RNY 1063 - David Lang - I never

Page 1

DAVID LANG I NEVER FOR CHORUS IN 40 INDIVIDUAL VOICES 8 GROUPS OF SOPRANO, ALTO, TENOR, BARITONE, BASS

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by

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Yo

rk

SCORE


rk Yo ew N di or R ic by ht ig yr op C © 2010 by Universal Music Corp. (ASCAP) International Copyright Secured. All Rights Reserved. RNY 1063 ISMN 979-0-041-61063-4 Warning : Unauthorized reproduction of this publication is prohibited by Federal law, and subject to criminal prosecution.


I never words and music by david lang

rk

(after the text used by thomas tallis in his 40 voice motet spem in alium)

R ic

or

di

N

ew

Yo

I never gave my hope to anyone but you I never gave my heart to anyone but you I never gave my love to anyone but you I never gave my self to anyone but you

ht

by

heaven and earth heaven and earth

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op

yr

ig

remember remember - how low I am

I never was commissioned by the Sage Gateshead the duration is about 9 minutes


ht

ig

yr

op

C by di

or

R ic ew

N Yo

rk


I never

q = 112 always moving bring out the propulsive notes and hold everything else back begin very quiet and get more intense

p           

  

  

tenor 4

baritone 4 bass 4

soprano 5 alto 5

tenor 5

baritone 5 bass 5

soprano 6 alto 6

tenor 6

baritone 6 bass 6

soprano 7 alto 7

tenor 7

baritone 7 bass 7

soprano 8 alto 8

tenor 8

baritone 8 bass 8

 p

 

  p

 

I

ne - ver

     

  

p

    

 

     

        



p



p



p



p



p



p

 

 

I

ne





I

ne





I

ne

 

 

I

ne





I

ne





I

ne

  

-

-

-

-

-

-

 

I

       I

    

ne

    

  p

 

 

I

ne - ver

ne -ver

 

 

 



     

 

      

ne

     

    -

ver

      

I ne - ver

I

    

    

    

 

I

    

ne -ver

ne

-

ver

I ne -ver

 

  

I

ne - ver

    

I

     

gave

my

hope













 



gave

my

hope









ver

gave

my

hope

 

 

 

gave

my

hope









 

gave

my

hope









ver

gave

my

hope

  

  

 

ne -

I ne - ver

ver

ver

 

ver

ver

I ne

I ne - ver

I ne - ver

ver

I

      

-

ne -ver

I ne -ver

I ne -ver

I

  

     

  

ne - ver

  

  

I

p

  

 

 

     

    

p

  

 

  

 

     

I ne - ver

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  

ne -ver

ver

I ne - ver

I ne -ver

-

ne

I ne -ver

  

  

I

or

  soprano 4 alto 4  

    

 

R ic

baritone 3 bass 3

    

ne - ver p

I

  

    

I

    

by

tenor 3

ht

  soprano 3 alto 3  

 

 

yr

baritone 2 bass 2

I ne -ver

  

op

tenor 2

ig

  soprano 2 alto 2  

rk

p

I ne -ver

  

Yo

baritone 1    bass 1 

ew

ne -ver

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  

tenor 1

    

di

I

C

soprano 1 alto 1

words and music by david lang

  

    

    

     

 

   

p

p

p

 

to

an

 

 

- y - one

to

an

to

an

- y - one

to

an

- y - one

 

 

to

an

to

an

- y - one

 

 

- y - one

- y - one


2 10

to

a - ny - one but you

     bar,b 3 

t3

I s,a 4

I

ne

to

a - ny - one but you

  

to

a - ny - one but you

I

  s,a,5   

  

t5

bar,b 5

   

I ne - ver

  

bar,b 6

ver

gave

my

heart

      

to

a - ny - one but you

 

 

 

 

-

ver

            

 

 

I

ne - ver

  I

ne





I

ne





I

ne

-

-

-

 

I ne -ver

    

 

      

ne

-

    

       

ne

 

 

I

ne - ver

 

       -

        I

ne

    

    -

heart













    







ver

gave

my

heart

     

my



ver

gave

heart

     I ne -ver

ver

my

ne - ver



gave

I

I ne -ver

 

 

   

ver

      

ver

I ne -ver

   

I

I ne -ver

     

I ne -ver

    

    

I ne - ver

I ne -ver

 

ne -ver

  

ver

to

I ne -ver

    

      

I

you

   

but

    

    but you

    

ne

 

you

 

 

I

     



I ne - ver

I ne -ver

 

ne - ver

you

I ne - ver

you

but



    but you

but

bar,b 8



  s,a 8   t8



 

but

bar,b 7

 

  s,a 7   t7

p

 

     

 



I ne -ver

    I

heart

ne -ver

C

  s,a 6       

my

     

a - ny - one but you

gave

     

- ver

t6

I

I

to



ver

    

ne - ver

      

to

I ne -ver

p

by

ver



to

 

  



ig

      



 



to

yr

bar,b 4



I ne -ver

op

t4

heart

I ne - ver

p

my

to

 

gave

     

ver

ne - ver

  

-

    

      

 

 



p



-

to

I ne -ver

ne



rk

      

        

I



 

Yo

 p





-

 

ew

  



ne

 

N

s,a, 3

 

t2

bar,b, 2

I

 

di

s,a 2

p

 

or

bar,b 1

 

 



ht

t1

R ic

 s,a 1 

I ne -ver

I ne -ver

I

    

  ne

-

ver


3

    

I ne -ver

   

   an

 

an - y - one

bar,b, 2

 

- y - one

 

an - y - one

s,a, 3

   

   

   an

 

an - y - one

t3

bar,b 3

 

- y - one

 

an - y - one s,a 4

t4

bar,b 4

s,a,5

 

 

a - ny - one but you

but

you

but

you

but

you

 

but

you

bar,b 6

 

t6

 



 



  

  

I

ne - ver

 s,a 7  

bar,b 7

 s,a 8 

bar,b 8

 



I

ne





I

ne

a - ny - one but you

    

ne

-

ne





I

ne





ver

ne -ver

      

to

a - ny - one but you

ne

    

ne

I ne - ver

      

to

a - ny - one but you

 

  

I

ne - ver

 

       

      

to

a - ny - one but you

 

 

 

I

ne - ver













my

 

love









ver

gave

my

love









ver

gave

my

love

 

gave

 



ver

gave

my

love









ver

gave

my

love

       

I

I

     

ver

I

      

ne -ver

I

    

 

     

I

ne -ver

ne -ver

     



    -

love

     

 

my



-



gave

ver

-

 

ver

 

-

 

I

 

I ne - ver

    

 

-

 

I

   

 

      

-

by

to

I ne -ver

t8



 

-

ht

      

    

 

ne

I ne -ver

t7

I

I

    

 

 



I

 



I

I ne -ver

I ne -ver

you

ne -ver

   

but

        

ver

ig

-

ne

I

     

 

      

yr

you

but

ne -ver

op

s,a 6

I

C

bar,b 5

 

ne - ver

I ne - ver

t5

I

      

 

I ne - ver

I

 

 

 

 

to

 

 

      

   

t2

I ne - ver

rk

      

Yo

ew

s,a 2

N

bar,b 1

 

    

di

t1

or

R ic

19

 s,a 1 

ne

    -

ne -ver

 

ver

       I

ne -ver

  

 

 

I

ne - ver

 

I ne - ver

I

     I

   

     

  ne

-

ver

 

  

   

I

ne -ver


4

     

    

I ne -ver

 

ne - ver

 

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 

-

ver

 

-

 

-

ver

ne

-

       I

  

 

 

my



  

 

ver



love

   

ne -

ne -ver

gave

 

ver

I

 

ver

-

 

     

ver

-

-

ne

-

     

      

I ne - ver

 

 

 

      

to

a - ny - one but you

 

gave

 

my



love

   

 

ne

-

ver

      

to

a - ny - one but you

ne -ver

 

     

    

 

      

to

a - ny - one but you

 

  

I

ne - ver

ne

       

 

      

to

a - ny - one but you

 

 

 

I

ne - ver

-

I

ne -ver

     

ver

I

   

ne -ver

I

    

 

     

I

ne -ver

        I

     

   

 

I ne - ver

I

I ne - ver

    

I ne -ver

    

      

I ne -ver

 

 



I

    

    

 

I ne -ver

t8

-

 

  

- ver

 s,a 8 

-

I

      

 

I ne -ver

t7

 

I ne -ver

 s,a 7 

  

-

I ne - ver

    

  

I ne -ver

 

 

C

t5

    

 

 



R ic

ne

by

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ht

ig

s,a,5

 

yr

t4

bar,b 4

 

op

s,a 4

I ne - ver

you

    

 

 

 



I

      

 

to t3

 

  



I

 

  

I s,a, 3

rk

bar,b, 2

  

 

t2

I ne -ver



 

    

ew

s,a 2

di

bar,b 1

or

 

t1

N

Yo

56

 s,a 1 

ne

    -

 

ver

I ne - ver

     I

      

  ne

-

ver


8

  

 

 

I

ne - ver

I ne -ver

t2

bar,b, 2

s,a, 3

 

 

  

   I   bar,b 3  



 

  

I

ne - ver

 

 

I s,a 4

 



 



 

 

-

ne

-

-

I

 



 

 

-

ne

-

-

s,a 6

 

t6

 

bar,b 5

bar,b 6

s,a 7

ne -ver

  bar,b 7  I s,a 8

 

I

  

bar,b 8

 

   

I

ne -ver

 

I

ne - ver

 

 

 

-

ver

I



 

ver

 

-

ver

 

      

to

a - ny - one but you

 

ne



 

-

ver

  I

 

ne

 

-

ver

 

 

gave

 



 

 

my

 



self

 

 

gave

my

 



self

      

to

a - ny - one but you

    

     

      

     

      

 

 

I ne - ver

ver

    

I ne -ver



 

I ne -ver

t8

 



-

-

I ne -ver

ne - ver

-



 -

I ne -ver

  

-

ne -ver

 

      

     

t7

yr

 

 -

you

    

-



-

-

- ny - one but

op

 

t5

a

a - ny - one but you

-

 

ne - ver

to

 

     

I

      

you

-

   

     

      I ne -ver

 

 



-

by

- ny - one but

ht

 

C

s,a,5

a

 

ne

 

     

ig

   I   bar,b 4   t4

a - ny - one but you

I ne -ver

 

to

to

     

 

ne

      

    

to t3

I ne -ver

 

I ne -ver

rk

s,a 2

   

I ne -ver

Yo

- ver

    

ew

     

      

N

bar,b 1

ne -ver

 

t1

di

I

R ic

or

       

65

 s,a 1  

 

I ne -ver

      

to

a - ny - one but you

 

