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Always Starting Over (If/Then)

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(1)

 

Moderately slow

ALWAYS STARTING OVER

Music by TOM KITT Lyrics by BRIAN YORKEY

 C(add2)/E mp        D(add2)/F#                     4

    LIZ: In my life Colla voce G5   I nev-er thought      I’d get a        mf  p       7



sec ond    - chance I thought I was done— G5/F#     then I     met you.    And though            10

 I G5/F nev -er dreamed    I could learn    how to love    a gain,    -F  I G/F placed my             

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13

 bet C(add2)/E    

and you came through Cm(add2)/E¨  Cm6/E¨ I     mp    p          17

 some D7sus how - still lost. G/D   I 

some how- al- ways do C#m7(¨5)        mf          20

  Em(add2)/C#

This time feels  new. Steady pulse (q. = 64) Csus2               mp                    25

Thank you for find

   

ing

- me— and thank

C

     you for the care—

Csus        and            

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27   

 fuck Csus2

you for mak     ing - me    think C

that this life Csus    might be fair. Gm      Gsus2 Gsus Gm You                         30

 prom C ised - to love Csus2,4     me—     a prom C  ise - you kept— Csus2,4        and   mf dim.         32   

 I C won’t be sor Csus2,4     ry - -   that you C  said to leap Csus2,4      and I     mf dim.            34   

 leapt. Gm  Gsus2 Gsus Gm I B¨(add2) won’t re gret -B¨sus2,#4      what B¨(add2) I did then, B¨sus2,#4    though it        mf                  

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37

 hurts Gm7(add4) more than I Gm7(add4,6)    could i - mag Gm7(add4)     ine - back when, Gm7(add4,6)    all the                39

 same, E¨ e - ven so E¨sus2,#4    I would love E¨     you all o E¨sus2,#4    ver - a  gain. Gsus     -                       42

 G  Am I al Am   ways -   start - ing o Em    ver? -   In a    p sub.         mf                      45

 brand F(add2)  new F  sto C ry Csus2/B    - am I al Am    ways -   back at                            

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48

 one Em   af - ter all F(add2)    I’ve F  done? Gsus  G  ’Cause I’ve                              51

 burned C  all of my bridg Dm7    es - - -  and  learned C/E  ev ’ry  - last  mp                                 54

 les F  son F(add2)  - too. Gm  Gm(add2)  So how F can I   start    mf           mp             57

 new? C5     I’ll Driving D

love our chil Dsus2,4    dren, - both     p                    mf                                                

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60

 fierce D ly - and well. Dsus2,4       When  they D ask a - bout Dsus2,4     you, oh                                   62   

 Lord D y, - the sto Dsus2,4     ries -D I’ll tell. Am      Asus2 Asus Am And                                           64

 I D won’t re - gret Dsus2,4     the lives I D     did - n’t lead. Dsus2,4     I                                   66   

 knew D you, I loved Dsus2,4    

you, and let

D    that be all Dsus2,4    that D I                                   

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   68   

 need. Am  Asus2 Am G/B Say C

that it’s fate. Csus2,#4            f                                   70

 Say C

it’s fore told.

Csus2,#4   - I’m Am7

through with fight D7/A  ing - it—                                   72

 I’m Am7

much too old.

D7/A

What the gods F     have to give Fsus2,#4    I’ll                                74

 take, F

and I’ll live, Fsus2,#4     and F be  bold. Asus     A     mf    cresc.                                        

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77

 Asus A  If we’re al Bm   ways -   start - ing             f                                80

 o F#m ver -   ev - ’ry brand G(add2)    new G  - morn D ing, Dsus2/C#    - then we’re                                                 83

 al Bm ways -  

start - ing out F#m

    

with the end

G(add2)    in G                                             86

 doubt. Asus  A  We can leave D  

life for to mor

Em7(add4)     - row  - or     mf                                           

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89

 grieve D/F#  

all that we thought

Gsus2     we’d   cresc.                                91

 do, Am  Asus2 Am or  make G each mo   ment -      mf                93

 new. Csus2   

All that has hap

Gsus2  pened - is hap G   pen - - ing     p                 96

 now. C(add2)   

All that might hap

Gsus2  pen - is here, G/F    some    -                    

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99

 how. E¨(add2)   

All of the choic

B¨sus2  es - that made B¨/A    me,     mp    cresc.             102

 me. G     All of the ac Cm(add2)    ci - -dents yet Csus2,4    to Cm    mf                    105

 be. G  Gsus2 All G that’s a head C(add2)   

-   and all that’s be    -         mp    

cresc. poco a poco

                108

hind.  It’s all in the mo Cm    ment - I make    up my mind Csus2,4    and o Cm    pen - my         cresc.                                   

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111

heart E¨sus2,#4

 E¨ E¨sus2,#4 E¨ E¨maj7

and E¨6     f                                                       114

 start F7(add4)

 E¨/F F7(add4) E¨/F F7(add4)

and                                                      117

 start. G5     ’Cause we’re     p sub. cresc.                                                       120

 al µ ways -Cm    start - ing o Gm    ver -   ev - ’ry life A¨(add2)    we’re A¨    f                                                 

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123

 liv E¨ ing, E¨maj7/D    - and we’re al Cm    ways - - just a wake Gm     - ev - ’ry                                                         126

 step A¨(add2)  we A¨  take. B¨sus  B¨  And, my love, E¨      our life is o     -                                                    129

Fm7(add4) ver.   - But,  love, E¨/G  

I’ll make you one A¨sus2     last                                                     132

 vow, B¨m7(add4)  A¨/B¨  to start o C¨6/9    ver - and o     ver - and          mp     

cresc. poco a poco

  

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

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135

 o  ver  - some how. C¨6/9(#4)    -  My 

new life starts   right    poco rit.        f          8va            138

A¨(add2)/C   now! B¨7(add4)/D   p a tempo                  

cresc. poco a poco

                                                 141

  A¨(add2)/C         mf                                                               144

 B¨7sus  B¨9 B¨7sus B¨7 E¨         f        ff                        

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