Page 1

Cue 21

Transposed Score Orchestra C

Shaka Peace

Michael Curran Orch. by Geoff Knorr

q = 110

  Flute   

  

 

English Horn

Clarinet in Bb

  

Clarinet in Bb (Overdub)

Bassoon

   

   

 

 

mp



mf

Horns in F

Horns in F

1 2

   

  

3 4

Timpani

Percussion 1

Percussion 2

 

 

 2.

   

p

  

   

   

  

  

Bay

mp

   

 

u

-

-

Sha

Bay

-

-

      Bay 

 

ka

-

-

-

-

-

Sha

-

-

   -

 

p

   

 

u

-

-

Sha

-

-

-

 Bay

ka

q = 110

Violin 1

Violin 2

Viola

Violoncello

   

 

 

 

pp

    

mf

Contrabass

    mf

1

-

-

N

ethe!

N

ethe!

N

 

 

 

 

   

 3



4

5

Copyright © 2013 Take-Two Interactive Software and its subsidiaries

6

-

kosi,

kosi,

 -

-

kosi

 -

-

kosi

-

-

kosi

 

   mf   

  p

-

mf

 

n

p

  pp



-

p

     

 

 

 

pp

 

2

 

  Bay - ethe!

ethe!

p

 

 -

N

   

 

 Bay

 

p

Bay

ethe

ka

p

mp

ethe

mf

ethe

-

-

-

 -

    u

p

Tenor

 p    

Alto

 

Piatto Sospeso

 

Piatti

p

 p   

Soprano

p

  

  Solo Tenor     

Bass



  

1 2

Tuba

   

  

Trumpet in C

Trombones



mf

7

 8


2

Cue 21

A q = 73    Fl.   E.H.



Cl. (Bb)

Bsn.

  

 

 

 

 

f

1 Hns. 2 (F)

 

mf

3 Hns. 4 (F)

Tpt. (C)

 

1 2

Tbns.

Tba.

Timp.

Perc.1

Perc.2

S.T.

mf

     

 



3

     



mf

    

          

pp

pp

pp

mf

U- dlung - wa - ne

U - dlung - wa - ne

mf

    

      

U- dlung - wa - ne

U - dlung - wa - ne



 mf

     Sha

 -

  

-

-

-

-

-

-

  

-

-

A q = 73   Vln.1  

ka pp

Sha

ka

Sha

ka

    

  

T.

 -

pp

  



f unis. f

  



   

f

f

9

        3

kan - daba

kan - daba

  

   

  

   

  

   

q = 83

 

    

div.

3

ka

poco accel.

 unis.  

ka

 

f

Cb.

Sha

Vc.

A.

Vla.

mf

Sha

Vln.2

pp

 

S.

B.



q = 83

f

Od.Cl. (Bb)

poco accel.

     

10

pizz.

f pizz.

fpizz.

f pizz.

  

f

   

11

arco

      

12

  

mf arco

   

arco

      



f pizz.

  

   

 13

     

3

 

arco

         

 14


Cue 21

  Fl.   E.H.



Cl. (Bb)

Od.Cl. (Bb)

Bsn.



    3

mf



    3

mf

        

mf

3 Hns. 4 (F)

Tpt. (C)

  

  

 

mf

B

 

     

         

mf

1.

     

  

3



mf

1 Hns. 2 (F)

   

3







mf

3.

 

p

mf

mf

 

  



 

 

      

mf

 

4.

mp

2.

1 Tbns. 2

Tba.

     

mp

mf



mp

 



  S.T.   

Timp.

Perc.1

Perc.2

S.

A.

 

U - dlung - wa - ne unis.

  

        U - dlung - wa - ne

B.

  

    mf

     pizz.

Vc.

Cb.

  

kan - daba

3

        

U - dlung - wa - ne

kan - daba

mf

       

  

              arco     

 16

   

p

mf unis.

 

uhm

3

15

 

uhm

kan - daba



e, e- man - xu - lu - meni

uhm

U - dlung - wa - ne

3

p

div.

3

   

      

      

mf

Vla.

3

  arco  Vln.1   Vln.2

       U - dlung - wa - ne

U - dlung - wa - ne

T.

          O - dlung - e e- man - xu - lu - meni

 mf      

   

O - dlung - e p

mf



   

e- man - xu - lu- meni

   

O - dlung - e

        

e, e- man - xu - lu - meni

        

e- man - xu - lu- meni

e, e- man - xu - lu - meni

B 

        pizz.     