  

I

ne - ver

      I ne -ver

 

 

I ne -ver

      

      

to

a - ny - one but you

 

   

I

ne - ver

   I

I ne -ver

I ne -ver

  

ne - ver

      

I ne -ver

  

 

 

I

ne - ver


9 75

     

 s,a 1 

         

I ne -ver

 

t1

I s,a 2

     

bar,b, 2

 



 

I

           

    

 

I ne -ver

I

ne

-

a -ny -one but you a -ny -one but you

 

 

s,a,5

  

   

I

ne - ver

    

 

 



 

 

ne

     

-

I ne -ver

   



I ne - ver

   

 

 

 

 

a - ny - one

but you

 

    

 

       

t8

 

  

  



I ne - ver

 

 

I

ne - ver

a

-

ny

        -

one but you

  

 

to

a

  -

ny -



I

 

 

ne





-

-

-

-

ne

-

-

-

-

 

to

 



I ne -ver

 



I

     

 

  

ver

I ne -ver

bar,b 8

I

 

t7

s,a 8

 

but you

I ne -ver

bar,b 7

 

 

t6

s,a 7

          

op 

   

by

 

ht

to

bar,b 6

ig

 

a - ny - one

yr

 

C

s,a 6

a -ny -one but you a -ny -one but you

rk

t5

        

Yo

  

a -ny -one but you a -ny -one but you

ew

ne - ver

ne -ver

N



        

a -ny -one but you a -ny -one but you

to

bar,b 5

di

 

t4

bar,b 4

or

s,a 4



  

I

        

R ic

bar,b 3

 

I

t3

ne - ver

ver

ne - ver

I

  

a -ny -one but you a -ny -one but you



I ne - ver



          

 

 

ne -ver

  

    I

s,a, 3

       

I ne - ver

t2

I ne - ver

ne - ver

   

a -ny -one but you a -ny -one but you

 

   bar,b 1 

I ne -ver







to

a

 -

ny

       -

one but you

  

 

to

a

  -

ny -







I

 

 

ne





-

-

-

-

ne

-

-

-

-

  I


10 83

a -ny -one but you a -ny -one but you

 

-

ver



  

I

a -ny -one but you a -ny -one but you

 

 

 

 

I

ne

-



 

I

s,a 6

I

ne - ver

 

 

I

ne

ne

ne -

 

-

bar,b 6

s,a 7

           

 

ver

-

 I

  

a -ny -one but you a -ny -one but you

      

     

ne - ver

       I ne -ver

        

       

ne

I

I

ne - ver

        

   

ver

a -ny -one but you a -ny -one but you

 

 

 

-

ver

 

  I

 

 

ne - ver

I ne



  

  

ne

ne -ver

   

-

I



 



to

a

 -

-

-

-



-

-

-





  

-

-

-

ny

-



ver

to

-

-

      

ver

 

 -





one but you

bar,b 8

 

 

        

t8

-

s,a 8

ne - ver

  

one but you

bar,b 7

 

        

t7

  

I ne - ver

t6

  I

ver



ne -

I ne - ver

one but you

 

     

      I

-

 

I ne -ver

 

  

     

ny

I

I

ht



ig



yr

 

-

 

a

    

a -ny -one but you a -ny -one but you

ver

by

ne - ver

 

t5

bar,b 5

I

-

op

s,a,5

 

ne

to

ne -



     

I ne - ver

C

bar,b 4

       

   

   





     

 

I

     







I ne - ver

           

I ne -ver

t4

ne - ver



I

one but you

ne -

 

ver



a -ny -one but you a -ny -one but you

 s,a 4  

    

-

 

ny

 

ne -ver

-

I

I

      

a

     

 

ne - ver

I ne -ver

bar,b 3

        

      

t3

to



ew

s,a, 3







N

bar,b, 2

 

 





rk

 

I t2

di

 



or

ne

I

R ic

     bar,b 1    s,a 2

        

 

t1

Yo

 s,a 1 

a





-

-

-



ver



ver

 -

ny

one but you

to





 

 

     -

              a - ny - one but you

             

one but you

to





 

 

a - ny - one but you


11

-

     

-

  

 

to

a

-

bar,b 3

s,a 4

-

 

-

ny

-

-

-

-

-

    I

 

-

-

-



-

s,a 6

 

ne

bar,b 6

s,a 7

-

ver

 

   I

t7

bar,b 7

ny

-

-

-

ver



      

one but you

to





 

 

         

a - ny - one but you

 

ver

      

ne -ver

I

ne

 

 

 

-

ver

     

ht

ig yr

I

 

     

I ne -ver

     

ver

    

     

I ne -ver

    

 

I

ne

I

     

ne

-

     

I

-

ver

ne -ver

      

 

    I

ver

  

  

   

ne - ver

  

I ne -ver

 

I

-

 

ne -ver

 

I

 

ne - ver

ne - ver

ne

 

 

I

  

a -ny -one but you

 

  



I

I

     

I ne -ver

 

I

    

           

ne - ver

 

 

a -ny -one but you

a -ny -one but you

ne - ver

a -ny -one but you

 

 

      

      

I

 



a -ny -one but you

 

 

 s,a 8 

-

 

    





 

I

 

  

-



ver

t6





         

a - ny - one but you

  

         a -ny -one but you a -ny -one but you       

   

a

I



to

op

 

ver

a -ny -one but you

C

bar,b 5

-

ver

one but you

I ne -ver

t5

-

-

a -ny -one but you

 

-



to

-

-



-

ny

      

ne - ver

a -ny -one but you



I

s,a,5

-

              a -ny -one but you a -ny -one but you 

-

-

         

-

I

bar,b 4

-

      

  

t4

-



-

    



one but you

-

-

a



  

t3

-

to

one but you



rk

-

s,a, 3

-



Yo

-

 

ew

bar,b, 2

ny



  

t2

-



N

        -

s,a 2

a

         

di

to

 

or

bar,b 1

 

by

t1

  

R ic

90

  s,a 1  

ne

    

-

ver

I ne -ver

t8

bar,b 8

 

       I

  ne -


12 96

 s,a 1 

  

I

t1

bar,b 1





    



ne - ver

I

 

ne - ver

  

 

I

ne

 

  -

ver

s,a 2

 

t2

 

-

     bar,b 3   t3

s,a 4

  

  

 

to

a

  -

ny

     bar,b 4   t4

 

  

I

s,a 6

bar,b 6

s,a 7

 

I

ne

  

-

ne

-

 

ne



-

ne

-

 

 

-

-

-

-

-

 

  

ne - ver

-

 ny





-

-

-

-

 

   

I

ne - ver

-

-



I

-

-

    



         a-ny -one but you a-ny -one but you      bar,b 8 

       

ne

     



ver

   a

 -

ny

     -



ver



 

ver

 

 

-

ver

 

 I

     

  

 

    

 

ne

I

 

-



ne

-

  

 

ver

ne - ver

  I

        

   

I

ne - ver

   

      ne ver

       I

ver

       a-ny -one but you a-ny -one but you

I

ne - ver

I ne - ver



one but you



a-ny -one but you a-ny -one but you

 

one but you

      

a-ny -one but you a-ny -one but you

-



I ne ver

a-ny -one but you a-ny -one but you

I

ny



I

I

ne - ver

-

    

ver

a-ny -one but you a-ny -one but you

a



ne - ver

 

to

to

-

    



-

-

I ne ver

ver

-



-

-

-

 

t8

-

-

           

I

-

-

  

-

-

         a-ny -one but you a-ny -one but you

 s,a 8  



      

-

one but you







-

    

-





-



one but you

-



I ne ver

 a

     

a-ny -one but you a-ny -one but you

-

ver

-

-

to

ny

-



-



one but you



           

I

bar,b 7



ne - ver

   

t7

ne

-

     

ig

  

 

t6

 





yr

C

bar,b 5

 

t5

a

op

s,a,5



to

one but you

          -



rk

ny

 

Yo

-



ew

a

         

N

to

 

di

 

or

  

R ic

  

by

s,a, 3

ht

bar,b, 2

ne -

   

ne - ver

I ne-

           

a-ny -one but you a-ny -one but you


13

     

I ne - ver

I

     s,a 2   

ne

 

 

-

ver

I ne - ver

s,a, 3

s,a 4

but you

a - ny - one

     

  



I

  

  

 

to

a

I

 

 

I

 

 

t6

bar,b 6

s,a 7

  

ne - ver

 

-

ny

-

one

bar,b 8

      I



-

ne

-

ne

-

ver

ny

-

one

-

-

-

-

-

-

-

-

-

-

 



to

 

ne



-

ne

-

a



you

-

ny



-

-

-

-

    

-

one

 

but

but

you

 -

-

-

-

-

-

-

-

-

-



-

-

-

-

           

      

a - ny -one but you

a - ny -one but you

ne - ver

  I

        

a - ny -one but you

  I

ne

-

      

 

-

 

  

I ne - ver

            a - ny -one but you

ver

a - ny -one but you

      

       a - ny -one but you

ne - ver

 

a - ny -one but you

   

 

 

   

I

ne - ver



a - ny -one but you

I

 

a

     

but you

ver

t8

to





ne

         



but you

 

     

one



a - ny -one but you

     

-

- ver

s,a 8

a

    bar,b 7    

ny

 

a - ny -one but you

 

         

 

I

t7

-

by



 





      

ne - ver

C

s,a 6

 

 



I

 

ht

ig

yr

op

bar,b 5

ne - ver

 

 

to t5



 

but you

 

ver



I

I s,a,5

-

to



 

    

      

ne

        

a - ny - one

I

I

to

 

ne - ver

    

t4

bar,b 4

        

t3

bar,b 3

I

N

bar,b, 2

 

  

 

ne - ver

di

t2



  

 

I

 

ne - ver

       

rk

or

bar,b 1

 

I

R ic

t1

  

 

Yo

ew

102

 s,a 1  

 

ne - ver

       a - ny -one but you

a - ny -one but you


14 108

 s,a 1 

     

 

   

I

ne - ver

     

I ne -ver

t1

bar,b 1

s,a 2

 

 

  

  

I

t2

bar,b, 2

 



      

I ne -ver

ne - ver

   

I ne -ver

     

 

I ne -ver

 

I ne - ver

 

   

I

ne - ver

I ne -ver

      I

ne - ver

        

  

 

I ne - ver

     

I

  

   

I

 

ne - ver

 

t3

 

bar,b 5

  

 

ver

s,a 7

a

-

 -

ny



 

 

-

one but you



ver

 

ver

 

to



a - ny - one but you

 

Yo

a - ny - one but you

to a - ny -

to

a - ny - one but you

to

a - ny - one but you

to a - ny -

             a -ny -one but you a -ny -one but you

 

