Des Prez_missa Ave Maris Stella

Missa Ave Maris Stella Josquin des Prez 1455?-1521

]Bz zsz z z zhz jz z z z gz z z z hz jz z z lz z z kz jz hzgz hz z[z zhz z z z hz z z z sz dz z z gz z z zfz dz z z sz z ] 1. 2. 3. 4. 5. 6. 7.

A - ve Su - mens Sol - ve Mon - stra Vir - go Vi - tam Sit laus

ma - ris ste - lla, i - llud A - ve vin - cla re - is, te _ e - sse ma - trem : sin - gu - la - ris, prae - sta pu - ram, De - o Pa - tri,

De Ga Pro Su In I Sum -

i Ma - ter bri - e - lis fer lu - men mat per te ter om - nes ter pa - ra mo Chris - to

al - ma, o - re, cae - cis: pre - ces, mi - tis, tu - tum : de - cus,

]Bz zfz z z z dz z z z gz z z z hz z z zhz z z sz dz fz dz sz az [z dz z z zgz z z zdz z z z fz z z dz z z z sz z z }z z sz dz z z sz az sz } 1. 2. 3. 4. 5. 6. 7.

At - que Fun - da Ma - la Qui pro Nos cul Ut vi Spi - ri -

sem - per Vir - go, nos in pa - ce, nos - tra pe - lle, no - bis na - tus, pis so - lu - tos, den - tes Je - sum, tu - i Sanc - to,

Fe - lix cae - li Mu - tans He - vae Bo - na cunc - ta Tu - lit e - sse Mi - tes fac et Sem - per co - llae Tri - bus ho - nor

por - ta. no - men. po - sce. tu - us. cas - tos. - te - mur. u - nus.

A - men. Hymn at Second Vespers on Marian Feast Days

Kyrie

Superius

   





        Ky         

Ky

Altus

Tenor

Bassus

Reductio



   mp

  

q = 110

Tutti





 

  

 



 

 

ri        



ri

    

- e, Ky

 

  -

-

  e





e   ri



- e

e-



                         

1



        #  - le        - le          5

S

A

T

B

Ky









    





-

T

B



Ky  

-

-

e-







   

e

Ky

 

-

le

ri -

-

Ky]

-

-

i

-

           

     



 

   

e,

ri - e



- ri - e

i - son,

 [ri

Ky

 

                          - e, Ky - ri - e e - le i son, e - le       #               ri - e_e i - son, Ky ri - e e   - le                



-

i - son,

-

   

-

e

    

ri - e

           

13

e

-

le

A

T



    

         i - son, e           - le i - son, e                      cresc.          - son,



e - le

le

-

-

i

-

i

-

son,

§

  

-

le

-

-

le

-



e

f

-

    i -

i

 i

2

-

le

  

e-

i

-

    















son.





son.

   dim.   

§

   son.

 -

                     -

i - son,

cresc.

 i - son,   

 §  

-

le

                    

son,

  

  

-

e

                        

- le

B



ri - e,

             

son, Ky

S

-





                                 mf   cresc. poco a poco               

- le

A

son,

 

-

9

S

     

-

i

 

Ky







-

e - lei -

   

 son.





w. = W



       



17

S

A

T

B

        

Chri





w. = W

mp

   24

S

A

T

B



 







     



ste

-



Chri

e



 

ste

e - le



                     

     32





 e - le     le - i son, e      i     

T



- le



    f   

-

   

i

-

         



      i

le

 son.



-

-

son.

i - son.

 





Chri

-





e - le

-

ste







-

  

-

Chri

  

-

e

le

ste

   

-

ri - e e - le



- i  



   







-

ri - e e - le

 W = w. Tutti               mf dim. poco         



-



-



  

     

    



   

e





Ky

e

-

  

  

3

-

ste

-



son.

e

§   

  

ste





Ky

 -



  cresc. 

   

le







i - son,

     mf

  

son,

A

-

-

  

                       

cresc.





   

i - son,

        





-



Chri                    i - son, Chri #          - le - i - son, Chri ste              



B

le    

  

#  

-

e

Chri



-

S





   



ste



Soli

 

-



-

i-

  -

i -



           cresc.poco a poco     

    39

S



     Ky     son,     

   

son,

A

T

B

ri - e

A

T

B

  

 



-

A

T

B



        



          -

§

Ky

-

i

-

         

   

     

-

ri





Ky

son,

-





ri - e

ri - e

e



-

         

le

 ri - e e        

 -

ri - e

-

e - le

 -

[i



   

  

-

son,

-

-

lei - son.



      -

i -

Ky

e - le] -

 



Ky

Ky

-

    

  

 

le

 

i - son,

      f 

  



-

ri -

    



son.









i

-



son.



i

-

son.

   dim. poco   

                      4

e - le -

    

  -

  

                      

e

  

     





-

e - le

                   cresc. molto

 

e

i - son,

e





         



Ky

     ri - e





e - le

e

-

Ky

     



e - le

-

-

-



                    f   

      



ri - e



i - son,Ky - ri - e,

i - son,

49

S

-

     



           - le i - son,          



e - le

     -



     #  

             cresc.           