  

mp

   mf arco

  

mf

 

 

mf

 17

mf

18

19

      

 

 

 

 20


4

Cue 21

      

  Fl.   E.H.

Cl. (Bb)

f           



 

mf

f           



 

1 2

Tba.

4.

  

mp

Perc.1

Perc.2

S.T.

 

 

mp

mf

Tamtam

 



f

        

      



   

 



   

 







f

 f

 

 

mf

f

  

mf

 

 

mf

f

mf

 

 

 

f

T.

B.

                

E - si - bi - ke - lana

  

                   

 

     

Kwa - ze kwa - sa a - man - xu - lu - me

E - si - bi - ke - lana

mf

E - si - bi - ke - lana

  Vln.1   Vln.2

Vla.

Vc.

Cb.

 



      

 

     

    

   

           

f

          

         

O- dlung - e e - man - xulu - meni

Kwa - ze Kwa - sa a - man - xu - lu - me

 f

    

 U

-

-

f

U f

-

U

-

-



sha

    sha

-

-

   -

sha

-

E - si - be - ke- lana

f



ka

U



ka

U



ka

U

-

-

sha

-

-

sha

-

-

sha

-

-

-

sha

   

   



  





   



  





   



  



22

23

-

-

-

   

21

-

f

-



f

-



f

-



f

-

  

f

       

 

 

mf

Gran cassa

Kwa - ze kwa - sa a - man - xu - lu - me

mf

U

A.

       



f



E - si - bi - ke - lana

mf

                   Kwa - ze - Kwa - sa a - man - xu - lu - me

 



   

p

 

fp



S.

   

   

  



mp

Timp.

 

 

   



mf

Tbns.



 

Tpt. (C)

f

               

  

3 Hns. 4 (F)

2.

1 Hns. 2 (F)

   

f

Od.Cl. (Bb)

Bsn.



         

   



24

  25


Cue 21

  Fl.   E.H.

Cl. (Bb) Od.Cl. (Bb)



       

 Bsn.  

1 Hns. 2 (F)

 

3 Hns. 4 (F)

1 Tbns. 2

   

Timp.

Perc.1

Perc.2

 



A.

  

ka

uhm

   

T.

B.

  

uhm

- ka

uhm

Vln.2

Vla.

Vc.

Cb.

  

  

      



                             

4.

mp

2.

 

  

       

  

mf

  

  

Kwa - kuyin - ko p

mf

  

  

Kwa - kuyin - ko mf

U, mf

U,

           

unis.

C

       

  

U - sha - ka

3

mp

mf

3

    

  

U - sha - ka

a - ka - shay - eki

Kwa - kuyin - ko

 

 

mf

   3     

pizz.

     

28

     arco

     

f

29

(si ya) se - man - xu - lu - beni

 -

 U - no-



      

(si ya) se - man - xu - lu - beni

U - no-

       -



(si ya) se - man - xu - lu - beni

U - no-

       -

   -



(si ya) se - man - xu - lu - beni

U - no-

      



(si ya) se - man - xu - lu - beni

U - no-

  



  





  

 

  



  

mf

-

  

Kwa - kuyin - ko

Kwa - kuyin - ko

a - ka - shay - eki

  

mf

27

a - ka - shay - eki

      

  

U - sha - ka

 

  

div.

3

U,

 26



mf

   

      

mp

  

mf

 

  

mf

  

   Vln.1  

ka

  

mf

p

uhm

 

ka

Piatti

Piatto Sospeso



     

mf

    S.T.           U - sha - ka u uhm S.

 

  

 

  

 

mp

mp

  

mf

mp

 

   

mf

   

  

mf

       

 

  

mp

 

mp

  

  

C

mp

Tpt. (C)

Tba.

5

  



                        

 30

31


6

  Fl.   E.H.

Cl. (Bb)

Od.Cl. (Bb)

Bsn.

1 Hns. 2 (F) 3 Hns. 4 (F) Tpt. (C)

Tbns.

1 2

 

    

     

    

                 

      

 f



2.

mf



 

              

        

       

    ff 

mp

 

 





 



f

         f  

 

mf

 

 

  p

mf

f

f

      S.T.     du - me - hle - zi        du - me - hle - zi

        du - me - hle - zi

        du - me - hle - zi          du - me - hle - zi

   

Ka

  Ka - menzi

 

Ka

Ka

 

      

 

              

menzi

-

menzi

-

Ka

menzi

-

menzi

  

         

         

 32

-

-

-

Bay f

-

Bay

-

-

-

-



-

-

-



ethe!

