1 0 3

3 1 0 3

3 1 0 2 3

3 1 0 2 3

  

let ring

T

0 1 0 3 3 1

14

    0 1 0 3 3 1

E5







3 3 0 0 X 3



let ring

2

3

0





girl, if

on - ly

14

 

 0

3 3 0 0

for

15 14

13 12

  2 0

3

 



a

mo

-

 

  2 0

12

14

14 14

       3 3 0 0 X 3

      3 3 0 0 X 3



ment. “And

         

3 3 0 0

0 3

 

G5

      

12

15

   



3

      in



let ring

0 1 0 3 3 1

0 1 0 3 3 1





12 12

  

Fsus2

ba

-

 

     

C

by, I’ll

a - gain,”



 

   

be back



you

          

G5

whis

-



pered in

my ear but now the win - ter





wind



3   is



  

the

Harm.

10

5

  

  

  

  

  

  

(Gtr. 5 cont. in slashes)

0 1 0 3

3 1 0 2 3

3 1 0 2 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

3 3 0 0

3 3 0 0



 

   

  

T

3 1







0 1 0 3

0 1 0 3

2

0

3

0



Gtr. 7 tacet

G5





    3

on Gtr. 7





3

Fsus2 Gtr. 5



let ring

3 1



  

  

Pitch: G

-

 *grad. bend

  

  

ly







sound,



 

   

and

ev - ’ry - thing is



1

5

*Bend string behind nut.















let ring

3 Gtr. 4

   3 1

0

1

0

1

0

1

0



















let ring

3

0

3

0

3

0

5



0

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



 

 w/ bar



Gtr. 3

12 12 12

15

Gtrs. 4 & 5 tacet

Fsus2





  clos

-

Gtr. 3

 



ing

G5

3

  

  

down,



’til













let ring

0

3

1

1

0

   

comes

a - round.





let ring

0

0

5

F5

G5





  

sum - mer



 

3

Outro A5



1

0

 

 

 









 

  ’Til



sum - mer

 

 

comes

a - round,

8va

Gtr. 1







 

17

15

15

 



 

14

12

12

mp 17

Gtr. 2







mp

14

Gtr. 3



             0 0

Gtr. 4

      5 3

7 5

1 2

0 0

1 2

3





let ring

P.M.

16

 

0 0

   7 5

1 2

0 0

1 2

0 3

1 3



   1 2

 

3 4

 

   

3 1

3 1

5 3

      

12

 

12 12

 

13 14

12 12

15 15



17 17

12

0



A5

F5

    

G5

  













yeah.

Oo,

8va







17







14

  

          

  

1 2

0 0

1 2

3



let ring

P.M.

0 0



0 0

  

1 2

0 0

 

1 2

0 3

1 3





 









7 5

3 1



Harm.

1 2

 

3 4

  

3 4

 

12 7





5 3

7 5

7



12 7



Harm.

12 7 5



 

12 7

17

A5

F5

G5

   









  

   



’til

it

Riff B

comes

End Riff B

8va







17

Riff B1





End Riff B1



14

            



     

5 3

18

7 5

1 2

0 0

1 2

3



let ring

P.M.

0 0



0 0

1 2

0 0

1 2

0 3

1 3



 

 



  

3

3



   

let ring

1 2

3 4

  



  

7 5

3 1

3 1

5 3

3

3

 

5 4

3



5

3 4

3



Gtrs. 1 & 2: w/ Riffs B & B1 (till fade)

A5

F5

      

  



G5

a - round,

and

it

comes



a - round.

Hoo,

            

Gtr. 3



1 2

0 0

1 2

3

Gtr. 4

     





0 0

1 2

0 0

 

0

1 2

3

3

 

 

7 5

7 5



A5

  





hoo, Gtr. 7



0

3 1



2







let ring

3

3 4



7 7







 

12

14

  

  

  



 



let ring

 

Hoo,



hoo,

 

4

G5



 

hoo,

5 3

F5

hoo.