44

S





Ky





  

Missa Ave Maris Stella Josquin des Prez 1455?-1521

Gloria

Cantor.

Superius

Altus

   

      Et

  

mp

A

    bus,

   

   7

S

Soli



 



in

in

ter

-

ra

pax





 









bo

   



ni

bo

-



 





te.    

- da - mus

A

  

   

Be

 

  -

ne - di



A

T

ra

-

      mus te. Glo    



    

 

 

f

bus,



vo - lun - ta

nae

 



 Be





  

-

-

ne - di

 

ci -

 



  

te.

- ri - fi



 



-

 cresc.

  



1

Altus tutti

mf

   

ci -



te.

 

 

 

mus





ni



tis.

  

    

glo

    cresc.

-

do

-

Lau -

mf

te.

A -

 

 Superius tutti   





-

   

    

        te,

-

te.

 

   





  

vo - lun - ta

 

mus

 



  

 

  

-

 

 

Lau - da - mus

    



 

 

pax

ho - mi

tis.

Glo - ri - fi - ca

f

ra

nae

   

 

-

-

-

 

 

      

-

mus

ca

 

ter

-

    

 

mus

    



  

-

   

      - do -

 



cresc.

10

S

 

 





Et

-





De - o.





ho - mi

ex - cel - sis

 



in



       4

S

Glo - ri - a



q = 110

Reductio

]z Vz jz z z hz|zgz hz jz z hz z z fz z z gz z z dz fz z gz fz dz z dz ]

 

ra

 



 

A -

-





          

- ri - fi - ca



    



-

 

     13

S

A

T

B



   

     Gra   



 

-

-

ti

A

T

B

-



 te. 

mus

 -

  

 



 

 



 - ti

  



Gra

 



mf



-

gi - mus

       

-

ti



 

B

-

as

 as

   

           

[bi,

ti]

 #

  

           

         

 

 

bi,



 

-



 



  





prop -

 



 mf

        

   



 

prop - ter mag -

bi,

cresc. poco a poco

 

  



 



            - bi, prop - ter mag - nam                 nam glo - ri - am tu am.                   prop - ter

T

-





-

ti

 

19

A

-



ti



           a - gi - mus ti       -     [bi, ti]            



  

 

Gra

gi - mus







  

a





   

te.

as





mf

a

S





        Tutti   

16

S

mus



 



- ter mag



-

          

nam glo



-

ri - am

      

tu

  





-

am.

     

mf

cresc.

2

    

mag -

 cresc.  

nam



    

   

     22

S

A

T

B

glo - ri - am       glo - ri - am       



    

 



    De - us     stis,    

A

T

B

stis,



   f    

  

B



tu - am.



   

   



Do - mi - ne

     De

-

us,

rex

Do - mi - ne

De - us,

rex

coe - le



 

us





Pa    

     

  

 





om ni     

Pa - ter

om - ni

-



#



po - tens. Do

-

po













cresc.

 



-

ni

         3



  

Je - su

  Je

 Chri

-

  

f

3





  

-

     

   -



su



Je - su

  f

-

 

 

      -

Chri

te,

    

Fi - li



  

f

  

Do - mi - ne

   

 Fi - li

mi - ne

Do - mi - ne



Chri

   



      

f

   



-

Je

 

-

    

tens.

    



#

-

  

 

  

ter

§

coe - le





 §

  

    



   

 - ni - ge 3- ni - te,        Fi - li u - ni - ge - ni - te,      su b        u - ni - ge









u

T





     

A

am.

-

f

28

S



cresc.

      De



     

25

S

tu



  

          

    31

S

        - ste.    - ste.

A

T

B







  



  

Do

-



     34

S

A

T

B



  

 

    37

S

A

T

B

- li









-

 





  

-



 



 



Pa

gnus

De



tris.

Qui

  -

            cresc. f          



De



-







 



tol - lis



-

 

cresc.



pec - ca



tris.









 mp



 4

 







 

   -

Pa







 

-

 



Fi - li - us

     

 





Pa   

i,

-



us



w. = W Soli

De

 



   dim. poco   

us,



     

 

li







tris.

-



 

-

Pa

i,



tris.

us



-

-

-

   

  





    

  

  

us,





gnus De



-

















  

Do - mi - ne

Fi

  

  





 

-



a





i,

-





mp cresc.





De











Do - mi - ne





a

cresc.

         - li - us    



 









Do - mi - ne

ste.

gnus De

- us,

De us,    



   mp





mi - ne



 - i,     a gnus De       a      -

-



    

dim. poco

  

ste.