     

     

    

     

             a -ny -one but you a -ny -one but you        I

    I



ne

-

  

ver

ne - ver

              a -ny -one but you a -ny -one but you

t8

bar,b 8

to

t7

s,a 8

a - ny - one but you

I ne -ver

bar,b 7

to

ew



a - ny - one but you

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



 

t6

bar,b 6



to

N

ver



s,a 6

one but you

or

-

to

 

-



  

t5

ny

R ic

 

-

di

s,a,5

a

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

by

to



ht

bar,b 4



ig

 

t4



yr

  

op

s,a 4

C

bar,b 3

rk

s,a, 3

I ne -ver

     

I ne -ver

      I

I ne -ver

ne - ver

      

I ne -ver

I ne -ver

    

      I ne - ver

I ne -ver

       I ne -ver

 

   

     

I

ne - ver

I

ne - ver


15 117

 s,a 1  

             I ne -ver

I

    

      ne - ver

 

   

I

ne - ver

    

ne -ver

s,a, 3

 

 

           

 

 

I

ne

    

 

s,a 6

 

to a - ny - one but you

I

to a - ny - one but you

   I   bar,b 7   t7

 

ne



-



-

-

-

-

ne

-

-

-

-

 

-

ny

-

 

   

I

ne - ver

a

-





I

ne - ver

 

 

ne



-



-

-

-

-

ne

-

-

-

-



-

ny

-



 a

-

I ne - ver

        

ne -

    

I ne -ver

 



   I



ne - ver

          

 

I

ne

 

-

ver

     

I ne - ver

 

   

I

ne - ver

  -



-

-

-

-

-

-





ver

   

to

 -



-

-

-

-

-

-



a

  -

ny

          -



-

one but you



ver

  

one but you

    



-

      



     

I

  



to



 





 

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

        

ver

a -ny -one but you a -ny -one but you



to

 

-



 

ne

ne -ver

to a - ny - one but you

 

I

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

I

a -ny -one but you a -ny -one but you

    

   

 

 



I

ne - ver

to a - ny - one but you

bar,b 8

I

I

 

by

 

t8

   

ne - ver

ht

           

 

        

ig

 

   I    bar,b 6 

s,a 8

 

a -ny -one but you a -ny -one but you

t6

s,a 7

yr

ew

ver

 

N

 

a -ny -one but you a -ny -one but you

        

one but you

bar,b 5

ne - ver

                                      

t5

-

op

s,a,5

I ne -ver

 

a -ny -one but you a -ny -one but you

one but you

bar,b 4



                                       

t4

     

C

s,a 4

I

bar,b 3

a -ny -one but you a -ny -one but you

 

t3

rk

bar,b, 2

I ne -ver

Yo

t2

I ne -ver

di

s,a 2

ne -ver

R ic

bar,b 1

 

     

or

t1

I



ver



  

ver

one but you

   

to

a

  -

ny

          -

one but you


16 124

t1

bar,b 1

 



I

 

 

ne





-

-

-

-

ne

-

-

-

-

      

I

     

     

s,a 6

-

     

bar,b 6

s,a 7

  

t7

bar,b 7

s,a 8

t8

bar,b 8

   

ew N di

ne

 

 



to

a

 -

ny

       -

-

a -ny -one but you

I

ne

-

  

 

 



to

a

 -

ny

ver

a -ny -one but you

a -ny -one but you

      



ne -ver

I

I



 

 

 

ne - ver

   

ne - ver

      

a -ny -one but you

      

         

      

a - ny - one but you

I ne -ver

      

         

one but you

to

a - ny - one but you

 







I

 



-



-

-

-

-

 

ne

 

ne

-

-

-

-

-

I

     -

      

to

I

ne - ver

ver

one but you

  

 

 

 

I

     

I

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  

I

a -ny -one but you

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  

I ne - ver

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ver

ne - ver

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I

ht

     

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ig

one but you

I ne -ver

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ne -ver

yr

-

ne -ver

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bar,b 5

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ny

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I

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t5

-

ver

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-

or

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I



-

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s,a,5

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-

ne - ver

-

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t4

bar,b 4

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-

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a

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-

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ver

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17 130

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ver

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-

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      

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ver

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a -ny -one but you

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t7

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ver

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Yo

a -ny -one but you

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bar,b 5

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op

s,a,5

a -ny -one but you

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bar,b 4

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t4

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ne - ver

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or

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      

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-

ver


18

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136

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one

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s,a 8

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bar,b 7

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19 140

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t5

 

s,a 6

 

t6

 

bar,b 6

s,a 7

a-ny -one but you

 

bar,b 7

s,a 8

bar,b 8

I

ne

 

 

     -

 

 

ny

-

one but you

one but you



-





a

    





to

a

 -

ny

     -

one but you

 

      

      

ht

yr ver



to



op C -





a-ny -one but you

a-ny -one but you

  



I

ne - ver

  

a-ny -one but you

 

ne ver

  

   

I

ne - ver

a-ny -one but you

  I

            a-ny -one but you

    

         a-ny -one but you a-ny -one but you      

one but you



I

t8

ver



ny

-

         a-ny -one but you a-ny -one but you

  





ver

a-ny -one but you

-

    

a-ny -one but you

ne - ver t7

-

  

 a

by

           

ny



-

 

 

ver

to

-

-

ne - ver

     





a



ver



s,a,5

bar,b 5

-

one but you

-



ver



-

ig

-

-



-

 -

 

-

to

         

ny

ne

one but you

-

-

I

 

I

rk

-

to

bar,b 4

-

 

   

I ne ver

Yo

  

 

ny

  



  

t4

-

         



s,a 4

a

 

ew

to

 

N

 

 

I ne ver

  

     

di

  

t3

bar,b 3

ne - ver

or

s,a, 3

I

  

R ic

bar,b, 2

 



I ne ver

t2





  

ne - ver

       a-ny -one but you

     

       a-ny -one but you

      

I ne ver

           

 

 

I

ne

a-ny -one but you

a-ny -one but you

I ne ver

a-ny -one but you

 

a-ny -one but you

-

ver


21

      s,a 1   150

I ne -ver

 

 

I ne -ver

      

I ne -ver

   

I

ne - ver

s,a, 3

  

   

I

ne - ver

t3

s,a 4

     

I

I

 

 

to

a - ny - one but you

to

to

  

a - ny - one but you

I

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

a - ny - one but you

to

a - ny - one but you

to

a - ny - one but you

t5

 

t6

 

        

 

or

R ic

by 

a - ny - one but you

      I

ne - ver

I ne -ver

 

ht

ig op

C

 

yr

s,a 6

to

di

 

     

I ne -ver

  

   

I

ne - ver

      

I ne -ver

s,a,5

bar,b 8

t8

s,a 8

I ne -ver

    

bar,b 7

ne - ver

t7

I

s,a 7

  

 

bar,b 6

ne - ver ne - ver

   

ne -ver

a - ny - one but you

bar,b 5

ne - ver

ne -ver

ne - ver

  

I

 

to

bar,b 4

     

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

a - ny - one but you

         

t4

       

 

  

I ne - ver

                to

bar,b 3

I

rk

bar,b, 2

 

I ne -ver

 

I ne - ver

t2

             

Yo

s,a 2

      

ew

bar,b 1

 

N

t1

      

 

     

 

 

I

  

 

 

ne

-





I ne -ver

     

hea

  

I ne -ver

  

I

a2

  

  

 

 

ne

-

-

      

I ne -ver

 

   

I

ne - ver

 

   

I

ne - ver

-


22 159

 

   

I

 

I

ne

-

    

  

I t4

bar,b 4

s,a,5



 

t6

 

ht -

-

-

-

  s,a 8  

-

-

-



-

-

    I

ver



ne - ver

 

ne - ver

-

ver

 



  

ne

a2

I

 I

I

  

 

I

ne

ver

 

 

ver

  





earth

-

ven

 

    

ver



   div.

and

   and

ne - ver

  

-

    

ne - ver



 



div.



earth

 

   I

-

ne - ver

      I

  -

-

-

3

 -

ne

 

-

a2

I

 

hea

bar,b 8



 

a2

ven

        -

t8

-

3

  -

bar,b 7

-

3

  

 

-

3

 

ne

  -

 

  s,a 7  t7

ne - ver

   -

ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver

 

ig

 

yr



op

ne - ver

I

 

 

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

    



I

s,a 6

bar,b 6

ver

ne - ver

C

-

I

bar,b 5

ne

 

  

t5

I

I

ne - ver

R ic

s,a 4

 

     

by

bar,b 3

 

 

div.

ver

ne - ver

  



      I



-

I

 

ne

ne - ver

ne - ver t3

I

 

ver

     

ne - ver

  

  

a2

ew

s,a, 3

 

di

bar,b, 2

 

t2

  

 

N

or

s,a 2

ne - ver

                     3 3 3 3  ne -ver ne-ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver

t1

rk

I

bar,b 1

   





Yo

 s,a 1 


23 164

 s,a 1 





a2



and

 

  bar,b 1  

ne - ver



I

3

ne - ver

3

  

ne

 



s,a 7

-

 

-

C

ver





    



ne - ver

 

 

I

ne

div.

-

ver



I



         

ne - ver

ne - ver ne - ver ne - ver ne -ver ne -ver

3

 

-

3

ver

 

 

 

I

ne

div.

 

    

ne - ver

I

  -

ne - ver

-

  -

-

-

-



   



ven

I



ne - ver

 

   hea

 

  bar,b 8  

  -

-

  

   -

  

  





a2

ven



and

   ne



   

  -



earth

  -

-

-

-

-

-

-

ver

 

 



 

I

 

ne - ver

 

      I

ne - ver

ver

  s,a 8   t8

ne - ver

hea

bar,b 7

ne

op

I

-

yr

a2

ne

 

ne - ver

 

   

t7

ne

 



ig

  

3

ht

     s,a 6      

bar,b 6

I

I

 

ver



 I

I

 

-

 

 

ne -ver ne -ver ne - ver ne - ver ne - ver

ne - ver

I

ne - ver

div.

3

ne - ver ne - ver ne - ver ne -ver ne -ver

a2



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

ver

 



rk

   

 

Yo

ne - ver



ew



N



  

 

I

t6

ver

 

-

   bar,b 4   

bar,b 5

-

 

t5

-

I

s,a,5

-

 

t4

-

s,a 4

-

  

-

 

I

bar,b 3

-

 

 

ne - ver

  

t3

-

di

s,a, 3

-

 

or

t2

 

ne

        I

bar,b, 2

 

 

R ic

s,a 2

by

t1

-

  

 

  -

ver


24 169

 s,a 1  



 hea

earth

bar,b 1

 

t1

a2



-

-

ven

and

 

   -

  

 -

-

-

-

ven



ven

 

earth

 

 

div.