   1 2

1

let ring

5 3



let ring

P.M.

0 0



  

  

  

hoo,

hoo,



w/ slight dist. 1

1

15

Gtr. 3



15

15

             0 0

Gtr. 4

      7 5

1 2

0 0

1 2

3





let ring

P.M.

5 3

13

0 0

1 2

0 0

  

  

7 5

1



2

3

1 2

0 3

1 3



  



   



let ring

1 2

3 4

    3 1

5 3

3

 

3

4

3

3

5





0



10

19



A5



  



F5



 

12



       

  

14

12

12

12

12

13

0 0

1 2

0 0

3

   7 5

0 0



12









0

1 2

 



1 2

1

3

3

3 1

3 1





hoo,



         3

3 4

   

F5





3

4

5

5

4

3

3 4



 

5 3

G5

   







 0





   



 And





3

5

hoo.





let ring

 

7 5

 



1 2

  

A5

14

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

let ring

P.M.

1 2

Hoo,



            0 0

  

  

   

hoo.

 

G5

 

 

 

    



  



3

10

12

12

12

10

9

9

7

5

7

I

miss

   3

7

5

4

10

            



      5 3

20

7 5

1 2

0 0

1 2

3



let ring

P.M.

0 0



0 0

   7 5

1 2

0 0

1 2

0 3

1 3



  



     

3

3



 

let ring

1 2

3 4

 

   

3 1

3 1

5 3

 

3

4

3 5

4

4

 5

5



Begin fade

A5



F5

    you, ba

  -



G5

 



by.

   

Oo,

and

I

  

miss

 

you ba

 



    -

 

   



by.

’Til



 

 



let ring

12

5

7

              1 2

0 0

1 2

    

0 0

3



1 2

0 0





7 5

3

0

1 2

7 5

Am



  



12

 

   

3

3

8

2

9

    8



10

8

3



       

3  ’til you’re

 

3



1

0







1

0

0







1

 

1

0

            







let ring

2

1 2

3



let ring

P.M.

1 2



  

0 0

1 2

0 0



 let ring 2

1 2



0 3



3

 1



  



   

let ring

1 2

1





0

0

*Bend string behind nut.

0 0



com - ing back a - round.

 

1 2

10

15 15

15

7

0 0



Fade out

* 1



 

0

  







back a - round,

10

12

comes

G

  

  

12

4

2

3

F





 

1

3

0

5 3



let ring

P.M.

0 0



12

it

3 4

3

3

5 4

5

3

3

3



4

 0

3

21

from Keith Urban - Days Go By

You’ll Think of Me Words and Music by Ty Lacy, Dennis Matkosky and Darrell Brown

[F'9]

[Am7]

3214

[Em]

2 1

[D]

23

[Fmaj7]

132

321

Gtr. 1: Capo II Gtr. 2: Drop D tuning: (low to high) D-A-D-G-B-E

Intro Moderately slow q = 88A5 * [G5]

    



(Drums & kybds.)



Riff A1 Gtr. 2 (elec.)



mf

 





2

4

2

w/ clean tone & reverb



0

    





Riff A Gtr. 1 (acous.)







mp



 

  

 



 



w/ fingers let ring throughout



 

3 0



0

3

0

0 3

F#m7 [Em7]

 

0

0

3

E [D]



3

0

*Symbols in parentheses represent chord names respective to capoed guitar. Symbols above reflect actual sounding chords. Capoed fret is “0” in tab.