N

ehte!

N



ethe!

N

f

-

-

-

-

ethe!

E - si - be - ke - lana

unis.

-

-

-

kosi,

 -

-

-

kosi,

 -

-

-

kosi,

 N

-

-

-

kosi,

p

f

 p

f







f

 f

     ff     ff 

           

 

 f

33



div.

f

Bay

          

 -

       

Kwa-ze Kwa - sa a - man - xu lu - me

f

Bay

      

Ka - menzi

      

-

         

O- dlung - e e - man - xulu - meni

       Ka

          

f

menzi

       

Ka - menzi

 

-

      

Ka - menzi

 

   

      

Ka - menzi

      Vln.1   

Cb.

 

mf

Vc.

f

 

f

f



Vla.

p



Vln.2

 

Tamtam

B.





Gran cassa

T.

       

 



A.

     

  f

         

f

 

S.



 Perc.1  Perc.2

     





f

f



   



 



 

       

f

a2

f

  

         mf

    

 Tba.  

Timp.

    

Cue 21

34

   



35

36

  


Cue 21

  Fl.   E.H.



Cl. (Bb)

Od.Cl. (Bb)

Bsn.

1 Hns. 2 (F) 3 Hns. 4 (F)

 

  

   

 

 

 

  

1 2

  

Tba.

Timp.

Perc.1

Perc.2

  

     

Tpt. (C)

Tbns.

   

     mf          

   

A.

T.

Sha

   

Vla.

-

-

Cb.

Sha mp

-

Sha mp

-

Sha

-

-

 

2.

mp

p

-

p

-

     

mf

ka p

ka p

ka p

mf

  

div.

3

U - dlung - wa - ne kan - daba

U - dlung - wa - ne

U - dlung - wa - ne kan - daba

  

      

    37

mp pizz.

  

O - dlung - e

e man - xu - lu

pizz.

  

3









 39

  

  40

  



p



mf

          mf

3

 41

3

    

     

 

  

mf

arco

p

mp

38

e man - xu - lu

     

3

          

mf

O - dlung - e

ka



mf

3

     

mf

e man - xu - lu

unis.

       

U - dlung - wa - ne mf

mf

3

O - dlung - e



  

ka

D

  





  

  



mf

Vc.

3



  Vln.1   Vln.2

-

mf

B.

-

mp

   

 



mf

3

mf

mp

 mf   

mf

 

mf

S.

    S.T.           U - sha - ka U - sha  mf  

p

mp

p

   

  

mf

 3



mf

2.

 

 

 

 

mp

         

Piatto Sospeso

D

         

mf



mf

    

    

7

 42


8

Cue 21

  Fl.  

E



E.H.

 

  

f 3

Cl. (Bb)

 Bsn.  

1 Hns. 2 (F)

 

mp

Tpt. (C) 1 Tbns. 2

 

 

 

f

  





 

 

mf

Perc.2



Piatto Sospeso

mf

p

mf

 



  

 

 

mf

p

f

   

  



 

 

3

  

S.

meni

Um

  

A.

B.

Um

    meni 

 

-



meni

T.

 

-

Um

-

E

  Vln.1   Vln.2

Vla.

Vc.

Cb.

  

-

  

   

 43

-

du

-

-

mo

-

  

om



mo

om

khu

-

om

mo

 

khu

-

 -

3



khu

-

lu

n

lu

n

-

lu

n

Kwa

-

-

gen - ga - ma

  

gen - ga - ma

 -

-

tshe

-

gen - ga - ma

-

-

gen - ga - ma

mf

    

 

      

a - sen - kandla

   a - sen - kandla

f

3

ff

mf

 3



mf

ff

mf





45

  

a - sen - kandla

ff

44

a - man - xu- lu - me

a - sen - kandla

3

  

  

tshe

a - man - xu - lu - me

kwa - sa

  -

       kwa - sa

  

tshe

  

kwa - ze

    3    

tshe

  

sa

3                    

  



-

 

khu

3

ff arco

n

 

 -

lu

3

  

 



f

        

om

    

-

du

mo

           

e - man - xu - lu - meni Kwa - ze

  

3

-

du

Um

 

du



ze

3

O - dlung - e

p

mf

3

kan - daba

  

        3 

3

U - dlung - wa - ne

p

p

   

   

 

p

 

Ossia

S.T.

   

mf

p

         

  

mf

mf

p

  

mf

p

3

p



p

f

  

      

3

  



p

Piatti

 Perc.1 

      

  

  

mf

 

            3

p

 

3

 

mf

Timp.

