C:\Sibelius\Choral\Praise Ye the Lord of Hosts - Saint

Transcription

C:\Sibelius\Choral\Praise Ye the Lord of Hosts - Saint
Praise Ye the Lord of Hosts
An anthem for SATB mixed voices and accompaniment
From The Christmas Oratorio
  
 
q = 100
f
SOPRANO
ALTO

    
 
   


   
   
   
   
C. Camille Saint-Saëns (1835-1921)









  







Praise ye the Lord of hosts, Sing God's sal - va - tion,
f
TENOR
BASS
   
 
   
 

f
  
  


   

    
Bless God's name,show forth your praise
     
     








    
    
        
 
   
5


  
  
 
 
 

    




 
(repeat mf )
    
   
in this ho - ly house!












 
   
 
(repeat
)
 
 
mf
 
This music is provided without copyright by The United Methodist General Board of Discipleship,
PO Box 340003, Nashville TN 37203-0003. Telephone 615-340-7070.
Website http://www.umcworship.org. Email address: [email protected]
2
 f
  
9
 
 
 

 
Re - joice, O heav'ns, and be
 
 
f
  
f 
 

 
 
 
 





 











 









joy - ful on
 
 
            
joice in the face of the Lord, for he com 
            

    
             

 
        
       
13
 mf
 
17
 
 
 

 
Re - joice, O heav'ns, and be
mf
 
 
  
 mf
 


 
 
 
 

 












 










Re -






earth,



     
 
eth, Al - le - lu - ia!
    
   
     
   
   


   
 

 









joy - ful on















earth,






 
  
                 

3
21
For
he
  
 
    
 
  
 

  
 mp
24
com
 





-
eth, Al - le - lu
 
 
ia!
Al - le - lu -
 



           
 


   



   
  
Al - le - lu - ia, Al - le - lu - ia,
     





  

  
  
  

f
  

Al - le - lu - ia, Al - le - lu - ia,
mf


Al - le - lu - ia, Al - le - lu - ia,
ia, 

mf 





  mp   





Al - le - lu -
   
  

   



   
   


  




Al - le - lu -
   
   
   
mp
ia. Al - le - lu - ia,
    
 mp
    
 


ia,
28

 
   
-
  

Al - le - lu - ia,
Al - le - lu - ia, Al - le - lu f
  
Al - le - lu - ia, Al - le - lu - ia, Al - le - lu - ia, Al - le - lu -
 
       
mf
  
   

 












  

f   
  

          
         
4
Al - le - lu - ia, Al - le - lu - ia.
32

Al - le - lu - ia, Al - le - lu - ia.
ia, Al - le - lu - ia, Al - le - lu - ia.
  







       
 


Re - joice, O


 
 
 

 
 
ia, Al - le - lu - ia, Al - le - lu - ia.

 

  
    
    
    
 
 
 
  

36
 


 
  


  
      
 


  

 





  
  




an - gels, re - joice

 












all
na - tions,
  
  
 



 
 
     
 
Now in theface of the
     




    


  
  
         
    
 
5
40
Lord, for he com
      

 

-
eth,


43
 
Re - joice, O
mp
  

  
mp
 



 




 

 








 
 


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












 

   
 
 
an - gels, re - joice






Al - le - lu - ia.
     





   


 

  

 

 
 
 

 mp
 



all
 
 
 


na - tions,










6
 f
 
47
For

he
com
  


  

f
 

  





f
 
 
49
- ia,

  
  
  
 

  
 

-
eth,
Al



 




  






rit.



Al
rit.
-
le





rit.



-
lu
-


ia.


















-
le



 
-
lu
-

 




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