0 2



3 0

 2



 3

0

 0



2

4

   0

2

 

0 2

3

2

End Riff A1

   2

  0

D [C]

0



 



2 4



6 7



 3

2 0



2



  0

0

0

3

0 End Riff A

 0



0

           0

0

0

1 0

3

2

3 0

2

© 2002 EMI APRIL MUSIC INC., TY ME A RIVER MUSIC, KARLES MUSIC and ORIGINAL BLISS MUSIC All Rights for TY ME A RIVER MUSIC Controlled and Administered by EMI APRIL MUSIC INC. All Rights for KARLES MUSIC Administered by KOBALT SONGS MUSIC PUBLISHING All Rights for ORIGINAL BLISS MUSIC Administered by BMG RIGHTS MANAGEMENT (US) LLC All Rights Reserved International Copyright Secured Used by Permission

1

0 3

0

2

0

1

1

Verse Gtr. 2 tacet

F#m [Em]

D [C]

   

   

  

1. I woke up

   

ear - ly this

morn - ing

a - round





four

a.







 

m.,

with the

    







2 2 4





Riff B

  



0

2

0

2

0



2 0

A [G]

      

   2

2

shin

Gtr. 1

 

-

 



3

0

ing

0

bright

3

3

0

3

      

 



0 3



0

2

0

1





3 0

2

 2

  3



  

   

o - ver my

head and tried to

  

0 2

 

  

some

0

3

2

2





 0

 

sleep,

but





let ring

3

0



catch

       

Gtr. 2



1

2

D [C]

I pulled the cov - ers

      

the in - ter - state.

F#m [Em]

       

  3

0

Esus2 [Dsus2]

on

0

2

3

0

0

   1

0

         

0

3

as head - lights





            

moon



0

0

0 2 2 0



       

2 4



Gtr. 1





4

          0

0

2

2

0

0 0

2

0

0



 







0 2 0

2

2

   1

3

2

  3

0

2

       1

0 3

0

2

0

1

A [G]

     

  

   

thoughts

of

us

kept

  

   

keep - ing me

 

E [D]

 











a - wake.







2

0

 





let ring

1

2





 



3

0

0

3

3

Pre-Chorus Bm7 [Am7]

  

   

  

 

Ev - er since

   

   3

0





 

0

your - self

2

F#m7 [Em7]

  

in









0

    3

2

-

’s







1 2

   

0 0

1







0 0 0

  1

2

2

End Riff B

      

2

0



0



2

0

0

  

arms,

I’ve been

 





let ring

5

2

4

1 0

3

2

Riff C

 







5

3



      

some - one else

let ring

4

2

0

         you found





3

0

0

3

 



3

0

 





 

        0

0 0

2

2

0 0

2

0

0

End Riff C



   0

2

2

0

0

3

G [F]

    

try - in’ my best

to get

 

Gtr. 3 (elec.)

 



a - long.

 

But that’s

o



  

     

      

G'9 [F'9]

-

kay,

there’s noth - in’



  

left

to



say

but...







 

mp * w/ slight dist. & delay 1 5

*Vol. swells

   Gtr. 2

4



Gtr. 1













7

5

4

0

   1

3

1 2

Chorus A [G]

1

1

2

 

  

   

 

  

1



rec

-

ords,

3

   take





your

1

-

2

  

Take your

  3

3

  

dom.

  

1 3

 

free

1





3

E [D]

   

 

3

1

2

    Take your



mem - ’ries

   1

3

2

3

      I

don’t

need



 5

 

 





let ring



5 2

0



Riff D



   0

3

4

   

3 0

3 0

 

 

3





3

0 2

0



let ring

2



  

     3

0

4

0 2

2

3

  2



3

  3

0

2



 3

0

F#m [Em]

     

  

’em.

  

Take your



D [C]

     

space

and take

your rea

-

   



sons.

 

    

 But

you’ll

think

of me.

       

   7

  

5

  



let ring

4





 0

   2 2

A [G]

   



 

 

    



 

   

And take your

cat



2

2

      

and leave

my

0

0



         

3 2

      



5

2

0

0



let ring

5

2

0

7

0 3

2

Esus2 [Dsus2]

  

sweat - er,



2

1

0

0

3

3

E [D]

 

  

’cause we have

noth

-

   

in’

0

0

2



1

 

left

to weath -

      

  9 9

6

  







2

1





let ring

2







0

  0

3

0





   3

3 0

3

   0

  3

0

2

0

 2



2

          0

3 0

2

3

2 2

2

0

2

5

F#m [Em]

      -

         

er.