3

p

 

3            

3

 

f f

p

3



 





 

Tba.

3

3

a2

p

3 Hns. 4 (F)

         

3



p

         3

         

mf



f

Od.Cl. (Bb)

 

   3

   

46

47


Cue 21

Fl.

E.H.

  



  

f

 

Od.Cl. (Bb)

 

          3      3

 

 

 

f

Tpt. (C) 1 2

    

Perc.1

Perc.2

  

S.T.

S.

   

 



          e - si - bi - ke- lana

  

    Vln.1 

3

ma

a - ma

-

-

-

ma

a - ma

  

ma

a - ma

3

-

e

  

ma

-

  

   

zu - lu

e

  

zu - lu

e

   ff

    48

-

  

zu - lu

-

e

  f  

f

p

3

f



U - sha - ka

3

3

U - sha - ka

3

  

    

3

O - dlung - e

U - sha - ka

3

e - man - xu - lu - meni

f

e- man - xu-lu - meni 3

3

 

du - mala

3

-

Bay

 

-

-

-

-

-

du - mala

-

-

-

3

3

3

f

ff



3

3

e- man - xu-lu - meni

 50

I - lem - be

         I - lem - be

i - lem - be

I - lem - be

i - lem - be

       

f

ethe!

       

f

ethe!

I - lem - be

F

      3

   





i - lem - be

f

f

i - lem - be

       

ethe!

                     3

3

I - lem - be

f

unis.

Bay

 

3

O - dlung - e e- man

Bay

du - mala

3

U - sha - ka

unis.



49

        

3 3                            

 

O - dlung - e

div.

U - sha - ka

  f

Gran cassa

 

U - sha - ka

du - mala

3

f   

ff

-

   3

  

 3          

a - man - xu lu - me

 

-

              

3

kwa - sa

div.

-

a - ma

zu - lu

f

3 3 3   3                                 

  

   -

a - man - xu - lu - me

kwa - ze

   -

kwa - sa

3

mp

mf

 3   3 

               f              

 

 3  

f norm.

f

  

u

Cb.



mf

p

    u    B. 

Vc.

mf

 

T.

Vla.

  p

               norm.

ff cuivré

 

kwa - ze

 

ff

e - si - bi - ke - lana

f



3

u

Vln.2

3



3

                       3



       

3

   

  3        

3

3 3 3 cuivré                                

        

f

  

u

A.

mf

p

3

3

 

 

3

    

mf

3

   

   

mf

             

3

3

3

   

 

3

3

   

mf

Timp.

        

F

                                  

  

 Tba.  

3

  

mp

Tbns.

33

f

3 Hns. 4 (F)

                                  



mf

f

3

3

 Bsn.    1 Hns. 2 (F)



mf

Cl. (Bb)

 

  



3

ff

                  f            

                

 

f

51

i - lem - be

52

      

9


10

Fl.

  

Cl. (Bb)

Od.Cl. (Bb)

Bsn.

1 Hns. 2 (F)

Tba.

Timp.

Perc.1

Perc.2

S.T.

  

      

    





 

                             

 

 

    

 

    

 

   

    

  

  

  

 

 

     

e - le - le

-

-

     

qa

a - ma - nye

   

qa

   

  

     

   

 

        

e - li - le

e - li -

le

-

-

-

qa

a - ma - nye

qa

     

a - ma - nye

  

         

      

  

 

           

     

  



 

  

       





 

 

53

  

      

      

54

 

   

 

   

        

    

  

              

   

f



          

                       

           

  

  

  

         

 

 

f

 



f

 

 



 

 

 

f

 

f

    a - ma - lem

    a - ma - lem

       a - ma - lem

  -

-

be

  -

55

 

A - ma - nye

   

 

  

 

A - ma - nye

A - ma - nye

  

be

                           fp

  

be

  -

A - ma - nye

be

  -

     

be

 

          

 

   

Tamtam

a - ma - lem

a - ma - nye

  Vln.1  

  

 

   

a - ma - nye

      

f

Piatto sospeso

a - ma - lem

a - ma - nye

   

  

f

 

fp

   

a - ma - nye

a - ma - nye

qa

   a - ma - nye

a - ma - nye

     

 

      

   

           

      fp

p

     

 

   

p

   

 

 

 

fp

 

  f

     fp f    

  

 

fp

fp

 

f

    

   

   

fp

  

 

f

    

                      

     



T.

Cb.

