  




19

A

-


 
A



-



 A
A

a





-

a










-





-







-

-



-

-

-


a





-

men,

37


-


a

-















p













p









p

men,





                

-



24

a

 
 

-

23

- men,

- men,

-



22

a
p

- men,

-

-

p



-





- men,



a



-

-



men,

21



-



men,


  



a



-



men,

men,

-

  

20

-

-









       
 







 

       

 
 







     
               
  
 
 

p
 
         

 
 
               
  
     
                

 

p







p


 25
 




 



26



27





28

29









f

- men,

a





- men,

 

 a

 



-

-



-

-

- -

-


-





a

-


  













  

-





- -

 
           
 

        
        


    


-

men,






a

- -

a





men,




-



-






-

men,


-











f


a



-

-

-



f

men,

a








-



men,





f

a

   

        


      



30

a



men,









  

-

men.

-



 

men.

  
-


a



31


a

men,





a

men,





-

men.



 

men.

  


 


 
 
       
f
 
    
f


 f         
     







 



          
 
 


f

Haydn Mass 7