In fact, I’ll

feel a

  



6

4

   





2 4

4 6

6 7





D [C]

whole

  

lot

bet - ter.

0 2

2

0

0

2



2

   2

0



  







of me.

You’ll

2

2

2





 

End Riff D

 

    

3 0

2

3



0

0

0

3

1

0

2



 



      of me.

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

1

4

4

2

1



 





 

0

2

4

2

0

  0

3

think

E [D]

think

6

  

3

1

0

  



you’ll

  



A [G]



 But

  

    

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

0



  

3 2

0

 



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



       





0

 3

 3

  3

 0

 

 

3 0

0





3 0



2

 2

 

        

0

3

2

2

0

3

2

0

4

2

0

Verse Gtr. 1: w/ Riff B Gtr. 3 tacet

F#m7 [Em]

D [C]

   

        

2. I went out driv - ing,

try’n’ to

A [G]

     

clear

my



head.

          

  

I tried to sweep out

      Gtr. 2





all

the



ru - ins that





 2 5 2 4

6

* E'9/G#

F#m7 [Em]



[D'9/F#]

    



e - mo - tions

 



   Gtr. 4 (elec.)

my

  



   

left.

I

 



(I

guess



 



    

 

guess I’m

    

feel - ing

just

a

lit - tle

 

I...)

  

mp



grad. release

w/ clean tone 1

4

   Gtr. 2

4

4









 



let ring

2 4

2

5



2

*Bass plays G#.

7

D [C]



         tired of

  

this



Gtr. 3

and

   

          

all



1

 

 

    

the bag - gage that



seems



E [D]

           

to

still ex



-

ist.







  

  

1/2

12 10

12

Gtr. 4

A [G]

1/2

9

9







   



5

   Gtr. 2



  



2

2

3







1 2

2 4

4 6

9

3

2

2

Pre-Chorus Gtr. 1: w/ Riff C

Bm [Am7]

   

  

 

   

  

    It

seems the

on - ly bless

-

ing

I

have

F#m [Em]

   left

      to

my

  

name

is

not



 7

  





 

2 3 4

8

  0

4

    



 2

  5



2

Gtr. 4 tacet

G'9 [F'9]

   

     

know - ing

what

we could have been,

  Gtr. 3

 

 

what we

should have



3

 



been.



So...















1

4

   Gtr. 4





4



0



   Gtr. 2

3



Gtr. 1



 

1 3



2



1

 



2

3

         

2

1 3

2

1

2

0

1



3

3

9

Chorus Gtr. 1: w/ Riff D

Gtr. 3 tacet

A [G]

E [D]

  

  

     

   

     

     Take your

rec

-

ords,

take

your

   

   

free

-

dom.

     

Take your

mem

Gtr. 3

         

- ’ries,

I

don’t

need



2

  Gtr. 2

 





let ring

2



      

  

 

 

’em.

  

Take your





space



Dsus2 [Csus2]

      and

take

your rea

-





let ring

5

2

A [G]

       

   

And take your

      Gtr. 3



        cat

and



let ring 1

5

   

leave

my

sweat - er,





   

  

let ring

2

2

2

you’ll



think

of

me.





5

2

  



    

let ring





  

’cause we have

E [D]

      noth

-

in’

     left

 

    to weath -

  

1

7

4

Gtr. 2

But

Esus2 [Dsus2]

       

 



 



7

4



sons.

0

4

10

4

2

F#m7 [Em]



let ring

0

Gtr. 2

 







 

5

  

let ring

2

2

2





Gtr. 3 tacet

F#m7 [Em]

       -

 





         

er.

In fact, I’ll

feel

a

whole

D [C]



  

lot

bet - ter.