    

  

e - li - le

Vc.

 

A.

Vla.

      

e - li - le

Vln.2

 

fp

  

 

 

fp



               

  



 

         

 

 



      

S.

B.

  

1 2

  

    

 

Tpt. (C)

      

        

  

3 Hns. 4 (F)

Tbns.

         



E.H.

    

        

Cue 21

 

A - ma - nye

  

      

a - ma - lem - be

  

ngo - ku - kha - lipha

      

a - ma - lem - be

   a - ma - lem - be

  

ngo - ku - kha - lipha

       ngo - ku - kha - lipha

      

a - ma - lem - be

  

ngo - ku - kha - lipha

       

a - ma - lem - be

ngo - ku - kha - lipha

    

 

   

        

   

  

   

          

  

  

              

 

f

56

      

  

 





57


Fl.

  

Od.Cl. (Bb)

Bsn.

1 Hns. 2 (F)

  

Tbns.

1 2

Tba.

Timp.

 

  

    

    

            

 

 



  S.T.   

         

 

        

Perc.1

Perc.2

S.

 

In - do - da

B.

Vla.

Vc.

Cb.

-

-

na

na

-

na

kan - daba

        

      

f

f

In - do - da

-

-

na

na

kan - daba

  58

3

     

 3         3          

 

3

  

3

 

         

3

3

 

  3         3            

  

        



3      3        

   

3 3         

A - ma- lem - be

3

        

  

           a2

          a2

   

               



 

 

 

 

 

A - ma- lem - be

A - ma - lem - be

A - ma - lem - be

        

       

3 3         

3

3

A - ma- lem - be

kan -daba

      

kan -daba

    

 

 

 

 

 

    fp

 

3

A - ma - lem - be

A- ma - lem - be

O - wa - gi - ji - mi - sa i - la nga

A- ma - lem - be

3   

3   

3   

3   

A - ma - lem - be



A - ma - lem - be

       

O - wa - gi - ji - mi - sa i - la nga

3 3         

A - ma - lem - be

A - ma- lem - be

G

3

A - ma - lem - be

         

A- ma - lem - be

A - ma- lem - be



O - wa - gi - ji - mi - sa i - la nga

        

A - ma - lem - be

         

A- ma - lem - be

3 3         

A - ma - lem - be

       aba

3 3         

A - ma - lem - be

3 3         

aba

59

3

f

      

 

3

   

  f

f

    

  

3

f

p

             

3

           

  

3





 

 

               

3

 

    fp

 

              

        

kan -daba

kan - daba

    

3

          

        

f

         

              

   

        

fp

    

3

   

11

           

  

fp

kan - daba

 

 

f

     

kan - daba

        

In - do - da

Vln.2



  

  Vln.1  

  

         In - do - da

T.

   



         

3      3        

p

In - do - da

A.

fp



 

3

   

f

 

   

3

    fp

  

 

f

           fp             fp        

f

fp

        

G

f

         

Cue 21

fp

     

 

Tpt. (C)

        

       

                 

 

3 Hns. 4 (F)

fp

         

Cl. (Bb)

         

         



E.H.

        

         

          O - wa - gi - ji - mi - sa i - la nga

       

A- ma - lem - be

O - wa - gi - ji - mi - sa i - la nga

               

              

               

           

           

                      

3

3

3

3

3

3

                     

     

 



f

60

3

       

61



3

  62

     


12

Fl.

   

E.H.

Cl. (Bb)

Od.Cl. (Bb)

Bsn.

1 Hns. 2 (F)

Tbns.

Tba.

Timp.

Perc.1

Perc.2

   

       

            

   

  

 

    



B.

 

 

p

            3

ne - nyanga

  

 

 

3

3

      



3

3

3

            

          a2

3

  

          fp       

    

             3

3     

 

   

A- ma - lem - be

ne - nyanga

  

3

   

 

 

  

 

   

     

          fp     fp

    fp 63

 

om - khu lu

3    

um- du - mo



n - gen - ga - ma - tshe a - sen - kandla

    

om - khu lu

      

um- du - mo

3

3

n - gen - ga - ma - tshe

a - sen - kandla

3 3       

Um- du - mo

om - khu lu

             

um- du - mo

um- du - mo

      

om - khu lu

            

  f 

    ff

   

              

     

um- du - mo

3

3

n - gen - ga - ma - tshe

a - sen - kandla

n - gen - ga - ma - tshe

a - sen - kandla

3    

3

n - gen - ga - ma - tshe

        

  

3

         

         

 