-



and

-









hea

  

-

 

hea

bar,b, 2

-

  

  s,a 2   t2

 



I

 

 

ne

 

t3

 

     

          3

  a2

  

 ne

s,a 6



  I

bar,b 6

s,a 7

 

 

I

ne

ne

  

ig

I

bar,b 7

s,a 8

    

     

 

 

I

ne

3

3

 

 

      

-

  ver

3



 

I

ne - ver

  

I

ne

-

  I

3

-

ver





    



a2



ne - ver

I

ne - ver





ne - ver

ne - ver

 

  a2

   

ne

I

  

div.

 I

ne - ver

ver

    

ne -ver ne -ver ne - ver ne - ver ne - ver

-

ne - ver

ne - ver ne - ver ne - ver ne -ver ne -ver

ne - ver

 

t8

bar,b 8

 

ver

I

-



I

-

  

ne

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

ne - ver

I

t7



  

 

 

 

 

ne - ver

ne - ver

  



    a2

  

t6



yr

I

op

bar,b 5

ne - ver

   

ne - ver

ver

 

  

-

  

 I

t5

3

I

s,a,5

ne -ver ne -ver ne - ver ne - ver ne - ver

 bar,b 4  

ne - ver

C

 

t4

I

Yo

ne - ver

ew

N

di

or



I

R ic

   

 

by

s,a 4

ht

bar,b 3

 

rk

s,a, 3

-

-

ver

ne - ver

 a2

I

ne

  

-


25

    

174

  s,a 1 

-

-

ven

and

-

-

 

-

-

-

-

a2



 

 

-

ver



bar,b 3

hea

 

t3

   -

-

-

-

-

-

-

-

 

 

-

ver

t4

 

  

   

s,a 6

ne

-

 

or R ic

ver

 I



   

        I

t7

bar,b 7

s,a 8

 

 

    -

ver



ne - ver

 

I

-

ven

 

 

a2

I

ne

  

    

-

-

ver

 

ne - ver

I

 

ne - ver

ne -

ver

    

    I

bar,b 8

-

-

   

I

ne - ver

  

t8

-

 

ne - ver

ne

ver

ne - ver

                     3 3 3 3  ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver div.        bar,b 6    s,a 7

 

t6

I

-

ht

I

 

 

-

I

ig

 

 

yr

 

div.

bar,b 5

ne - ver

 

t5

by

I



op

s,a,5

C

bar,b 4

-

  

di

 

ne

 



 

s,a 4

I

 

 

 



and

 

earth

  -





ne -





   -

s,a, 3

-

  

 -

   

rk



 

I

earth

  

  

Yo

hea

bar,b, 2

and

  

t2

 

ne - ver

ew

s,a 2

I

N

bar,b 1

    

t1

div.

I

 

 ne

-

 

a2

 ne

I

-

ver

 





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

ne - ver

ne - ver

ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver

 

 

I

ne

div.

 

-

3

3

ver

      I

3

ne - ver

   I

  

 

I

ne

div.

ne - ver

  

-

  

ver

3


26

  s,a 1     179

ver



ne - ver

 

ne - ver





earth

   -

-

-

ven

 

a2



 

 

-

-

t5

 

ht

by

ig

R ic

 

op

yr

C

ver

  I

 

  -



-



and

 

  





ne

ven

       

 

 -





 

ne



hea

-

-

and

-

Yo

  



-

rk



 

 

 

earth

-

-

-

-

-

-

-

-

        

-

ver

I

a2

I

ne

  





ne - ver

 

 -

 



ne - ver

I

 

 

I

ne

div.

   -

ne - ver

 

ver

ne - ver



ne - ver

   

  

ver

    

I

 

I

    bar,b 7  

t8

ne - ver

 

t7

-

ne - ver

   

-

 

-

-

earth

-

-



  -

-



-

 

t6

bar,b 8

3

     I

s,a,5

s,a 8

3

I

s,a 7

ver

ne - ver ne - ver ne - ver ne -ver ne -ver

div.

bar,b 6

-

ne - ver

  bar,b 4  

s,a 6

ne

         

 

  



hea

bar,b 5

a2

ne - ver

  

t4



I

s,a 4



 

 

     hea 

 

and

bar,b 3



I

    div.

   

I

  

t3

ew

s,a, 3

ver

I

bar,b, 2

-

ne - ver

 

t2

ne

N

s,a 2

I

 

di

bar,b 1

 



or

t1



  I

                    3

3

ne - ver ne - ver ne - ver ne -ver ne -ver a2

I

ne

  

-

3

3

ne -ver ne -ver ne - ver ne - ver ne - ver

-

ver

  

 

I

ne

div.

  -

ver


27

     

I

  





I

 





 

 

I

ne

div.

  

-

  -



 

s,a 6

 

t6

 

bar,b 6

s,a 7

-



ven

 

 -

ig

hea

 -

-

-



ne - ver







div.

earth

   

ven

 

C

op

yr

     



t8



ne - ver

 

   

I



  

 

I

ne

  I



  -

  

ne - ver

  

ver

     

ne - ver

 



and



ne - ver

bar,b 8



t7

s,a 8

  -



I

bar,b 7

-

ht

t5

ne - ver



ver

I

ne - ver

 

ver

    



 

 

-

earth



s,a,5

 





R ic

-

bar,b 5

 

  

ne

3

 

  

3

ne -ver ne -ver ne - ver ne - ver ne - ver

by

bar,b 4

3



I

ne - ver ne - ver ne - ver ne -ver ne -ver

  

 

ver

hea t4

3

ver

 s,a 4 

 

ne - ver

and

      

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







Yo



ne - ver

ven

bar,b 3

  

I

   

t3

ne - ver

ne - ver

ew

s,a, 3

N

bar,b, 2

di

t2

ne - ver

ver

  

  

or

s,a 2

-



 I

           3 3  ne -ver ne -ver ne -ver ne - ver ne - ver div.       bar,b 1    ne

ne - ver

t1

I

rk

184

 s,a 1  

  

 

I

ne

   -

ver


28

   s,a 1      

     

189

I

I

 

 

s,a, 3

   

 

I

ne

-

 

bar,b 3

-

3

3

 

 

 

 

s,a 8

bar,b 8

  

hea

-

  ne

  -

-

ver



 

ne - ver

ne - ver



 earth

                    3

3

3

I

 

I

ne

  

  -

     

ne - ver

I

  

 

I

ne

  -

     I

ver

  

 

I

ne - ver

  

 

div.

     

ver

3

ne -ver ne -ver ne - ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver

   



a2

and

 

ne - ver

  

I

t8

ver

    

 

 

I

bar,b 7

 

yr

t6

t7



ig

earth

  



and

 



ht

  

s,a 6

s,a 7

-

ven

op

  

 

di

bar,b 6

ne



or

I

  

R ic

bar,b 5



-

by

t5



and

3

  



C

s,a,5

ver



  

ven

hea

bar,b 4

-

ne -ver ne -ver ne - ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver

  s,a 4  t4

ne

 

                    3

I

I

-

ne - ver

 



    

ver

hea t3

 



  

 

ne - ver

  

I

rk

bar,b, 2

 

 

   

 

I

t2

ne - ver

Yo

s,a 2

ne - ver

ew

bar,b 1

N

t1

ne - ver

  

I

ne - ver


29

 

194

 s,a 1 

 I

t1

bar,b 1

s,a 2

      I

     - ven

t2

bar,b, 2

 

I

 

 

I

ne

 

-

 

 

 

ver

I

ne

  

   -

ver

    

I

  

ne - ver



 

I

 

ne - ver



 

 

I

ne



ne - ver

 

-

3

3



 

 s,a 7 





s,a 8

  

-

t8

bar,b 8

-

-

-

-

-

Yo 

 



 

-

-

-

-

-

-

-

-

 

-

 



earth



         

ne - ver

ne - ver ne - ver ne - ver ne -ver ne -ver

-

 

-

-

 

-

ver



a2

-

-

-

3

and

  -



3

 

  -

-

-

-

ver

ne - ver

 

 

 

I

ne

  -

ver

 



ven

  -

-

ne

and

ne - ver

-

 

     

ven

 

ne





  

I

 



    

3

a2

hea

  bar,b 7  

3

  bar,b 6  

 

ne -ver ne -ver ne - ver ne - ver ne - ver

or R ic

ne - ver ne - ver ne - ver ne -ver ne -ver

hea

 

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

ver

 s,a 6 

ne - ver

by



ig



I

 

I

yr

 

ew



div.



di

rk

t7

ne - ver

 

ver

t6

 

-

div.

bar,b 5

ne

t5

I

op

s,a,5

 

  

 

C

bar,b 4

 

 s,a 4   t4

N

 

ht

bar,b 3

   

earth t3

  

earth

   

ne - ver

ne - ver

 

     

and

div.

s,a, 3

ne - ver

 

  


30

s,a 4

bar,b 4

s,a,5

I

ne

I

ne

-

hea

 

 

-

-

bar,b 6

s,a 7

 

bar,b 7

C

  



 

 

bar,b 8

 

 

I

ne

  

 

I

  

ne

-

    







ne - ver

ne - ver

   



a2



       div.

3

 

 

 -

 

3

 





and

I

  

ven

3

ne -ver ne -ver ne - ver ne - ver ne - ver

ven

 

ne - ver

-

-

ne - ver ne - ver ne - ver ne -ver ne -ver

ne

ne - ver

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

-

I

hea





ver



3

a2

  



ver

ne - ver

I

-

  

a2



ne -

and

 

 

I

 

I

hea t8



I s,a 8

ver

ne - ver

 

-

  



earth t7

ven

ver

ht

           3 3  ne -ver ne -ver ne -ver ne - ver ne - ver     

  

I

ig

 s,a 6   t6

-

yr

-

ne - ver

  

-

op

bar,b 5

ne

I

    I

ne - ver

 

ne

 

I

ne - ver t5

I

  

I

a2

ne - ver

  

    

 

ver

  

I

ne - ver

 

     

ne - ver

   



     

  

ver

I

 

-

ne - ver

 

 

  

 

t4

 

  

a2



I

bar,b 3

     

 

t3

rk

Yo

s,a, 3

ew

 

I

bar,b, 2

ne - ver

  

t2

N

s,a 2

di

bar,b 1

or

t1

  

R ic

I



by

199

 s,a 1   

 

  

 



ne - ver

 

ne

earth



-



 

ne - ver

ne

-


31 204

 s,a 1 

a2



 -

hea





-

-



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

ne - ver

ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver



-



ven

 

s,a 2

 

t2

 

 

bar,b 4

ne - ver

  

    

ne

-

a2

I

ne

-

-

  I

s,a 7

 

ne

-

 

 

I

ne

div.