   But

you’ll

 

    

  think

of

me.



1

12

12

10

      

 



let ring

2

4





let ring

2

5

2

  





2

2

0

3

2

Bridge

[F'9] Gtr. 1



  

  

      





  

Some

    Gtr. 4

  



-



      Gtr. 2

8

    

  

day

I’m gon - na run



   2

  



a

   -

4

3 2

4

cross

your

  

mind.

 







3



5





2

 



let ring

2

 

let ring

5



      

     





let ring

7

[Am7]

4

3

5

2



3

11

[Em]



  

      

   

 

But don’t

wor - ry,

 

  

  

  

I’ll

be



   



  

[D]

fine.

 

 

be

right.

       I’m gon - na



    

 



(Be

     

     



    

   

 



  

X X X X X

0 0 2 4 4







4

0



[F'9]





  

   



       

While

 

  

    

you’re sleep - ing with



   



[Am7]



 

      





2 4

4 6





your pride,

8

12

-

right.)

               wish - ing





5



  

I

    

could hold

you

2

 





5

7

5





 

let ring



3



let ring

3 4 5

al



let ring

7

 





  

   

0

  



   



5

2

-

1 2

let ring

2

al

 

let ring

0 0 2 4 4

 



3

5

5

2







[Em]

      

     

tight,

I’ll be

 



o - ver you

   



         

and

  

 0 0 2 4 4

   

   

 

2

 

 

on

with

my



X X X X X

0 0 2 4 4



   

(cont. in notation)







life.

 



3





 



    

[F,7]



3

  

  

3 4 5

5

Breakdown-Chorus Gtrs. 2 & 4 tacet

A5 [G5]

   



Gtr. 1







   

  

So take your

rec

  3

0



3

 

0

0 3

-

  

ords,



3

take





your



3 0

  

 

free



3



0

Esus2 [Dsus2]

  

 

-



0



dom.



2

  3



    0

2

0

3

2



  3

0

2





3 0

3

13

F#m [Em]

  



D'9 [C'9]

  



Take your

  

mem

  Gtr. 3

 

- ’ries,

I



don’t

need





  



’em.











1

12

12

  Gtr. 2





Gtr. 1











     0

0

0

0

0

2

0

A [G]

   

 



0 2

2

0

   

      



2





10

9

 

 

3

2

  







11

9





0

1

3

Esus2 [Dsus2]





0 3

     





1





3

0

2

3

E [D]

 



  

   



 

             And take your

cat

and leave

my

sweat - er,

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

10

     4









6

9

9

1/2

9

-

in’

left

to weath-

 9

4 2

  0

14

1/2

1/2

noth

 





 

3

3

’cause we have

0

0 3

 3

      0

0

0

2

0

0

 0

 2





  2

3 0

  3

 

2 0

2

F#5 [E5]

D [C]

      -

        

er.

In fact, I’ll

feel a

  





5

4

2

A [G]



whole





lot

bet - ter.











E [D]



But

   

 

  you’ll



think

of

me.





 

1

5

3

2

4

4

  







let ring

2





0

0



0

   



2



0

3

2

0





let ring

5

 







   3 0 0 0

1

0

5

  





0

2

2 3 2

0

0

  4

0

3

Chorus Gtr. 1: w/ Riff D

A [G]

   

    

     

     

So take your

rec

take

-

ords,

your

     

* E/G#

   

[D/F#]

free

-

dom.

    Take your

      mem

- ’ries,

      

 

I

need

don’t

      Gtr. 3

  2

  Gtr. 2



4



 

let ring

2





4



 2

0 *Bass plays G#.

15

F#m [Em]

     

   

  

’em.

Take your



space

    and

all

D [C]

  

your



rea

-

    



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



 sons.

  But

    

you’ll

2

4

me.