-

Chri

  



-

  Fi

   

-

Fi

-

    

  





ta

mun -



Qui

 

 

 

   

 

43

S

A

T

B



  49

S

A

T

B



    tol - lis            





  

  

T

B











di,

ta

mun



Qui







-

 -  re    -



-

di,





 -



ta



-

ca

Qui

tol

-

lis

Qui

    

pec - ca





tol - lis

  





-

 

-



mun









ta

mun

 

 

ta

 



Qui

pec - ca

    5



 

-

tol - lis

-



di,

  

  



  

mun





-













bis.

pec - ca

 





di,

 



bis.

mi - se - re - re no

 

tol - lis



-

re no



 









mun -

ta

pec - ca -

















-

            

 

di,



pec









tol - lis







       

tol - lis

Qui



             

mun -

 

          

se

   

-







 





 









mun

   Qui         



 



pec - ca

A



-

ca



56

S

-



 

                       

       - di, mi    

 -

pec



- ta

 

-

   -

ta

  mun

di, mun

 -

-

         

   63

S

A

T

B





su sci          di,  - [di, mun]     - di, su         



     

-

su

di,



   

cresc.

     

T

B



de

 



-

   



-

nem,

su

             

-

sci - pe

nem







  

 

-

             no

A

T



se



-

-

             



stram.

    qui



mp



se - des



cresc.

 

-

o

    

 

   -

nem



-

nem





        mf  

no -

 

            dim.     Qui

        se - re         mi   ad



dex - te - ram



dex - te - ram

                 6

-

ti

Pa



-

        ad

 

             

-

stram.



Qui se - des

des,

  

 

   

 

     



stram.

pre - ca - ti - o





 

-

 

 -  

pre

ca

ca

§    

-



-



ti - o



-

pre

pre

-

 de

-

-

no

          

       

de

ca



de

  



- pe

de -

  

 

pre



sci - pe





-

 su - sci

sci - pe

73

B

- pe

    



-

S



               - ca - ti - o - nem, de pre - ca - ti o               ti - o nem no stram.                -

A

-



          

68

S



Pa -

tris,

      

tris,





   mi - se



-

         dim.   

   79

S

#

- re no

A

T

B

      - re   



-



-



re no

-



T

B



  

A

T

B





 

  

  



  

Quo - ni - am

tu

so - lus

   mf Tutti      

tu

tu

- lus

      



Al - tis - si -

mus,



        

   

 

 

 

-

Je

    

 



  

 

 

 

   

  Chri



  



  

ri

-

tu,

 

a,

 

 

 



 7

in

glo







 





-

  



 # # §   









-

ste.

 

glo



   

tu

Chri

 



in

 -





- tu

       



su

su





tus,

    -

Do - mi -

Do - mi - nus,



Je



so - lus

-

sanc

mf

    

so - lus

   

         

   

   

      so - lus sanc - tus,       

tu



 

 

ni - am

   

bis.

Cum sanc - to Spi - ri          Cum sanc - to Spi           sanc - to Spi - ri - tu, in glo - ri    

     

-

Al - tis - si - mus,

     cresc. poco a poco     

89

S

Quo

 



    



    tu so         so - lus







nus,

A





       p    

  



bis.

  

84

S





-

-

ste.

       



 





 

ri - a

De

     cresc.    

    



f







Cum

ri -

-







     94

S

T

B

De

in



-

i

glo - ri - a

       

A

T

B

            



-

 

A

T

B

              

 



  

   

  

  

    

-

 

         cresc. molto           

[men,

            



   

8

-

tris.



tris.

  ff        



 

  

     A]

-



-

 A -



 

    

                      

  

             

A

-

  

A]



A -



 §  

A



-

A



         

§   [men,

     

-



men,

        ff 



   

tris.

-



 

-

           



Pa



          

i

 -     

           

  

-

De

 

§

-

  

103

S

Pa

                 

                

99

S

 §   

   

                in glo - ri - a De - i Pa tris.                  - i Pa [tris, Pa] §                     -a

A

 

 



men.

   

-

      

  rit. 





men.









men.





men.

   dim. poco  

  

Missa Ave Maris Stella Josquin des Prez 1455?-1521

Credo

]z Vz hz z z z fz z b |z gz z dz z z z fz z z z hz z z z jz ] Cre - do

Cantor.

Superius Soli

mp

Altus

   



      Pa

-

   4

S



A

A

om

 

-

-

    

T



et

              

ni

-

De - um.







om

  

 

trem

-

 

ni - um

  

in - vi



-

li -

Et



     

Altus tutti

et



rae,

 in

  

-



rae,

vi

-

si - bi - li - um



    

  

   -

  

si - bi -

-



     



in

u - num Do - mi -







vi -

    

vi

    

    mf





-

si - bi

um.