I

bar,b 7

s,a 8

-

-

-

  

-

-

-



-



 

bar,b 8

 

-

ver

-

  

3

3

3

 

3

ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver

-

-

-

-

-

-

-

-

 

-

ver

ver

  

 -

-

     

-

 

 -

I



ven

  

  ne

-

ne - ver

  







and

earth

  

ver

  

ne - ver

div.

ven

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

-

-

    

 

   



hea t8

 

ne

 

  I

I

  

a2

ne - ver



 

and

 

ne - ver

ne - ver

I

    

I





ver

I



ne - ver

  

 

      I

hea

  

t7

 

 

ver

C

 

  

 div.

   bar,b 5   

bar,b 6

ver

ne - ver

I

 



      I

ver



 

t6

-

rk

I

s,a 6

  

ver

  

t5

ne

earth

s,a,5

I

 

yr

 

t4

 

3

ne - ver

di

     I

 

div.

  

I

op

s,a 4

   

ne - ver

 

t3

bar,b 3

I

3

Yo

ver

  

ew

N

3

or

     

3

R ic

s,a, 3

by

bar,b, 2

ht

bar,b 1

ne - ver

ig

t1



  


32 209

  s,a 1  





earth

and

 

  bar,b 1  

 

ne

      ne - ver





3

ne - ver

   

3

3

ne - ver ne - ver ne - ver ne -ver ne -ver

I

-

t3

 

I

I

ne

 -

    

s,a 7

bar,b 7

s,a 8

 

 

I

ne



 

I

ne - ver

  

I

ne

-

  I

-

ver





-



  a2

         

ne - ver

ne - ver ne - ver ne - ver ne -ver ne -ver

3

rk

ew N

I

 

 

I

ne

div.

ne

  



-





  

ne - ver

 

ver

    I

 

I

ne

 -

 ver



ne - ver

a2

  

ver

ne - ver

 

-

   

 

ne - ver

I

ne - ver

 



I

div.

   

    

I

3

   

-



ne - ver

 

-

I

bar,b 8

-

ne - ver

ver

-

  

  

t8



 

-

     

-

and

-

earth

 

ne - ver

-



I

ne - ver

 

and

     I

a2

  

t7

 ver

ne - ver

bar,b 6

-



-

 

di

ne - ver

yr

a2

     

t6

 

    bar,b 5   s,a 6

 

t5





 

-

or

   

R ic

  

by

ver

op

s,a,5

-

3



I

-

  

ht

    -

ne - ver

  

-

ven

ig

I

bar,b 4

    

  

t4

-

ne - ver

C

s,a 4

-

 

-

ne

 

-



 

 

s,a, 3

bar,b 3

-

ne -ver ne -ver ne - ver ne - ver ne - ver

 

ven

 

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

div.

bar,b, 2

-





-

 

a2

hea t2

-



 

 

-

 

I

s,a 2

hea

div.



Yo

t1






33 div.     

214

 s,a 1  

I

bar,b 1

 

t1

s,a 2



  

   





 

 

I

ne

ne - ver

 



div.

I

 

ver

ne - ver

 

  

   -

ver

earth

 

   -

 

 

a2



ver

 s,a, 3 

  hea

t3

bar,b 3

-

-

         

 

ne -ver ne -ver ne - ver ne - ver ne - ver

3

3

 s,a 4 

-

 -

-

ven

and

   I

  



 

hea

s,a,5

ne - ver



 

  

  

I



s,a 7

 

 

I

ne

s,a 8

bar,b 8

 

hea

  

 

I

ne

-

 

 

-

-

-

ver

 

 

 ne

-



 

a2

 

 

 

 

I

ne

-

ne - ver

   



  

ver

 



ne - ver

   -

ver

      I

div.

ne

ne - ver

 

    a2

I

ne

 

ne - ver

I

  

and

earth



I

 

 



ne - ver

ver

ver

 



I

ven

I

ne - ver

   -

ne

-

 

     

 

ne - ver

  

3

I

div.

3

I

ne - ver

I

  



a2

and

div.

ver



  

ne -ver ne -ver ne - ver ne - ver ne - ver

 

t8

by

yr -

I

bar,b 7

   a2

  

 

I

   ven

I

   

  

t7

 div.

bar,b 6

 

ne - ver

ne - ver

 

t6

  

ht

ig

op

s,a 6

C

bar,b 5

 

3

ne - ver ne - ver ne - ver ne -ver ne -ver

I

t5

3

ne - ver

-

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

 



-

ew



N



-

di

-

or

bar,b 4

 

R ic

t4





rk

Yo

bar,b, 2

 

t2

-

ne -


34 219

 s,a 1  



I

ne

  -

I

  

 

I

ne

-

-







 

-

-

ne

-



-

-

-

-

-



-



  -

 

-

-

-

-

-

-

by

-

ht

                    3

3

3

 

ver

 

-

or

ne

R ic

 

-

di

-



hea

 

  -



3

 

-

and

 



ven

-

ven

and

 

 

-

-





Yo

 

-



rk

-

 

ver

ig

ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver

 

 

 

op



C

yr



ne - ver

 

    -





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

ne - ver

ne - ver

ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver

 

ne - ver

I

 

 

I

ne

div.

3

     

  -

 

ver

ver

  I

     

   bar,b 8    a2

I

ne

-

-

ver

 

3

ne - ver

3

  

 

3

ver

     

 

I

t8

ne - ver

I

s,a 8

I



ver

    

-

  

ne

 

bar,b 7

I

t5

t7

 

 

s,a 7

 

s,a,5

 

div.

  bar,b 4  

bar,b 6

 

t6

ne - ver

earth

s,a 6

ven

  

-

 

  bar,b 3  

bar,b 5

I

I

  

 

 

t4

ne - ver

    

hea

s,a 4

ver

  

  

a2

ne - ver

  

t3

     

ew

s,a, 3

hea

I

bar,b, 2

ver

      s,a 2    t2

N

 

 

t1

bar,b 1

  

 

I

ne

div.



ne - ver

  

-



ver


35 224

  s,a 1     



ne - ver

      and

 

 

I

ne

  -

ver

bar,b 3

s,a 4

  

  

-

 

 

I

ne

  -

-

-

 







-

-

-

 

 -

-

 





ven

and

or

t5

 

s,a 6

 

t6

 

bar,b 6

s,a 7

bar,b 7

s,a 8

  

 

bar,b 8



  

ne - ver





 

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

ne - ver

ne - ver

ne - ver ne - ver ne - ver ne -ver ne -ver

 

I



I

3

 

3

 

 

I

ne

  I

t8

ht

ig

yr op C

       

t7

by

 



 

-

  

I

3

 

ne - ver

ne -ver ne -ver ne - ver ne - ver ne - ver

ver

     

ne - ver

 

  

ne - ver

3

-

s,a,5

bar,b 5

ver

ven

di

-

R ic

  

 

hea

  

-

ne - ver

 

earth

bar,b 4

ver

hea

  

t4

-

    

hea

  

ne

  

ne - ver

 

  

 

I

I

earth t3

 

ne - ver

div.

  

 



  

rk

s,a, 3

   

Yo

bar,b, 2

I

  

 





ne - ver

I

t2

earth

 

ew

s,a 2

  

N

t1

bar,b 1

I



  

 

I

ne

  -

ver

I

ne - ver





ne - ver



 

         

ne - ver

ne - ver ne - ver ne - ver ne -ver ne -ver

3

3


36

      I

s,a 2

  





 I

t2

bar,b, 2

s,a, 3

 

  

ne - ver

ne - ver ne - ver ne - ver ne -ver ne -ver

   

3

bar,b 3

s,a 4

 

 

I

ne

 

-





 s,a,5 

-

 -

-

-

-

   

-

-

   ven

and

 a2



 -

-

-

-

a2









 

 -

-

-

-

ven

and

 

     

 

I

ne

-



 

  

t8

 

    

   

ne - ver

I

ne -ver ne -ver ne - ver ne - ver ne - ver

3

3

 

 

I

ne

  -

ver



  

ne - ver

         



 I

ver

 

ne - ver

 

-





-

I

bar,b 8

ver

t7

s,a 8



or

-



ne - ver

I

bar,b 7

ne



 

t6

s,a 7

I



ne - ver

 



hea

bar,b 6

 

-

R ic by

ht ig



hea

yr

 s,a 6 

 



op

C

I

di

  



bar,b 5

hea

ver

earth

 

-

and

t5

ne

I

 

hea

 

bar,b 4



  

earth t4





 

ver

 earth

3



3

ne -ver ne -ver ne - ver ne - ver ne - ver

   

  

3

     - ven

ne - ver

ne - ver

and t3

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



 

ne - ver

a2



 

I

ew

bar,b 1

 

ne - ver



N

t1

 

rk

Yo

229

 s,a 1 

ne - ver

  

 

I

ne

  -

ver

      I

ne - ver


37 234

 s,a 1  

    I

ne - ver

 

 

hea

  I

  s,a 2    

  

  

-

ne

-

-

  -

  

s,a, 3

s,a 4

hea

-

  -





ven

and

 







and

 



  

ne - ver



ne - ver







hea

-

ht ig 



  



3

 

-





ven

and





 hea



earth





hea

-

  -



ven

and

 s,a 7 

bar,b 6

 

  

 

 s,a 8 

t7

bar,b 7

t8

bar,b 8

-

hea

 

   

 

I

ne

  -

ver

  hea

-

-

  

 

hea

 



a2

   -



and



-

a2



ven

 -

hea

-

  

 



ven

ven

  

and

and

-



 

t6

3

earth

yr

op

3

or 

and

3

ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver

R ic



-

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

di

 

 

 hea







earth

C

s,a 6



- ven

bar,b 5

   

t5



a2



by

s,a,5

-

ver

earth

bar,b 4

  

t4

 

hea

and

- ven

bar,b 3



                     3 3 3 3  ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver

   

t3

rk

bar,b, 2

ven

ne - ver t2



Yo

ew

bar,b 1

N

t1

-


38 239

 

 s,a 1   -

ven

 

and

hea

 



div.

hea

ven

 

  

ne - ver

3

R ic 





bar,b 6

s,a 7

bar,b 8

ven

and

  earth

  

ne - ver

          3

   

   -

-

   -

3

ne - ver ne - ver ne - ver ne -ver ne - ver

 

ven



a2

and

 

  

-

-





ven

 





and

earth

earth

  



a2

 

div.

 s,a 8   t8

  

  

ven

 

-

bar,b 7

-



hea

  

t7

  





-

 

and

earth t6

-

ne - ver

div.

 s,a 6  

ven

by





ht

-

3

ig

 

3

ne - ver ne - ver ne - ver ne - ver ne - ver

yr

3

ne - ver ne - ver ne - ver ne - ver ne -ver

  -

-

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

-

 

di

ne - ver

-

bar,b 5

 

or

  

  

t5



  

hea

op

s,a,5



ven

earth

  







div.

