Thinking Out Loud Choral SATB Sheet Music by Ed Sheeran (Arr. Ed Lojeski)

April 4, 2017 | Author: Márcio Fernandes | Category: N/A
Share Embed Donate


Short Description

Download Thinking Out Loud Choral SATB Sheet Music by Ed Sheeran (Arr. Ed Lojeski)...

Description

 Recorded by ED SHEERAN

THINKING OUT LOUD )RU6$7% DQG3LDQRZLWK2SWLRQDO,QVWUXPHQWDO$FFRPSDQLPHQW Performance Notes: 7 KLVLVDYHU\VLPSOHWXQHWKDWFDQEHOHDUQHGLQDUHODWLYHO\ VKRUWWLPH$OORZWKHYRFDOUK\WKPVWREHDQH[WHQVLRQRIWKHZRUGV'RQ¶WWU\WR DFFHQWWKHUK\WKPVLQVWHDGNHHSWKHOLQHVOHJDWR E.L.

'XUDWLRQFD

Arranged by ED LOJESKI

Soprano Alto

Words and Music by ED SHEERAN and AMY WADGE Moderately (q = ca. 79)

   







 :KHQ \RXU OHJV GRQ¶W ZRUN OLNH WKH\

Tenor Bass

    







unis. mf

 

 



  

Moderately (q = ca. 79)

  Guitar cue ­ play only if no guitar is available     Piano



mf

      

  



 

  



 

   





   



   









DQG , FDQ¶W VZHHS \RX RII RI \RXU IHHW





   



    





3

3

  





XVHG WR EH  IRUH

      



    



  

   







   

   



 

* Available separately: SATB (00147424), SAB (00147425), TTB (00147426), ShowTrax CD (00147428) Rythm parts available as a digital download (00147427) (syn, gtr, b, dm) halleonard.com/choral

&RS\ULJKW‹6RQ\$790XVLF3XEOLVKLQJ/LPLWHG8.DQG%',0XVLF/WG 7KLVDUUDQJHPHQW&RS\ULJKW‹6RQ\$790XVLF3XEOLVKLQJ/LPLWHG8.DQG%',0XVLF/WG $OO5LJKWVRQEHKDOIRI6RQ\$790XVLF3XEOLVKLQJ/LPLWHG8.$GPLQLVWHUHGE\6RQ\$790XVLF3XEOLVKLQJ//& &KXUFK6WUHHW6XLWH1DVKYLOOH71 3ULQWHGIRU\RXE\ ,QWHUQDWLRQDO&RS\ULJKW6HFXUHG$OO5LJKWV5HVHUYHG



  







ZLOO \RXU PRXWK VWLOO UH  PHP EHU WKH



  





 

WDVWH RI

    

   

3

  

P\ ORYH"



3





    











  



 

  









unis. mf

    

:LOO \RXU H\HV VWLOO VPLOH IURP \RXU FKHHNV"



  



  

  











$QG GDU OLQJ ,













    







    

 

 

 

  

 



 

11

   





        ZLOO



     

D

D/F#

   

  

  





Play

mf

EH ORY LQJ \RX

               



7+,1.,1*287/28'²6$7% 3ULQWHGIRU\RXE\

      WLOO

 G







ZH¶UHVHYHQ W\

        A

   

      



  

 D

D/F#

      





  



   







     



 





G

 

  

$QG

ED  E\ P\

 

  

A

  





  

 





            





 



G



   

  

   



19

SHR SOH IDOO LQ ORYH LQ P\V  WH



 



Em7

     

3ULQWHGIRU\RXE\





   

  



 



 



  

 



        

D/F#





KRZ

    

 G

A

   

  

      

  



  

         

  

mf

  

FRXOG VWLOO IHHO DV

   

unis.

A

    

 

D/F#

UL RXV ZD\V



unis.

            PD\  EH MXVW WKH WRXFK RI D KDQG

unis.                           

  

 



 

D

                







$QG ,¶P WKLQN LQJ ¶ERXW

A

      

  KHDUW

DW WZHQW\ WKUHH

              



D

   



KDUG



D

unis.               

Em7

   

  

 

 

  



G

  

 

7+,1.,1*287/28'²6$7%



  





 





unis.

           

                

:HOO PH , IDOO LQ ORYH ZLWK \RX HY  ¶U\ VLQ  JOH GD\



     



 





                  



A

Em7

    



   

G

A

    

    

  

     

Bm

     

    





$QG

unis.

   





27

  



f

        , MXVW ZDQ QD WHOO \RX ,





 





DP

            



Em7

   

6R KRQ  H\



   

 3

   



3



 D

     

   



   







f





WDNH PH LQ  WR \RXU ORY LQJ DUPV



  



 



G

    

A

     



7+,1.,1*287/28'²6$7% 3ULQWHGIRU\RXE\

3









3        3

D/F#



G

  

    

3

.LVV PH XQ GHU WKH OLJKW RI D



D

  

  

        

3

3

  

3

3

3        

D/F#

  

           f



QRZ

A

 

  

   

  

3

A

   

      



  





  



3







  





WKRX  VDQG VWDUV



  



3

      

3ODFH \RXU KHDG RQ P\ EHDW  LQJ KHDUW









3





      3

  



 



  







3



    



 



  



D

D/F#

G

 

  

 





 

D









   

  



 



  



,¶P WKLQN LQJ

RXW



            IRXQG

ORYH



ULJKW

unis.               