-





Et



 Et

1

  

fac - to - rem

ter

b  

 

po - ten



et

  





-

tem,



ter

     -

-

li

 

ni

    

   et

-

po - ten

-

   

 -         li - um.       q = 110



om

ni - um



-

li

     

     om



u - num

coe

  

-

si - bi - li - um

Pa

 



  

A

B

trem

    

10

S



fac - to - rem

7

S





       coe tem,

in

num,

Bassus tutti



in u - num Do - mi -





  

in

      mf   

Superius tutti          mf



u - num Do -

 mi -

 

cresc.

    14

S

 

- sum    Je     Et        

Chri  

num, Je

A

T

B

num, Je



-

A

T

B



sum

    

Tenor tutti

      

  

-

 

li - um

tum.

T

B







num

Do

-

 u



-

                

     

   

-

              

     

 



stum,

-

cresc.

 





Fi

      

De

      

22

A



    





De i u - ni - ge ni li - um                           Fi li - um De i u     -  ni - ge  -    ni      - mi num, Je sum Chri    -    -                     

 S



stum, Fi                

Chri



               

    

-

in

sum Chri - stum,

18

S

    



  



   tum, u     stum.        Et

tum.



       

dim. poco



  mf

ex



Pa -

 

-

  cresc.     



 



i





 

 Et  ex



Pa

-

-



    

tre

na

-

-

ge

ni -



    

tre

na

-

ni



  

           cresc.          2

ni

                                  

  

ni - ge

-

u

  



  

-

  

    Et    

tum.

Pa -

 

   

-

    

 

ex

     25

S

tum, an

A

T

B

-

   Et ex Pa - tre             - tre  na   -  tum,               - tum, an

 A

T

B

-

te

  

 

-

sae



        rum de De - o ve       de

T

B





   

 

De - o

 





ve





      

an - te om - ni       

cu - la,

an - te om

-

ni - a

            mf

         

o, lu - men de lu mi - ne, De - um ve - rum  De   -                De - um de



De

-

o,

lu - men de

lu



-

mi - ne, De - um ve -







                    mf cresc.   

   cresc.       



tum,

cu - la.

      

A

-

sae



De - um de

33

S

ni - a



-

   

      



            - a sae - cu - la.          



-

om

na

                                                        

29

S

               te om ni - a cu - la.     sae          

 

 

 

  





non

ro.

Ge

-

Ge - ni - tum, non fac

-

tum,

-

ro.

-

Ge - ni - tum,



      

    

 

  

f

3

 



  

           f



   

     

fac



ni - tum,

non

fac



non

  



-

  

 ni - tum,        cresc.      f Ge



   -





            

non

fac

-

    36

S



 

T

B



con - sub - stan - ti - a - lem

tum,



 

              tum, con - sub - stan - ti - a - lem Pa                fac - tum, con - sub - stan - ti - a - lem Pa              tum,

A

   

non

       

                 

fac

-

 

           

Pa

      





-

  

-

-





tri,

tri,

 

per

tri,

per



   

con - sub - stan - ti - a - lem

tum,

  

         

                       quem om ni - a fac                 quem om - ni - a ta sunt. Qui prop - ter fac                   per quem om ni - a fac                    

  dim.   

Pa -

 

mf

39

S

A

T

B

-



             

   43

S

A

T

B

tri,

         





per

quem om - ni - a

           cresc.     





   

nos, ho



  

-

          

-

ta

            dim.



ta

nos,





ta

sunt.





sunt.

      

 sunt.

  

Qui

Qui

  mf  mf

     et prop-ter no stram sa - lu - tem de - scen - dit                      

    et prop-ter          prop-ter nos, ho - mi - nes,             prop-ter

fac

  

    

no - stram sa - lu - temde - scen





mi - nes,

   mf            4



 









 de      -

  de -

scen

dit

 -     

de - scen

-

           cresc.        mf

                  

dit

cresc. molto

           47

S



     coe         - dit de coe           de coe

A

T

B

de



       f       

   53

S



sanc

A

T

B

B

lis.



           



-

lis.

-

   dim.   

  

 

     







   

-





 

     Ma - ri        

-

-

 a -



               -







  



Et

in - car - na



cresc.

-

  



  a

ri

Vir

-



- 



 

  

   



#

ne,  

gi

-

ne,

gi

-

ne,

tus

est

  

   

5

de Spi - ri -



       

   mp



    ex







Ma

-

 cresc.      

a

  

-

ex     

  

a

Vir

- 

-

Vir



 



  

 

   



et

ho - mo fac - tus

est,

et

et

ho - mo

est,

 

 

   



            





ne,

gi



  

Spi - ri - tu

ri     



-

gi

Ma







ex

est



   

Ma

-







   

to,



tus



w. = W

  

Vir

  

 Soli mp    



 -

de





  to, 

    





in - car - na

 

ex







        sanc



Et

lis.



- ri

T





58

A

lis.

  - tu     

 S

coe

-



fac - tus

 



mf

 





 

  

 

 

 

et

  et

 

mf

  

       63

S

      et ho - mo       ho - mo fac - tus       ho - mo

A

T

B



ho - mo



     

 

A

T

B

fac

  

  

 -

fac



tus



est.

tus

est.