-

and

C

bar,b 4

-



a2

 

and

earth

 

ven

hea

 s,a 4   t4

-

  





ven

  

rk

-

  

 

-

bar,b 3

-

-

hea

  

t3

 

Yo

s,a, 3

 

-

   



earth

bar,b, 2

 

  

earth

 s,a 2   t2

earth

ew

-





N

bar,b 1

  

 

t1

-





  

earth

  

  



hea

  -

-

   -

ven

  



a2

and

earth


39 244

bar,b, 2

s,a, 3

bar,b 3

s,a 4

 

    

-

ven



 

s,a 6

3

  

3

bar,b 6

s,a 7

 

 

bar,b 7

s,a 8

 

-

3

ne - ver

-

-

-

  

-



ven

-

and

 



  

 -

-

-

-



ven

3

3

 

ven

3

ne - ver ne - ver ne - ver ne - ver ne - ver





and

 

   

 



 and

ne - ver ne - ver ne - ver ne - ver ne - ver



 

earth

bar,b 8

ne - ver

  

t8

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

 -

-



hea t7

  

ne - ver

  



hea





and

or 



earth t6

and





ven

ht

ne - ver ne - ver ne - ver ne - ver ne - ver

-

R ic

         

 

-

by

-

ig

bar,b 5

-

yr

t5

-

 and



 

 -

di

hea

ven

hea



-





 

  

-

op

s,a,5

 

earth

C

bar,b 4

-

 

earth t4

-

 

 



and

  

hea

 



  

earth



hea



 

 



   

and

and



earth



earth

 

  

t3

and

    

   

  

t2

ven

rk

s,a 2

-





Yo

bar,b 1

hea

 



ew

   

t1



N

  s,a 1 

 hea

-

-

  

 -

-

ne - ver

ven



 and

 


40 249

  s,a 1 







 hea

earth

-

s,a 4

bar,b 4

s,a,5

earth

-

-

bar,b 6

s,a 7

-

ven

-

-

-

 

bar,b 7

s,a 8

ven

  



  -

-

ven

  

 



 



  ven

  

 

  -



and

earth

 -





 

and

earth

 -

and

earth

3



hea

3



and





and

and

ven

-

 



ven

and

ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver

 

 





earth

bar,b 8

-

   







earth

 



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

  

t8

  

and

3

ven



hea



3

-

   

earth t7







hea

yr op 

-



earth

  





-



 

      hea 

ven

ig

  

t6

-



-

-



    

-

 



hea



and

earth

C

s,a 6

   

 

and

      hea -



ven

earth

bar,b 5



  

t5





      hea 

-

  

hea

ven

 

 -

-





and

-

-

ven

  

t4

   



      hea 

-

earth

bar,b 3

-

rk

-

  

t3

hea

 



Yo

earth



ew





N



di

s,a, 3

      hea 

and

or

bar,b, 2

ven

  

t2

-

R ic

s,a 2

-

by

bar,b 1

-





 

ht

t1

 



 

hea



-

  

ne - ver

ne - ver

 







ven

and

                    3

3

3

3

ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver ne -ver


41 254



  s,a 1 

earth

          ne - ver ne - ver

bar,b 1



 

div.



3

3

3

 

bar,b, 2



 

 

-

mem

-





div.

earth

     

t2

 

bar,b 3

earth



s,a 6









 



bar,b 7

 

 



  





bar,b 8

 

 re

 

-

-

 

mem

mem

 -

mem

 

mem



div.

earth t8

-

re s,a 8



 

mem

re

-

div.

mem





earth t7

-

 

mem



div.

re

  

re

-

earth

  

          3

3

re - mem -ber re -mem -ber re -mem -ber re -mem

  

re - mem - ber

 

- ber

    

re

-

  

  mem

div.

-

ber

Yo

or  

re s,a 7



ew N

di

mem

-

div.

re

by ig

yr

re



ht



R ic



      

  

t6

bar,b 6

earth

      

 

 

 re

 -

mem

 

   

- ber

 

re - mem - ber

- ber

 

  





re - mem - ber

   

re - mem - ber

- ber

 - ber

 

  

re - mem - ber

- ber

 

- ber

 

   

re - mem - ber

- ber

 - ber

  - ber

  

re - mem - ber



re - mem - ber

mem - ber

  

mem



  

re - mem -ber

  

t5

bar,b 5

-

op

s,a,5



C

bar,b 4

-



earth

     

t4

 

 

  

 

div.



re - mem -ber

re s,a 4



 

 



ber

 

re - mem - ber

re - mem - ber

     

t3

 

re - mem - ber

  

  

  

re - mem - ber

3

re s,a, 3



ne -ver ne -ver ne -ver ne-ver ne-ver ne-ver ne-ver re -mem -ber re -mem -ber

 



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

  

re - mem - ber

re s,a 2

rk

t1


42 259

s,a 2

bar,b, 2

s,a, 3

ne

-

   



bar,b 3

I

am

  

     

ne

-

s,a,5

 

mem

3

 

 

ne



 

-

 

 

 

 

-

ver

 



op

C

 

  I

re -

 

3

 

     

re mem -ber

 

ne

 

re - mem - ber

     

 

 



-

ver

 

re -mem

re -

re - mem - ber

re - mem - ber

s,a 6



   





 

di 

ht

 

ig

bar,b 5

 

   

     

yr

t5

3

re - mem - ber

re mem -ber

re -

re - mem -ber re -mem -ber re -mem -ber re -mem - ber re -mem -ber re -mem -ber re -mem -ber

ber



 

3

-

 

or

-

R ic

re

 

I

 

  

             

 

   

re -

ver

by

bar,b 4



re - mem - ber

   

 

re - mem - ber t4

 

 

 

    

   

 

re - mem - ber

 s,a 4  

re - mem - ber

re mem -ber

 

 

 

re -

re mem -ber

     

ver

I

re - mem - ber

t3

low

     

 

        3 3  ber re -mem -ber re -mem -ber re -mem -ber

t2

how

 

 

 

rk

I

 

Yo

 

  

ew

  

  

N

bar,b 1

 

t1



 s,a 1 





      

 

ne -

I

 

re - mem - ber t6

bar,b 6

s,a 7

 

 

  

bar,b 7

s,a 8

 

t8

bar,b 8

 



 

  

how

low

I

 

 

 

 

am

low

I

am

  

  



 

 

how

low

I

 

 

  

am

how

low

I

 

re -





re -

 

 



how t7

 



re -

 



am

re -





 

  

how

low

I

am

 

 re -


43

 

bar,b 1

    

-

  

t2

bar,b, 2

-

    

s,a, 3

 

  

     bar,b 3  re s,a 4

-

 

re





-

mem - ber

 

  -

re

-

 -

mem

-

 

ber

                     3 3  mem -3ber re -mem -3ber re -mem -ber re -mem - ber re -mem -ber re -mem -ber re - mem -ber         bar,b 4 

N

t4

s,a 6

  

ver

 

 

re - mem - ber t6

bar,b 6

     mem

s,a 7

   

mem t7

bar,b 7

-

-

t8

-

-

or 











re

-

  

re - mem - ber

  

 

  

 

 

 

re - mem - ber

mem

-

 

 



 

ne



 -

-

3

3

mem -ber re - mem -ber re - mem -ber re -mem-

 

 

    

re

 

 

  -

mem

-

re - mem - ber

 

 -

mem - ber

ber

 ber

  re

 -

mem - ber

 

re

mem - ber

         

ber

-

re - mem - ber

 re

 

re - mem - ber

re

mem - ber

I

R ic 

mem - ber

  re

ber

-

ber



     mem

 

 -

-

ber

ber

   mem

bar,b 8



     mem

s,a 8

re

  

 

di

 

   



yr

bar,b 5

re

C

  

t5

 

-

ht

ber

mem

by

-

ig

re

op

mem - ber

ber

re

    

re - mem - ber

 



  s,a,5  

mem - ber

ber

mem

  

 

re - mem - ber t3

ber

 -

-

ber

mem

re



mem

 



mem s,a 2

ber

rk

t1

-

Yo

mem

ew

264

  s,a 1  

ber

-


44

 

 





re

  

bar,b, 2

-

 



s,a, 3

  

-

 

re

bar,b 3

 

s,a 4

 

-

-

bar,b 4

 

    -

s,a,5

 

 

by

re - mem -ber

   

          3 3  ber re -mem -ber re -mem - ber re -mem -ber          bar,b 5       

ht

t5

mem - ber t6

bar,b 6

 

ver

  



bar,b 7

re

 s,a 8  

-

-

t8

bar,b 8

  

ne

-

   

ver

   

 -



mem - ber

 -

  

mem - ber

 

 

 

re - mem - ber

   

3



 

 

3

      

re mem -ber

 



  

  

ne

-

 

 

 

-

ver

re - mem - ber

 

     

re - mem - ber

re mem -ber

 

re -

 

re - mem - ber

   

     I

re

re mem -ber

3

 

I

    

re - mem -ber re -mem -ber re -mem -ber re -mem - ber re -mem -ber re -mem -ber re -mem -ber

 

3

ber

re

             

re - mem - ber





 

 

mem



how

re - mem - ber

 

 

  

  







re - mem - ber

 

     

re - mem - ber t7

 

 



    

re - mem - ber

 s,a 7  

how

re mem -ber



how

re - mem - ber

ig

-





re - mem - ber

yr



op

   

ne

C

s,a 6

I



re - mem - ber

  

   

 

  

  



re - mem - ber

re - mem - ber





how

   



 

ver

  

mem - ber

 

how

re - mem - ber t4

 



   



  

 



re - mem - ber

mem - ber

 re

how

   







mem - ber

 

t3



re

how



mem - ber

 

t2

re - mem - ber





re

mem - ber



di

s,a 2

-

rk

   

or

 

R ic

bar,b 1

mem - ber

 

t1

-

Yo

re

 

ew

N

268

 s,a 1  

  I

 

      

  ne

-

ver


45 273

 s,a 1 

 







re - mem - ber

I

low

  low

low

bar,b 5

s,a 6

I

am



 



am

am

 

 



di

I

or

  

 

   

 





  

bar,b 6

re s,a 7

  

-

I

  



how

low

 

mem

-

low

 

 



how

low

I

  I

  



how

low

  

  I

  

 

 

 

ne

 







-



mem

-

ber

 

 