  

 



3

  

    

3        

3

     

  

      

div.

um do - mo

I - lem - be

      3

um do - mo

I - lem - be

3         

um- do - mo

I - lem - be

um- do - mo

I - lem - be

    3     

a - sen - kandla

             3

       

          ff

ff

 64

65



 

  66

3

  

            ff 3      ff

 

3

         

f

f



um- do - mo

    

om - khu lu

      

3

    

        Um- du - mo

3

    fp

fp

      

A- ma - lem - be

ff

   



       

Um- du - mo

fp

  

      

A- ma - lem - be

ff

p

Um- du - mo

3

ff

fp

       

A- ma - lem - be

fp

a2

p

        

3

    fp

 3

3

ff

   

 

3

  

3

 

ff          

3

               

  

3

 

 

 

    

Um - du - mo

  

 

 

A- ma - lem - be

  

  

 





        3    ff     

  

f

       

Cb.

  

    

 

               

 a2          a2                

 

    

Vc.

               

f

   

 



p

  Vln.1  

Vla.

  f

ne - nyanga

Vln.2

f

ne - nyanga

T.

     

f

fp

ne - nyanga

 

       

f

3

3

      

    

         

       

 

 

         

f

    fp

  

A.

f

ff

   



S.

f

fp

  

 





       

        

fp

 

  S.T.   

3

3

 

3

      

         fp          fp       

 

   

   



1 2

 

Tpt. (C)

        

       

  

3 Hns. 4 (F)

   

Cue 21

    fp 67

3

ff


Cue 21

            H               Fl.    E.H.

Cl. (Bb) Od.Cl. (Bb)

3

3

3

3

   

3

3

3

3

3

                            

 Bsn.  

   

3

 

    3

3 Hns. 4 (F)

Tpt. (C)

  

1 2

3

 

Perc.2

3

3







3

 

3

3

    3

   

3

 

3

    3

    3

 

   3

 

       3

ff

       3

3



sf

f

   

 

   

mf

3 3 3 3                                              f 3 3 3 3 3                                             

3

3

f

 

 

3



f

Perc.1

3

 

                          

 Tba.  

Timp.

3

 

   

 

3

   

 

   

3

f

Tbns.

 

   

3

 

   

ff

ff

                                                3

f

1 Hns. 2 (F)

   

 

3



  

3

ff

   ff

                                  3

3

3

   

3

                                 

    3

 

    3

3

    

sf

mf

 

mf

3

3

       3

ff

ff

  

ff

   ff



sf

ff

3 3 3 3 3 3 3 3                                                                           f ff

 f

f

                                                  S.T.   A - ma - lem - be A - ma - lem - be A - ma - lem - be A - ma - lem - be A - ma- lem - be A - ma - lem - be A - ma - lem - be I - lem - be 3

3

3

3

3

A.

T.

B.

3

3

ff

3 3 3                                                  

div.

S.

3

3

3

3

3

A - ma - lem - be

A - ma - lem - be

A - ma - lem - be

A - ma - lem - be

ff

3

A - ma- lem - be

A - ma - lem - be

A - ma - lem - be

I - lem - be ff

3 3 3 3 3 3 3  3                                                  

A - ma - lem - be

A - ma - lem - be

A - ma - lem - be

A - ma - lem - be

A - ma- lem - be

A - ma - lem - be

A - ma - lem - be

   

3

   

3

   

3

   

3

   

3

   

3

I - lem - be ff

  3      3      3      3      3      3      3      3       A - ma - lem - be A - ma - lem - be A - ma - lem - be A - ma - lem - be A - ma- lem - be A - ma - lem - be A - ma - lem - be I - lem - be    

3

 

A - ma - lem - be

A - ma - lem - be

 

 

A - ma - lem - be

 

A - ma - lem - be

 

A - ma- lem - be

 

A - ma - lem - be

   

       3

A - ma - lem - be

ff

I - lem - be

H                                                                 Vln.1  Vln.2

Vla.

Vc.

3

3

3

3

3

3

3

3 3

3 3

3 3

3 3

   

3

   

3

   

                                              3      3      3      3                     

3

    3

   

3

    3

3

   

3

    3

3

ff

       ff

3

  ff     3

ff

                                                   3

Cb.

3

                                                                           

3

3

3

3

3

3

3

f

ff

68

69

70

71

13

Civilization V Brave New World - Shaka Peace - "Duo Juluka: Inhliziyo Yami"  

Orchestral score from the recording sessions for Civilization V Brave New World.