 Cru

est.





-

tus

   dim. poco   

 







-





Cru



-

ci



-



ci

-

fi

-

xus



fi



 

   

-

xus

e -

e - ti - am





est.

   poco rit.  



    

Soli

 

p   a tempo  

 

 

p



       

    74



  -  sus 

pas

A

T

B

-





 



 

cresc. espressivo







                      - ti - am pro no bis, sub Pon - ti - o Pi - la #                        pro no bis, sub Pon - ti - o Pi la        

 S

  



cresc.

69

S

fac





       



cresc.

-

sus

  

   

         

       

cresc.



  



  

et

cresc.



est.   se - pul - tus  

et

  - to pas - sus et         - to pas - sus et       pas



      





 



est.

 

re

se - pul - tus

est.

 



se - pul - tus

est.

 

Et

se - pul

-

tus

  

       dim.       

 

Et

 

   p   

W = w. Tutti

   mp

6





cresc. molto

Et

 



 -

 

sur



-

re

re



-

sur



-

re

-

sur

-

 

-



 





re

-

re

-





   79

S

A

T

B



-

84

A

T

B





     

tu

B







di





e,





se - cun - dum

 

cresc.







Scrip





-





se - cun - dum



Scrip

-

ter - ti

-

a

di

-

e,

se

-

Scrip

-

 

 

 

 



 



ras.

Et





Et

  

-

      

Et



     

dex - te - ram Pa - tris.

   

    

          

  

 

vi - vos

mor - tu - os,

cu

et

      

- di - ca - re

 

   7

 

i - te - rumven -

lum,

  

   

vi - vos

 





et

 

 

cresc.



cu

 -

-

mor - tu - os,

 

   f  cu





jus

   jus

cu - jus





ju - di - ca - re



   cresc.   

 

    

 





coe

se - det ad

est

glo - ri - a

-

                 

ju    

 





    Et       ras. ven - tu    Et i - te - rum    

a - scen - dit in

   

mf





 

lum.          

Scrip - tu]

- tu - rus

f

 

cun - dum

a - scen - dit in coe -

  

  

di

        



    





dim.

Cum







          

w. = W

-



e,



 est     i - te - rum ven      - rus est           



-

[ras,

- tu - rus

T





 

    

A





90

S



a



rus.

  

 





-





-



#      - tu     - tu    



ti

 





-

 

xit

  



- a

ti

ter -

        

-

ter









   - xit      xit      

 S





-

jus



 



§                 95

S

     reg - ni non       reg - ni non     



reg - ni non

A

T

B



reg - ni non



              

    101

S

T

B



e

  

-

-

 rit 

T

B

fi





     

-



nis.

nis.



 

Et





-

nis.

  cresc.                        mp dim.             





 

      

-

   

fi

rit







 

Spi

   



Et

          cresc.

 

- vi



-

fi

-

                 

can

in

Spi



-

ri - tum sanc - tum, Do

          

 



     

         tem, qui ex Pa - tre         

   - fi - can   - vi - fi - can - tem, qui ex              fi can             vi - vi

A

nis.

           

 

§      

    

-

rit fi

-

e

            

106

S

 e





et  - ri - tum                   Et in Spi ri - tum sanc - tum Do - mi - num et vi               Et in Spi ri - tum et vi - vi                      in

A

e - rit fi



-

Pa

-

-

tre



tem,

tem,

8

mi - num et





vi -

           

   

 - li  Fi



       

Fi - li - o - que,

     cresc.  

           



-

Fi - li - o -

        qui ex

Pa - tre

Fi - li - o -

qui ex

Pa - tre

Fi - li - o -

  mf     



  

 

  

  

                111

S

      -que pro - ce       -que pro - ce      - o - que pro

A

T

B



-que pro - ce



-

-



T

B

 

 

-





    et      et     et

      





      

con - glo - ri - fi - ca - tur, #

     

lo - cu - tus

  

  

  

           

mf

phe

con - glo - ri - fi - ca - tur,

qui

-

est per Pro

phe

             cresc.    lo - cu - tus

    mf   

              

est per Pro



  

-

     



 

phe



 

-

 -

per Pro - phe  lo - cu - tus  est     

qui

123

S

     cresc.   

a - do - ra - tur

           qui



 

si - mul

Pro  est per  qui  lo - cu - tus   

con - glo - ri - fi - ca - tur

           



si - mul  a - do - ra - tur 

            



     

si - mul

si - mul a - do - ra - tur           

dit. Quicum Pa - tre et Fi - li - o

dit.

    





  

a - do  -      

dit.Quicum Pa - tre et Fi - li - o

                    mp               

- ra - tur

A

-

dit.

117

S

ce

           

tas.



-



-

tas.