1/2

9

9

 

of

     



10

2

   

think

 







2

0

9





let ring

2

0

Gtr. 3 tacet

A [G]

       

   

And take your

        cat

and

Esus2 [Dsus2]

       

leave

  

my

sweat - er,

   Gtr. 2

        

   2

16

er.

       In

fact,

I’ll feel



Gtr. 2

’cause we have

noth

-

    

in’

 

left

  to weath -

4

F#m [Em]

Gtr. 3



     



2

-

  

a

  

D [C]



whole



 

lot

bet - ter.



 But

  





5 5

7 7

5 5

  

    

you’ll

think

of

me.

  





5 4

7 6

5 4



   You’ll

Outro *Gtr. 1: w/ Riff A (5 times) Gtr. 2: w/ Riff A1 (2 times)

A5 [G5]

 

     think

of

  







  





  

E [D]

me,

 



yeah.

Mm,

        Gtr. 3

3

  5

4

   Gtr. 5 (acous.)

             



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

mf

2

3

5

5

4



2

4

6

6

*5th time, gradually fade out.

F#m7 [Em7]

D [C]

   



 oh.

      

And you’re gon

-

na

think

of me.



Oh,

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

  

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

14

12

14

10

            6





  

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

6

4

4

6

7

   



7

4



6

 

7

  

5

4

0

17

A5 [G5]

E [D]

  







  

yeah.

Oo,

 

  

12

 



14

     

     



9

10

10

9

10



12

12

                  

2

2

2

3

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

5

5

4



2

4

6

6

0

F#m7 [Em7]

  

         some

-

  

day,



ba

-

  

10

9

  



     



by,

some

-



9

Oh,

 

 11

9

11 11

             6

18



6

4

4

6

7

7



  

day.

      

1/2

9

D [C]



  

    

9

7

9



7



9

11

9

A5 [G5]

  

E [D]

  



oo,

 

 

  



Gtr. 5

11

11

 

9

7

9 9 9

12

3

5

12

12



 





  



1

  

 

9

7

12

12

10

10

12



10

              6

4

4

  

 

9

7

   

 

Oh,

yeah.

  9

6

7

9

10

 7



6

9

6

  



Think



 

11 11



4



           

   1

12



  



2

D [C]

   

   

 

4



mm.

6

10

Mm,

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

5

F#m7 [Em7]

     

 



              2

  



9

   



       let ring

9

  



oo.



Gtr. 2

  





    Gtr. 3



   9

7

7



7





 



9

7

9



9

19

*A5/E

E [D]

[G5/D]

      of



    Mm,

  

7

9

7

  

7

9



   

  

 

9

7

hmm.

9

11

2

3

Ba

-

by,

not

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

10

9

                

7

  

   



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

me.

  



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

5

5



4

4

  

 

9

7

5



4

7

5

*Bass plays E.

F#m7 [Em7]

  

D [C]

    

 

e - nough

no.

 

   



    



    

Doo, doo, doo,

doo,







 

no,

no.





 

  

6

4

12 12

                    5

   

4

 4

7

 7

7

5

 

 5

9

7

 

5

7

 5







7

7

7

20

10

6

  

  

 

7

7

7

let ring

9

10

11

              

7

  



10

10

6

4

4



Gtr. 5 tacet

A5 [G5]



  







             

E [D]





grad. release 1 hold bend

10

12

  

F#m7 [Em7]

12

12

 



3

5



 

1/2

10

9

9

 7

P.M.

7

6



4

7

5



7

2

   

     



let ring

2



      



let ring

0

0

    

0

2

2



let ring

2

2

4

2

Free time Gtr. 2 tacet

D [C]

A

        

   Gtr. 3

 

    





grad. bend 1

4

5

7

4

5

7 6

        

4

2

4

4



Gtr. 2

5

2

     F#m11

Gtr. 3

 2





4

4



  

1

5



let ring

2

2



E'4

2



5

       Dsus2

5 4

 5 4

 





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

grad. release 1

5 2

10

10

21

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