-

-

 



ver

re

 -

mem -

 

  

 

 

I

 

 

ne

-

re - mem - ber





  

 

re

-

mem

  

re - mem - ber

 

  

re - mem - ber

I

how

ber

re

bar,b 8

  

low

    

                     3 3 3  mem -3ber re -mem -ber re - mem -ber re -mem - ber re -mem -ber re - mem -ber re - mem -ber         bar,b 7 

t8

 



   

t7

 

I

  

re - mem - ber

s,a 8

 

I

ver

re - mem - ber

 

  

low

 

re - mem - ber

re - mem - ber t6

-

R ic

 

 

t5

  

ne

how

how

 

I







low s,a,5

am

I

  

I

 

by

bar,b 4

 

am

  

   

t4

I

mem -

 

 

ht

s,a 4

  

  

 

ig

bar,b 3

 

 

rk

   

t3

am

 

 

Yo

  low

s,a, 3



  

 

ew

low

bar,b, 2

am

  

   

t2

I

-

yr

s,a 2

  

N

low

 

op

 

C

bar,b 1

 

t1

re



-

  ber



re - mem - ber

 re



          -

3

3

mem -ber re - mem -ber re - mem -ber re -mem-


46

  s,a 1   277

ber t1

bar,b 1

s,a 2

 

 

             

3

   

3

3

3

re - mem -ber re -mem -ber re -mem -ber re -mem - ber re -mem -ber re -mem -ber re -mem -ber

 

ne

I

-

 

 

-

ver

re-mem -ber

  

re - mem -ber

     

  

 

re - mem - ber

am

bar,b, 2

re-mem - ber

 

   

t2

   

 



  

re - mem - ber



  

re - mem-ber

 

re -

am

s,a, 3

    am

bar,b 3

 

t3

 

   

Yo

s,a 4

rk

am

N

di

 

or

bar,b 4

 

t4

   

s,a 6

   

     

ber

bar,b 6

  

    -

 s,a 7  

re - mem - ber

 

t6

by

ht

ig

yr

 

op

bar,b 5

C

t5

R ic

am

s,a,5

ew

am

ver

 

 



 

re - mem - ber

re

 

t7

 bar,b 7  

   I

 s,a 8  

 

 

 



     

ne



-

 -

 

   

ver

re

  

 

  -

mem

-

ber

re - mem - ber

t8

bar,b 8

      

 

ber re -mem -ber re -mem -ber re -mem -ber

3

3

I

  

re -

      

re - mem -ber

mem - ber

 

   



  

 

 

ne

-

ver

 

 

   re

 

 

- mem - ber


47 282

 s,a 1  



 

re

bar,b 1

 

t1

-

mem



  

-



 

  re

re

 



re

bar,b 6

 

-

mem

-

mem

-

-

ber







bar,b 7

s,a 8

   

  



 

re

-

mem

 



mem - ber t8

bar,b 8

re

 

  

mem

-

 re

-

mem

 -

rk

ew

Yo

  

N

di  

  

 

 

  

re - mem - ber

 

re

ber

 

-

 

  mem

-

ber

re - mem - ber

  

re - mem - ber

 

     



    



re - mem - ber

re - mem - ber

ber



 

ber



 

-

3

ber

 -

3

mem -ber re - mem -ber re - mem -ber re -mem-

ber



-

re - mem - ber t7

re

         

ber

 -



re - mem - ber

mem





 

-

ber

 

re - mem - ber





-

re s,a 7



 

t6

mem

C

  

-



 

-



mem

re s,a 6

-

ber

ig

bar,b 5

-



 



mem



ber

 -



or

 

-

re - mem - ber



mem





by

 

  

t5

ber

re s,a,5

-

  

-





re

bar,b 4

 

   

ber

R ic



-

ht

 

  

t4

mem

re s,a 4

mem

yr

-

op

bar,b 3

 

-

 

t3

re

re - mem - ber

                     3 3 3 3  mem -ber re - mem -ber re - mem -ber re -mem - ber re -mem -ber re - mem -ber re - mem -ber         bar,b, 2  

 

t2

  

re - mem - ber

re - mem - ber

s,a, 3

  

ber

 

 

re - mem - ber

 





mem - ber

 

 

  re

s,a 2

-



re

 

 

  -

mem

-

ber


48 286

     

 s,a 1 

 

re mem -ber

  re

s,a 2

  

  -

  

mem

-



bar,b 3

s,a 4

  

low

I

 

bar,b 6

s,a 7

am

low

I

am

I

 

3

3

  

I

am

 

bar,b 7

s,a 8

 

   



low

I





how

low

I

      

   am

 

re

bar,b 8

 

-

-

 re



 

  

re -





   

re -



mem - ber

 

 

mem - ber

 

  



mem - ber

 -



  

re -



mem - ber

 

 

-

mem

  

-

    

 

ber

re

 



 

  

how

low

I

am

 -

  

re -



mem - ber

      re mem -ber

   re

 

  -

mem

-

ber

re -

mem - ber

  





 

mem - ber







re - mem - ber



re - mem - ber

-

re -

re - mem - ber

re - mem - ber t8

-

re

 

 



re

-

  

mem - ber

3

 

mem - ber



re

  

-



am

re

 

 



re

3

re - mem -ber

t7

-



 

re -

mem - ber

re

 

 

 

 

  

  

 

op

how t6

  

low

low

 

  

 

re - mem -ber re -mem -ber re -mem -ber re -mem - ber re -mem -ber re -mem -ber re -mem -ber

 

C

s,a 6

-

                      

how



am







re

 

re - mem - ber



 

am

yr

bar,b 5

I

how

 

  

  

how t5

 

 

 

  

  

 

how s,a,5

am

low



 

I

how

 

t4

bar,b 4

        3 3  ber re -mem -ber re -mem -ber re -mem -ber    

 

 

 

re

Yo

t3

low

 

ew

how

N

  

  

re mem

di

  

  

- mem - ber

ber

or

re

 

 

 

R ic

-

re - mem - ber

by

ht

s,a, 3

 



re - mem

ig

bar,b, 2

 

 

re - mem - ber t2

ber

  

re - mem - ber

rk

bar,b 1

 

t1

  

  re -


49 291

 s,a 1  

 





    

re - mem - ber

   mem

t1

bar,b 1

s,a 2

 

s,a 6

s,a 7

-



- ber

by

  





   mem

bar,b 7

re



-

re s,a 8

 

 

-

mem

-

 



3

3



   mem

bar,b 8

re

-



re

re

-

mem

-

  

 

 

-



re

- ber

-

re - mem - ber t8

re

 

ber

 

-

mem -ber re - mem -ber re - mem -ber re -mem-

 

 

-

          

 

-

re



- ber

re



re - mem - ber t7

-

 



  

re

re - mem - ber

-







re



-

- ber

  

re

-



ht

ig

re

re

-

 

re

Yo

ew

 

ber

                     3 3 3 3  mem -ber re - mem -ber re - mem -ber re -mem - ber re -mem -ber re - mem -ber re - mem -ber

-

rk

   mem

mem

- ber

 

-

ber

   mem

t6

bar,b 6

mem

 

t5

bar,b 5

-

 

yr

s,a,5

 

N

 

 

  

di

   mem

t4

bar,b 4

- ber

op

s,a 4

 

t3

bar,b 3

C

s,a, 3

-

re - mem - ber

or

re

 

  

R ic

   mem   bar,b, 2  

re

re

 

ber

t2

re - mem - ber

- ber

   

-

ber

 re

-


50

mem - ber

 

 

mem

-



   

 

bar,b 3

     mem

s,a 4

t4

bar,b 4

s,a,5

   

mem t5

bar,b 5

t6

bar,b 6

   

mem

-

 

mem

bar,b 8

-

-

ber

     mem



re

-

mem

-

 

ber

 

 



   



  

    

re



-

mem

-

ber

ber

     

 



   



 

 

 



 

 

 

how

low

I

 



 

how

low

 

I

 

how

low

I

 



               3

3

3









 

how

low

I

 

 

  

how

low

I

 

3

re - mem -ber re -mem -ber re -mem -ber re -mem - ber re -mem -ber re -mem -ber re -mem -ber

 

re - mem - ber

  

ber

re - mem - ber

 

 

-

    

 

 

ne

re - mem - ber

re - mem - ber

ber

I

 

re mem -ber

 

     

     

re - mem - ber

ber

ver

re mem -ber

ber

 

-

  

ber

-

 

  

re - mem - ber

ber

 -

re mem -ber

 

     

ne

re - mem - ber

 

  

 

 

    

  

I

re mem -ber

ber



  

t8

low

mem s,a 8

ber

 -

  

how

re - mem - ber

ber

 -

 

 

t7

bar,b 7

-

  

        3 3  ber re -mem -ber re -mem - ber re -mem -ber     mem

s,a 7

-

 

re - mem - ber



   mem

     mem

s,a 6

-



re - mem -ber



     mem

ber



   mem

-

I

re - mem - ber

 

 

 

rk

t3

-

 

Yo

mem

ew

   

ber

ig

s,a, 3

-

 

 

 

yr

mem

  

re - mem - ber



  

  

re - mem - ber

op

 

   

ber

C

bar,b, 2

    

re - mem - ber

re - mem - ber t2

  

N

  

 



re - mem - ber

di

s,a 2

-

or

re

  

R ic

     bar,b 1   t1





by



ht

295

  s,a 1 

 how

   

re - mem - ber



 

low

I

re -


51

  s,a 1   300



am t1

bar,b 1

s,a 2

 

bar,b, 2

 

    -

s,a, 3

 

 -





I







 

         

re

 

low

am



re - mem - ber

-

I

 

  

  

3



am

  



 



how

low

I

am

  





 

re - mem - ber

   I

  s,a 4  



 

   

ne

-

 

 

-

ver

  

s,a,5

  

 

  

 

I



    am

bar,b 6

  

bar,b 7

    am

t8

bar,b 8



 

re

 

 

 

   

ne

 

 

  -

-

 

  



how

low

 

how

  low



ver

 

  

 

re - mem - ber





 

  I

   I

 am

 

am

  



how

low

  how

how

ber

 



I

am

 



 

low

I

am

low

  I

 am





ver

                     3 3  mem -3ber re -mem -3ber re -mem -ber re -mem - ber re -mem -ber re -mem -ber re - mem -ber         am

-

I



am

s,a 8

-

  

mem

re - mem - ber

am

 

re - mem - ber

   

t7

-

am

s,a 7

-

     

by ht 

 

t6

ig

yr

op

s,a 6

C

bar,b 5

 

ne

re - mem - ber t5

 

 

N

di

 

or

bar,b 4

re

re - mem - ber

R ic

t4

    

ew

re - mem - ber

 

 