        

   

Et u - nam, sanc - tam, ca - tho - si       - li - cam    e - ccle            Et u - nam, sanc - tam, ca - tho - li - cam et a - po - sto - li - cam e - ccle                    - tas. ca - tho - li - cam et a - po - sto - li - cam e - ccle - si                      - tas.

A

T

B



        f   



 

  

et

             9

a - po - sto - li -

       

cam

      

e - ccle - si - am.

                 

    129

S

      

am.

A

T

B

      



  f       

   135

A

T

B



            

    



 con - fi - te - or       - or     num    bap                     

    141

T

B



   -

u - num bap - tis

-

to



ma,

con - fi - te -

   -

u

con - fi - te -

or,

          

            

      



ma

-



-

        

in

 

    

tis

  

          

 

ma

-

in

rum.

 -

rum.



            

re - mis - si - o -







Et

ex - spec

 



rum. Et



 

   in     in

-



re - mis - si - o - nem,

ma

  

-





rum.

ff



   

re

ex

 

-

to

-



 -

spec - to







Et

ex - spec -

                             ff

10

re - mis - si - o -

                            

        

-



               u - num bap - tis - ma in re- mis  - si - o - nem    

pec - ca - to

pec - ca

ma,

  

ma,

or

             cresc.        

u - num bap - tis



-

-

   

-

u - num bap - tis

     pec - ca - to               re - mis - si - o - nem pec - ca - to          nem



u - num bap - tis

te

                      

nem

A



          

con - fi - te - or

S

u - num bap - tis

    - si - am. Con - fi - te - or       - am.    Con fi           

 S

      

Con - fi - te - or

Con - fi - te - or

      

Et

        

    147

S



 





- rec  - ti     re - sur - rec ti         ex spec - to re      



             

-sur

A

T

B

- to

re

    

sur

-

152

S

A

T

B

    -o       

    -

 

rum.









-

rum.

                dim. poco

 

rum.

rum.



-

rec

          

  

       o - nem mor   -

o



- sur - rec

-

ti



-

   

ti

A

T

B

   





 

 



     

cresc.

      



 

  

     sae  

vi - tam ven - tu - ri



mor

  

Et



nem

nem

vi - tam ven - tu - ri

-



-

 

tu -

mor - tu - o

 

-

tu - o

-

-

  

   

     

   

-

     



sae - cu - li,

 



sae



Et

 

vi - tam ven - tu -



  

Et

vi - tam ven - tu -

 

 

 

f

 

      

-

  

cu -

  

dim.

          cu - li. A               - li, sae - cu - li. A              - ri sae - cu - li. A                 - ri sae - cu - li.





 

-



   mor

 

o

Et

157

S

-

     cresc.  

   

 

- o

mor - tu - o - rum,

-

 f





o

 

nem

tu    

 

A

             ff      

            

-

     

   

men.

 



 

men.

men.

                  poco rit.

11

men.

       dim. poco  

Missa Ave Maris Stella Josquin des Prez 1455?-1521

Sanctus

Superius

Altus

Tenor

Bassus

Sanc         Sanc          

       mp    q = 110

Reductio



   

A

T

B















 

 

-

-

tus,

 

              

-

  



-

   

-



   







          





mf

1

sanc

    sanc



 -

-

 

  sanc

   

  

-

    



sanc

tus,

-

    cresc. poco a poco     

  

-

 

sanc



 tus,

 

Sanc



tus,

-



  

 

-

sanc

tus,



tus,

sanc



-





sanc

 

tus,

    



tus,

sanc







 



       

    

sanc

-

tus,

 

          tus,



Sanc

Tutti

5

S





     

 

 

-



tus,

   

cresc.

       -

S

A

T

B

8                  

tus Do                  

       sanc] tus  [tus,  #             sanc tus           tus,



sanc

                    

T

B



- us,



     

-

us,

-

De

us,

                       

        15

S

T

B

 



-

Sa





-

  

ba - oth,

     cresc.         

 



 mi - nus De Do  -       

 Do

-

 





De - us,

-





Do





-





-

mi

 -

De

     

  



b

us,

De

                

-

Sa



-

                 f

2

mi - nus De

  

-

            

    

 

    





nus

De

cresc.

Do - mi - nus

     

       



us,

us



      

       



 

us



    -

 

mi - nus

mi - nus

          



 

  

-

Do

tus

         mi - nus De - us, De                         De

A

           



          De - us, Do     - us,          De

A

-

 

   12

S

 

-

Sa

 



-

Sa

ba - oth,



Sa -

us,

 ba

   





-

           cresc.

    18

S

             §

           Sa ba - oth.              ba - oth, Sa ba     - ba - oth,

A

T

B





                   

  25

S

A

T

B









-

Sa

oth.

-

-

 





 







 

oth.







oth.

 w. = W     Soli senza dim. mf     





-



        

-





 

ni





-

sunt coe -

    

mf





 

Ple ni sunt coe                     



li,

Ple

 



  ni sunt coe                       









Ple

            cresc.       







coe

       

-

li,



          

     



li,



coe

 

      

       

cresc.

