Evening hymn

Evening Hymn
H. Balfour Gardiner
Evening Hymn
Office hymn for Compline
Slowly q = 84.

  
Organ

 
 


mf



    
6
  
 
Ped.




 

11
A.
T.
B.
 
poco a poco cresc.
Org.
S.
   



Ped.










 
 
lu
-
cis an - te
  

ter

-
mi - num
Re
-
lu
-
cis an - te
  

ter

-
mi - num

Re
-
cis an - te
ter
num
Re
-


 

 

Te

Te
f
 

  

-

 
lu
-
  

   
cis an - te
ter

  










mi - num
-
 

-


mi
-
    

f


   



   



 

 
f
 
    





 



lu
f

  



Te
Org.


Te

 
  








   

f


   
Gt. & Sw. coupled.
  



H. Balfour Gardiner
(1877-1950)



Copyright © 2011 by the Choral Public Domain Library (http://www.cpdl.org)
Edition may be freely distributed, duplicated, performed, or recorded.

Re
-
  
  

  

     

16
S.


A.
-

   

rum Cre
-
T.
B.

  
rum
 
S.

  
A.
a


 a
T.
B.

  
a
Org.
Ped.
-
tor

Cre
-

a

-


 


 
ci
 
- mus
ci
- mus
-
-
a

 
cle - men
-
ti
 

 



pro

tu -
 

pro

  
tu -
Ut


pro
tu -
 
Ut
pro
tu -


   

 


sis
prae


sis
prae
sis

prae
sis
prae
   

-

 

 

   



prae
et
sul
cus            


Ut
-


 
ti

pos

-

 

 



Ut
- mus


- mus
ci
  


cle - men
 
ci
-
pos
cle - men - ti - a
 
-
  
pos

tor

    
cle - men

      
 
  
  

 
 
- a

a

tor
 
    
21

pos
tor
-
  
  

Ped.

-
rum Cre - a
    


Org.
 
rum Cre - a
 
-
  

-
a
ti - a
-
-

   
-
-

sul
et
cus -
cus
-
  
et
sul
-
 
sul
   
-
  

sul
et
et
cus -
cus
-

   
   


   




   

 



molto f
   
 

  

- to
-
di

-

to
to

  
-
di
di
-
 
a.
a.


to
-
di
-
a.
26
S.
A.
T.
B.


 to    

to
 
  
Org.
Ped.
 











 






di
a.
di
-




  


 Sw. alone
 


ff brighter tone

 
Ped.
 
 
  

   






 




* Soft reed 4.8.16.
  




  


37
Org.
        

     




meno f
 
a.
-

 
 
Ped.


   
31
Org.


-
a.










Gt. & Sw.



 

 




   


 
p rich tone *
 





 













 
















  p
 
43
S.


Pro - cul
p
re


Pro - cul
re

 
A.
 p
  
 Pro - cul
T.
  
p
B.




  
Org.

 
S.
tas

  
A.
tas

  

tas
T.
B.

   
tas

  
Org.

 
re
-


47


-
-
p
 
 
-
re

Pro - cul
 
ce
 
-
-
  
-
-
-
-
-

-
 

-
 
-
 
dant

ce
-
dant
ce
-
dant



dant

ce





 
 

 
  
pp

 
pp
ma - ta
ma - ta
 

ma - ta
 

ma - ta



Hos

Hos
pp

Hos
pp

Hos

pp

-
som

 
ni - a

 
Et
noc


Et
noc
-

 



-
-
ni - a
Et
noc
-
som
-
ni - a
Et
noc
-
 


 

 


 
 





  


 
 

 

tem
-

tem

tem

tem
-
-
-


que
nos


que
nos

que

que
-
-

nos

nos
-
-



ti - um phan -



ti - um phan -



ti - um phan -

trum
com

 
trum
com


trum
com
trum

ti - um phan -




som
 


ni - a
-
 


 

 
som



 



 

-

-
prim -

-

com
prim -
prim -

-
prim -




 






 

    
 
51
S.

   

    
Ne
pol

   
e
Ne
pol

   
Ne
pol
e
A.
 
    

e
T.
B.

    



Org.
Ped.
Ped.
Ped.
Ne
pol
  






 
 


  


  

 




-








-
  





 

tur
cor


tur
cor
-
tur
cor










f



-

po

-
 
ra.

-
ra.

 
po - ra.

-
ra.



mp Sw.


 




  













f

-
-
Gt. & Sw. with 16 ft.


po
-
 



cor



po
-
   
tur







  





lu - an
-



     




 



lu - an
e
  
 
-


-
lu - an
-
   
61
Org.
lu - an

56
Org.
-


cresc.








 












  

66
S.

Prae
A.

 
-
 

 Prae

 

-
-
sta,
Prae
T.
B.

sta,
Pa - ter
Ped.

  

molto
 
sta,



   



f


 
   

A.


com

com
T.
B.


 com
 
 
com
Org.
Ped.
-
par
-
-

par
un


par
un
-


par
un
pi - is

pi - is
 
 

 


-
i
-
i

  
-
-

i
i
-
 

  

  



-



     
  
si - me
-
si - me


-

-
-
 
   
Pa
tri
-
  
-


si - me
Pa
que
   
-

Pa
   
tri
 

-
tri
Pa
-
que
-
-
tri - que

-
que
   
 

  





 

   

 
   
ce
Cum
Spi

 

ce
Cum
Spi
 

   
ce

Cum

 

 
 
 



un
 


si - me

pi - is
Pa - ter


-

  

Pa - ter
Pa - ter
71
S.
pi - is

 - sta,

    
   

  

Prae
Org.
  

ce

  

ri -
 
Cum


 
Spi
ri -
   


   

tu
Pa -


ri - tu
-
Spi - ri -

 
-
   
  

tu

tu
Pa -
 
Pa -
 
Pa -
    



 
     

76
S.
ra
-

  
A.


ra
T.
B.
 

 ra

 

-
ra
-
Org.
Ped.
S.
 
cli - to
Reg - nans
per
om
cli - to Reg - nans
per

  

Reg - nans
per
om - ne

cli - to
 


 
  

82
 



   



T.
B.


 


  
 
Org.
Ped.
-
   
 


ff
molto f


-
-
-
-

-

-
-


  

  



-
-
-
men,

    

 



cu
-
lum.
Sae
-
cu
-
lum.









A



A
poco a poco dim.

A

-
      


   

men,



Sae

-
lum.
lum.
poco a poco dim.
 
-
cu
men,
-

cu
-


A
men,
-
 

  
-
Sae
ne

 

   
 


-



-
Sae
   


-
  
A
A
-
ne
ne
om


   


      


-

ff
ff
 
 


-
   
   


A
A


   
  ff   


A.
-
om
  
   
-
per

 

 
       

Reg - nans
cli - to
-

  
   

-


-
-
   
dim.

  


 

men,
-

ff
-

A -

men,

   
poco a poco dim.








 
 
89
S.

 
A.
B.
-
-
 

 

-
T.
-
men,
-

   
A
-
-



   


 
 

men,
A
-


men,

A


A
p
-
A
-

 





  
p



-

men,



p
  
-
A
p
A




men,
  
 



  
   
Ped.
 

men,
-

  
Org.


p
 
men,
A


men,
A





p

  


-
men,
-




A.
A



 A
A
T.
B.

  
A
Org.
Ped.

  

  

 

-
-
-
-

-
-
-
-
-



-
-
-
-
-

-

-
-
 




-
-
-

-


-
 
-


  


men.
men,

-
men,
 


  























-



men,
-
96
S.

men.
men.
men.



















 
  