 

 

rk

 bar,b 3  



re - mem - ber

Yo

 

t3

3

mem -ber re - mem -ber re - mem -ber re -mem-

mem - ber

ver

 

low

how

 

 

how

  



re t2

 

 



-

mem -


52 304

 

  s,a 1  

  

how

t1

bar,b 1

s,a 2

low

bar,b, 2

 

 

  

  

 



low

I





 

low

I



am

3

3

 



am





 

 

how

low

I

am

s,a,5

  

 

-

 

mem

-



ber

 

  

 





re - mem

by -

   

 



ne

 

bar,b 6

s,a 7

 

-

ver

 

bar,b 7

s,a 8

 

  

 

 

 -

t8

 

  bar,b 8  

 

  

 



 

re

-

low

mem

-

I

   

 

 

low

I

    

 

 

 

 

 



I

ne

      -

ver

ber

     

  



re mem -ber

     

 

  

ne -

I

re -

 

 

 

how

low

I

am

re

  

 

 

  

  

  -

mem

-

ber

am

 

 

 

  

how

low

I

am

re -

re - mem - ber



re - mem - ber



I

I

low

mem - ber

 

low

how

 

 

 

how

 

re - mem -ber

re mem -ber

t7

 

 

     

-

re

 

re - mem - ber t6

 

 

I

  

 

ber

 

low

re - mem - ber

ht

 

3

how



 

 

re - mem - ber

ig

yr

op

s,a 6



C

bar,b 5

 

   

I

re - mem - ber t5

 

    re

R ic

bar,b 4

    

re - mem - ber

 

t4



ew

ber

I

 

rk

  

low

Yo

how

how

N

   

 

             

di

s,a 4

 

 

how

or

bar,b 3

 

 

re - mem -ber re -mem -ber re -mem -ber re -mem - ber re -mem -ber re -mem -ber re -mem -ber

    

I

 

re - mem -ber t3

low

 

3

re - mem - ber

 

  am

how s,a, 3

  I

 

 

 

  

 

how

low



am

how

how

 

 

I

        3 3  ber re -mem -ber re -mem -ber re -mem -ber     

  

t2

 



 

 

 

how

low

I


53 309

  s,a 1   

am

bar,b 1

 

t1

 



am s,a 2

re

   



am

bar,b, 2

re

 

t2

 

   



am s,a 4

  

 





s,a,5

ew





 



 

ht ig

-

bar,b 6

 

 

   

  s,a 7 

-

 

re



-

-

 bar,b 7  

  

     

I

 s,a 8  



  

  

ne

-

 

 

 

-

ver

 

 

re - mem - ber

bar,b 8

  am

re

-

 



 

re

 

-

re

 

 

  -

mem

-

 

ber





re - mem - ber

    

re - mem - ber

 

t8



re - mem - ber

 

3

re - mem - ber

mem - ber t7

3

mem -ber re - mem -ber re - mem -ber re -mem-

ber

-

  

mem



ver



-



   

re - mem - ber t6

 

   

re

yr

op

s,a 6

C

bar,b 5

 

re



re - mem - ber

by

re - mem - ber

-

         

di

re

re



re - mem - ber

 

t5



N



or

R ic

bar,b 4

 

re - mem - ber t4

-

rk

Yo

bar,b 3

                     3 3  mem -3ber re -mem -3ber re -mem -ber re -mem - ber re -mem -ber re -mem -ber re - mem -ber   

re

 

am

t3

-

am

s,a, 3

-

 

  I

 

      

  ne

-

-

ver

 

 re

-


54 313

  



 



re - mem - ber



bar,b, 2

-

    

s,a, 3

-

   

mem t3

bar,b 3

-

    

  

t4

bar,b 4

-

s,a,5

-

  

ber

 

   

s,a 6

ber





   

 

 

ne

-

ver

 

 

     bar,b 7  t7

re

  s,a 8  

-



 

 

mem

-

ber

 

re - mem - ber t8

bar,b 8

     mem

  -

ber

 

 -

 

    

 

    

  

ne

-

 

 

I

 



 

how

low

I

 

 

  

how

low

I

 



 

how

low

  

 

how

low

I

-

ver

 

    

 

re - mem - ber

3





 

how

low

I

   

re -

 

 

re - mem - ber



 

re -

re - mem - ber

 

I

 

    

low

 

   I

 

 



ne

re - mem - ber

 

how

re - mem-ber

 

 

ber

re mem - ber

re - mem-ber



re - mem

   

  

I

3

I

 s,a 7 

low

  



re mem -ber



3

 

re - mem-ber

3

 

     

how

by

I

 

re - mem -ber re -mem -ber re -mem -ber re -mem - ber re -mem -ber re -mem -ber re -mem -ber

ig

yr



             

ht

     

 

re - mem - ber

   

 

ber

 

t6

bar,b 6

-



ber



mem



op



ber

  



C

bar,b 5

re - mem-ber

 



 

ber

 

     

re - mem - ber t5

ber

  

        3 3  ber re -mem -ber re -mem -ber re -mem -ber     mem

re mem -ber



mem

-

re - mem-ber

 -

 

mem s,a 4

ber



mem

mem

-

 

rk

mem t2

re

re mem

Yo

  

ber

ber

ew

s,a 2

-

 

 

 

re - mem-ber



mem

  

di

-

or

bar,b 1

    

re - mem

R ic

t1

 



N

 s,a 1  

      

-

ver

   

re - mem - ber

       I

 

ne -


55 318

  s,a 1   

ber

bar,b 1

re

 

t1

 

 

I s,a 2

 

ne

-

-

 

 

  -

 

 



 





am

s,a, 3

re

   

 

am

 

t3

bar,b 3

re

 

  

by ht ig 

am

   



C

s,a 6

yr

  

bar,b 6

s,a 7

 

 

 -

 

bar,b 8

  

-

-

 

   -

ver

 

re

-

 

mem

-

 

 

-

 

-

  

re - mem - ber



ber

    

 

ber



- mem - ber

re - mem - ber

-

ber

mem



mem

ber

 -

ber

mem

re - mem - ber

 -

 







         

re

-

3

3

mem -ber re - mem -ber re - mem -ber re -mem-

ber



 

re - mem - ber

 

 



 -

re - mem - ber

mem

 -



mem

-

ber

 

 

 

-

 





re - mem - ber

re

ber



re

  -

-

mem



re t8

-

  



mem



mem - ber

re s,a 8



ber

re

re

bar,b 7

-

                     3 3 3 3  mem -ber re - mem -ber re - mem -ber re -mem - ber re -mem -ber re - mem - ber re - mem -ber     

  

t7



mem - ber

t6

re

re

op

bar,b 5

 

 

am

-



mem

R ic

 -

 

re - mem - ber

ber

ew 

re

  s,a,5  

-



ber

re - mem - ber

 

am

t5

mem

-

ber

di

-

or

bar,b 4

re

-

 



am

 

mem



re

   

t4

-

 

mem



 



am

s,a 4



  

-

-

 

 

rk

  

 

Yo

N

bar,b, 2

 

re

re

 

re - mem - ber t2

re - mem - ber

ver

- mem - ber

  

 

  

mem - ber

 

re - mem - ber


56 322

  s,a 1 



mem - ber t1

bar,b 1

s,a 2





  

re - mem - ber

 

re mem -ber

 

re

-

mem

-

-

mem

-

 

 

ber

re

 

 

re t3

bar,b 3

 

 

 

s,a 6

bar,b 6

s,a 7

 

   



  

 

bar,b 7

 



 

bar,b 8

 

-

mem

-

-

mem

ber

 

mem

 

ber

-

mem

 -

mem

-

mem



  

 

ber

 

ber

 

re - mem-ber

ber

 

 

 



ber

      

re

      

re - mem - ber

-

        3

3

mem



   

 

 

re - mem -ber

  

re - mem-ber

 -

  

re - mem-ber

 

  

ber

  

re - mem-ber

 -

ber



ber

 -

  

re - mem-ber

 -

 



ber

 

re - mem - ber

       3

3

re - mem -ber re -mem -ber re -mem -ber re -mem - ber re -mem -ber re -mem -ber re -mem -ber

re

 

 

 

-

mem

-

ber

 



-

 

re - mem - ber

-

    



re

  

re - mem-ber

re - mem - ber

re mem -ber t8

-





 





re - mem - ber s,a 8

-



-



        3 3  ber re -mem -ber re -mem -ber re -mem -ber

mem

re - mem - ber

t7

-

ew  

re

-



N re

re

mem



re t6

 

di

or

R ic 

 

ht

ig

yr

 

mem

-



by

 

t5

bar,b 5

-



op

s,a,5

C

bar,b 4

 



re t4

ber





re s,a 4

  

rk

s,a, 3

 

    re

  

re -

re - mem - ber

Yo

bar,b, 2

 

 

re - mem - ber

 

 

 

    

 

re mem -ber

t2

     


57 327

 s,a 1 

 

re

 

ber

 



 



bar,b 6

s,a 7

 

 

 

re

re

  

-

  

mem



-



bar,b 8

 

 

 

  

how

low

I

am

 

 

how

low

   I

mem

-

  

  

low

  

 

I

am

low

I

am

 





 

  

how

low

I

 

 

 

am

how

low

I

am

 





 

  

how

low

I

am









 

 

how

low

I

am

    

re - mem - ber

re

 

  -

mem

-

 

re - mem - ber

 

ber

am

mem - ber

ber

-

 



 

 







3

 



re - mem - ber t8

3

  

 

  bar,b 7  s,a 8

-

 

t7



mem -ber re - mem -ber re - mem -ber re -mem-

am

 



-

I

R ic



re

low

by ht

ig

         

how

yr

op

 



 

  



re - mem - ber

  





 

  

 

t6

 

re

C

s,a 6



ber

how

bar,b 5



rk

 

 

t5

-



how s,a,5

mem

 

-

 

Yo

t4

bar,b 4

mem

-

ew

s,a 4

-

 

  re



re - mem - ber

 

t3

bar,b 3





re - mem - ber

N

 

 

 

mem - ber

  

t2

s,a, 3

di

re

bar,b, 2

or

s,a 2

-



                     3 3  mem -3ber re -mem -3ber re -mem -ber re -mem - ber re -mem -ber re -mem -ber re - mem -ber

t1

bar,b 1



ber


58 331





re

   ber 

 

re - mem - ber

 3

 

-

  

re - mem - ber

  

  bar,b 4   s,a,5



re

how

low

 

 



how

low

I

  



how

low

 

  

bar,b 6

s,a 7

   

re s,a 8

  

-

-

 

re t8

bar,b 8

by

I

am

  

am

 



I

am

am

 

how

low

 



I

 

am

 

  

low

-

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