                              li,   li,  coe    coe  -   li                      li, coe li, coe li, ple                 31

S

A

T

B



         

       

cresc.

      

3

       

      

ple

-

    f  f

   37

S

A

T

B



 T

B

ni

        

  43

A

sunt

coe

       

             

-

B





          

           

et













 

   





          

 

-









                 







         glo - ri - a

tu





-

            ter

                                4

ter

     



et





        

glo - ri - a



          

       

coe





ra

ra

li,

                  ter   -              

 



-

coe

li

           -

T

li,

                  

50

A

-

     



   et         ple - ni sunt coe - li           

 S



                              - ni sunt coe - li, coe li, coe li,                                    -

S





     

-

          

  56

S

A

T

B



         



a, glo    glo - ri - a tu              - a, glo - ri - a tu a, glo - ri - a tu - a,                             



          

-

          

      -

tu

A

T

B

tu



  68

S

A

T

B

-

a,

   

   

      cresc.    

f







-

tu

           

a,

glo



f

-

-



       

-

ri - a

tu





-

 



ri - a

      

   

#  

 a,



a,





f                             



ri - a

    









glo - ri - a tu             



a,

    glo                     

ra glo - ri - a

   

62

S

    



  

  

glo -

 glo -

   f

         





a,

                     

tu       glo  -  ri - a                       ri - a tu a, glo - ri - a tu                           -



ri - a

tu

                   

-

              5

  

                   74

S

T

B

        a.        §        §

              a, glo - ri - a tu                 b      -

A

 

glo



             

a, glo - ri - a

-

f

ri - a

tu

tu

-







-



  a.





a.

                                   cresc.              

   senza dim.

Osanna in Excelsis

  81

S





  

A

T

B





    O     O    O



-

    ff Tutti     

san

O

san -



      

  



-

na,





 



o





san -



na,

  

san

-

-

      



na, 



na,

o

   



6



  -

o

  

-

san

  -

  

       

san





       

 -

san -

na,



   o

-

      

    88

S

A

T

B





 

  

-

       

na,

-

o

A

T

B





    

o - san

T

B



          



      - na,     o

         W = w.



-





  

A



san

  



-



          -



-

-





na,

  -



san

  



  -



-

na,

        

 2

  

-



na,



o



-

o -

-

  -

     

 

san

   7

 -

san



  

 



        

na,





   

o

-

san

          2

-

san



-

o





 

 -

  

 



  

o -

 

W = w.



 



  







na,



-

san

         

-



 

 

na,

san

   

-





   

2

na,

 

-





na,



-

    

 

o - san

o

 

  

        

  o



-









o - san

  





na,



san

  



2



na,

-

san



 

na,

o - san

       

  

  

  

100

S

-

-

 





  



-

o





 o

         

   95

S



na,

     

 





 

o

     

-

san

san

- na,



 

-





na, 2

   



   105

S

 

A

T

B



 

b

o

- san

              

   



- na,

o



 

-



2

-

san

  

A

T

B

B

-

san

na

-

na

ex





cel





-

sis, in

               

         





ex - cel

in

w. = W

        

-



in





-



sis,



        ex - cel         ex - cel      na        - sis, in



-

         3  3  

       3     3        

     

   

ex - cel

      

  





 

sis,

in

  in





sis,

in

 -

       cresc.   





         ex - cel

  

    

ex - cel

 

-

sis, in

  

    8

in

in ex cel                

na

2



in ex - cel     sis,               





 

 

na

in



ex - cel

115

T



  

ex- cel

     



     



-

sis,

         

  



ex cel o san na in   -  sis,                    3 3 3  ex 3 sis, in ex - cel - sis, in cel                   sis, san o    -                  

 A

-



in

S



      111

S

-

  



ex - cel

      

ex - cel









  

 





   

-

-

     









sis.

sis.







   



sis.



    

-

    poco rit.  

sis.

 

  

   dim. poco  

Missa Ave Maris Stella Josquin des Prez 1455?-1521

Benedictus

              

Espressivo q = 125 Superius

Soli Altus

   

7

S

   

S

A

A

B

Soli

22

A

B

B

-

 

B

ne - dic

 

Qui

-

  

ne - dic

-

ve

-

     - nit,      



-

  



 

nit,

ve





   



          

-

 

1



 

     

tus, be - ne -

-

dic

   #     



-



  

be

ne - dic

-

 

-

-

   -





nit,

tus.

tus.