    



ORXG

PD\  EH

 



G

  



  



D/F#

 

A

  



   

ZH





3

A

   

   

  



 





37

     



 :KHQ P\ KDLU¶V DOO EXW JRQH DQG P\

ZKHUH ZH DUH

     



        

unis. mf

3 3

  



 



Bm7

A

Gmaj7

D/F#

  

 

  

 

           



     





3ULQWHGIRU\RXE\



Em7

A

D

D

  mf



D/F#

 



 

 7+,1.,1*287/28'²6$7%



  







PHP R U\ IDGHV

      

DQG WKH FURZGV GRQ¶W UHPHP EHU P\ QDPH

   







 



G

A

D

  





  

 

  

 







 

G

A

   

         



  





:KHQ P\ KDQGV GRQ¶W SOD\ WKH

  



3

D/F#

    fi              





       3

3

  



  







VWULQJV WKH VDPH ZD\











3

      D



 







D/F#

 



 

 

  







G

A

   

 





 







, NQRZ \RX ZLOO VWLOO ORYH PH WKH VDPH



  



        3

  



 



D

  



 



7+,1.,1*287/28'²6$7% 3ULQWHGIRU\RXE\





unis. mf

      





   

   



 

¶&DXVH KRQ  H\ \RXU

 G

 

 

  

3

D/F#

   

 

A

 

  









45

   





        VRXO



     



 





FRXOG QHY HU JURZ

        

D

   

      



  

   







    



$QG ED  E\ \RXU



     

   G

A

         



  



    







LW¶V HY  HUJUHHQ

       



G

A

D

   

      

   

       



   



  





     

VPLOH¶V

D

      

ROG



D/F#

      



IRU  HYHU LQ

                 

D/F#



  

 

D/F#



       P\ PLQG

DQG PHP R  U\

               

G

A



  

    

 



53

  





          ,¶P WKLQN LQJ ¶ERXW



 

 D

     



 





      

D/F#

    

3ULQWHGIRU\RXE\

SHR SOH IDOO LQ ORYH LQ P\V  WH 

    

 G

KRZ

A

   

      



   

               unis.               

Em7

    

mf





      7+,1.,1*287/28'²6$7%



  



unis.

                          

UL RXV ZD\V

DQG PD\ EH LW¶V DOO SDUW RI

 



 



  



A

D

    

Em7

   

  

 

 

   

,¶OO MXVW NHHS RQ PDN LQJ WKH VDPH



    



 



               

Em7

G





   

A



  





  



Bm



  

 

   

KRS LQJ WKDW \RX¶OO XQ  GHU  VWDQG

  

   

  



    

  

unis.

      



unis.

PLV WDNHV

  

:HOO

G

      

A

    

    

  



           





D SODQ

unis.                              

  



   

 

Em7

  



   



61

  



f





   

3

  





7KDW ED  E\ QRZ



  



 











3        3

A

     

   

3

WDNH PH LQ  WR \RXU ORY LQJ DUPV f

  

3

        





   

7+,1.,1*287/28'²6$7% 3ULQWHGIRU\RXE\

D

D/F#

  

  

f



  

G

A

   

      



  

3





  



3









3

3

         

   



.LVV PH XQ GHU WKH OLJKW RI D WKRX  VDQG VWDUV



     



 





D





3

D/F#

G

  

      



   





3        

    

  

3

3

 



D











 



 





3ODFH \RXU KHDG RQ P\ EHDW LQJ KHDUW



  





3



      3

  



 



G

  



 





ORXG

     



 



PD\  EH



G

A

   

      



  

3ULQWHGIRU\RXE\



 D/F#

     





             RXW



   



               

ZH

IRXQG

ORYH

ULJKW

              unis.



  

,¶P WKLQN LQJ

D

  



3

A

   



D/F#

  

3

      



3

A

      

 

 

   



ZKHUH ZH DUH

 

unis.

   

6R KRQ H\

    A

D

  

        





   

Bm7

A

Gmaj7

D/F#

Em7

  

 

  

 









7+,1.,1*287/28'²6$7%



71

  



   





3

QRZ









D

D/F#

   



  

  

 





3









D

        3



 











3

      





 



 







3ODFH \RXU KHDG RQ P\ EHDW  LQJ KHDUW



  



3



      3

  



 



G

  



 



7+,1.,1*287/28'²6$7% 3ULQWHGIRU\RXE\



D

   





 D/F#

  

    



  

,¶P WKLQN LQJ

3

A

   



D/F#



 3



  

WKRX  VDQG VWDUV

  

3

 





D

  

  

3

A

   

  





3

XQ  GHU WKH OLJKW RI

D/F#

   

3

   

   



3

  

       

G





D

     



3



A

   

  

.LVV PH





3       

G

   



  

unis.

3

  



3

7DNH PH LQ  WR \RXU ORY LQJ DUPV

    

3

          



  



   



  

RXW





 



G

   

  



 





   

   

   

  

A



  



Em7

D

  

     





 

  



  

ZH

IRXQG

    

unis.



 



 



 

  

 









unis.

ORYH

ULJKW

     



ZKHUH ZH DUH

dim.



A

Gmaj7

D/F#

Em7

 

 

 





  





dim.







 

  



ORYH



 

Bm7

A

Gmaj7









 



A



3ULQWHGIRU\RXE\





ULJKW

ZKHUH

ZH

DUH

 

mp







D/F#

Em7

A







rit.



rit.



mp







 

D

  mf

mp



DQG

  

Bm7

unis.



  

           





D/F#

ZH



 

ULJKW

Gmaj7

%D  E\





A

dim.



 



  

Bm7

              





ORYH

unis.

 

unis.

  

IRXQG

 



IRXQG



rit. mf

mf

  

  



ZH

 

A

ZKHUH ZH DUH



PD\  EH

   

    

  

   





 



ORXG

     





  



 



 

D



 

  

7+,1.,1*287/28'²6$7%

View more...

Comments

Copyright ©2017 KUPDF Inc.
SUPPORT KUPDF