   

 

qui

ve

 

     

qui

-

nit     

  

ve



mi - ne Do        -

ne -





 



-

[tus, be

   

-

  

in no

nit

-





-

               -

  

 

qui

       in no         31

A



Be

27

A



   tus,            -

     dic] tus, 12                tus, be - ne - dic           tus, be - ne - dic 17         cresc. Qui ve             be

A



mp Be - ne- dic

  

mi - ne





mi

-

-

   

 

Do



mi

 



 

-

dim. poco

  ni.

ni. Osanna ut supra

Missa Ave Maris Stella Josquin des Prez 1455?-1521

Agnus Dei I - II - III

Superius

   





          A - gnus         

A -

Altus

Tenor

Bassus

Reductio



q = 110     mp   



         -[i,

A

T

B





   - [i,   

 

De        

gnus

De

-



   

       



       



-

[i,





  



 

De]

              



-

          

     

   

Tutti

5

S



 



   De]

De]

   

    -

-

 

          





 #



 

A -

         

 



i, qui tol

 

       i, qui tol           gnus

-



                                    A -

gnus

De

cresc.

1

-

i,

-

 

    

   De

De

-

        

#                    lis pec - ca ta mun -                           lis pec                 - i, De i, qui tol                 

       9

S

A

T

B

-



i,

                                    

qui

      

      tol

-

        mf cresc. poco a poco      

§                          di,    mi     -       [di, mun] -       3 3  - ca 3 ta mun                     lis pec                   13

S

A

T

B



         

    17

S

A

T

B

-

                      cresc.           lis

      

-

pec

ca

-

ta

3      3      

                  

3

  

se - re re no                          - di, mi - se - re re no                       - ca ta mun di, mi - se - re re                           

                    mun



-

                   

di,

mi

-

2

se - re

-

re

                 

no

-

 f        

  

  

       

    21

S

A

T

B

                  no          



      

               

       27

S

        i, De

A



   

  

  

bis.

   

S

A

    

  

-



i,



  

 

 -

a



cresc.

S

       lis, tol

A

-

         

bis.

 

w. = W      mp dim. poco Soli     

a

-

gnus







a



-

     

gnus





 

De  gnus    

gnus

De









-

qui

-

i,

    

    De



 

-

i,

 

  



 

i,   qui     -

     

qui

tol

-

     

       lis pec          

   tol

lis

      

3

   

     





-



-

De

 

De

     





-

 gnus   





    

           tol

 



lis,

qui







bis.

a

-

gnus





38

 

-





          

 



 







A



 

 

32





i,

   

 

A

bis.

           



 



  

       

   -

      

-

 

pec

-

-

       

ca

 

-

     

    

    43

S

          

     





 

ta

    -

- ca

A

      

              

-

       

A

    - di, 

-

di,

       

      

     

      mun

ta

      

47

S



-

mun

-

mun     

mun

-

 



   





  

mi

-

se - re



               di,

di,

     



 

-

mi

      mf 

se - re

-

-

         

      cresc.



3 3                        re no  #        -             3 3 3 3  re no 52

S

A



  

  56

S

A

T

B







         

A -



Tutti mp





 

      



gnus



3

        

  

3



A



-

gnus





    De

         

3

       



-

De

A -

i,

 gnus



-

 A -



  i,



bis.

 

 gnus

 

 





 -   

qui

tol

De

                 cresc.           

4



bis.

dim. poco

3

       





 



-

           

   

   62

S

T

B



        cresc.   

   68

A

T

B





  -

T

B

pec - ca

lis



ta

    

 

-

ta

 -

ca

  

§    

-

pec

mun





mun

ta

-





 

-

di,



lis

-

pec





mun

pec -

   



                       







       

    - ca - ta mun      pec ca          



  

di,

-

           -

ca

ta

mun

cresc. poco a poco

di,

      

-

tol

            

    

     

 3      3 3                 3       mun



   

qui

73

A



-

tol

     mf      

         

ca - ta

        





      - di, pec - ca      qui tol - lis        

-

-

pec

           



- di, qui

S

§

-

- lis

S

 

 

i, 3                                   3 3  3 qui tol lis pec - ca ta mun                 i,                    De

A

 

 



   

  

di,



mun



-

ta

-

   





  -

ca

 



 

mun

pec





    



5



 -

      ta



-

 di,

   

-





    mun











di,

di,

  

pec - ca - ta

      



pec -

  

 

cresc.

mun -

  



     78

S

     - ca     mun      -

A

T

B



     

 

  

82

S

A

T

B

         

di,



  

A

T

B



   -

na

no -

na

     no

bis,

 



do - na

no

no

              

   





-

-

     -

bis

     f     

do - na

   

no - bis,

   

      

   

-

-

mun

  



 do  

 

  







-

 

di,

    





 



             -

di,



  

-



pec - ca - ta



 

 

mun





di,

   

di,

      

     -           cem.        





           

       

-

ta

di,

    do 



  

-

                    f

87

S



  

mun       

  

-

do - na







-

 



     









  



cem.

cem,



pa

bis

 

pa

cem,

             

    poco rit.      6

     

bis,

do - na

no - bis

       -

pa

  f   

  

      

pa







 





-

cem.

 

-

  

  

pa -

 

-                cresc. molto

do - na no - bis

b     

 

pa -





cem.

   dim.   

     

 