Wedding's Suite for fl, pf, vn, vl (2009)

Page 1


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Wedding's Suite 

$ US 1.08

Flauto

   

Pianoforte

Violino

Viola

5

5

Pf.

5

 

                                       

presto

  

   

          

  

  

                          

     

       

Piotr Lachert, 2009

  

 

 

 

      

 

 

  

        



  

 

  

    

  

  

 

 

 

     

       

       

         


2

8

8

Pf.

8

      

  

 

 

                                          

   12

  

 

12

Pf.

     

 12

  

    



  



   

  

                                

   

 

 







 

     

         

   

              



      



  






3

 

16

     

16

Pf.

      

16

     

21

   

          

21

Pf.

     

      

21



     

 

      

  



   

   



    

 

        





   

 

  

 



 

  

 

        

        

  

 

 

 




4



     

                          







  

 



  

  

       

25

25

Pf.

 

25

 29



 

 

  

   

29

Pf.

 

 



29

 

  

 

  

 

 

      

 

  



  

 

 

 

 




$US 1.08 MM - ca 92

  

    

sereno

 

  

         

3

3





 

 

   

3

  

  



 

    

 

   

   

   

  

 

 

  

 

   

   

     

  

cmp

     

 

 

 

     

 

    

  

       

3

 

 


6 6



6

 

   

 6

 

  

 

3

9

9



   

 



          

 



3

 

 

 

 



                  

             

 





        

   

3

  

                   

   



 9





3

 

 


12

12

  

 



      

        

 

12

7

   

 



    

   

              

           

   



 

     

  

 

       

   


$ US 1.14       MM . ca 56/

     

    

 

 

 









                4

4







   







 

  

 

   

 



   



  

                                                

4

 



                       





 

 

   

 



   

  

   

 

  

  

35" cmp

 


9 8

8



                

8

        

  

12

  

12

   

12

  



      

 

 

     

     5 5                     

 

   

 

 





     

 

 



 





 



                        

 

  

 

      



    

  



3



 

  

   

 

 


10



15

 





 

  

 

 

   

                                                     

15



15



 19

    



19

 

       



  



    19               

 

      

 

 

    

 

     

5             

       

    

    



 

5

3

  

    

 

 


$ US 1.41 MM - ca 60

 

  

5

                          

 



                    

 

   

       

5

   

  

5

 

  

     

   

  

 

 

   

    

 

 

 

   

                                       

cmp


12

10

  

  

10

10

            

15

      

   

  





    

 

 15

 

 

 

    

 



     3

   

  

        3

   

  3

 



   

                             

15



  

      



    3


13

                                       19                    19

19

 

         22      22

 

      

22



  

 

 

 

 

                                  

     

 

  

  

       

      

     


14

25

       

  

  

25

25

 

30

 30



 

 

         

                          

 

 

  

  



  

 

  

30

 

     



  

   

   

   

 

      

  

 



 

 

 


15 35



  

35

 35



 

  

   

  



   

 

 

   

 

 

 

 

 

 


US $ 1.47 velove, tempo comodo

  

Pf.

                  

5

5

Pf.

5

     

                              



         

  

        

 

 ©cmp



       

 

   

 

 



  

 


17 9

9

Pf.

9

 

   

 

       

         

    

                      13                      13

Pf.

       



 

    



     

 

  

                 

 

         

  

                                 

 

 

13


18 16

Pf.

 16      



         

16

                  

                                           

      

              

                       19                      19

Pf.



 

  

19



     

      

                   



 

               

                    

      

                                  



 




               22                         22

Pf.

22

 





 

26

     

26

Pf.

 

26

19

 

                                     

                                             

          

      

       

                             

                      





  

 

   


20 30

              



               

30

Pf.

30

34



34



 

Pf.



          

 

   

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

34







   

               


 

38

Pf.

 

  38                     

38

                 41            41

Pf.

  

                      





 



 



41



                                    

     

  

         





 

                   

 

21

            

           

    

               

             

       

     


22

             

44

     

44

Pf.

                    



               

44

       

        

                       47               47

Pf.

47

 



 

                            

     

  



 





       

         

          





                                             



 



  



    




23

50

50

Pf.

  

 

50

 



   

53

Pf.

  

 

    

  

                

    

 53

    

53

  

 

 







 

 

  

   

  

  

 

   







 

   

   

     



   

      



   



           

  


24

  

56

Pf.

     

59

 

59

Pf.

          

 56



 

   



            

 



 

 

 

  



          

 

59

   

 

56

  

 



                        





 

 

   

 

  

        

            


25 63

                     

63

Pf.

 63

  69

        

    

    

                                                 

69

Pf.

 69

    

   

                    

              

   

 

 

                                        


26 74

74

Pf.

 

            

 

      

 

        78          78

Pf.



    

 

 

 



 

 

 

 



 

  

 

 

  





 

                                           

   

     

78

          

  

    

 

 

            

         

74

 

   

  

       


$ US 2.28   

    

presto MM ca 144

        

3

3

   

  

 

  

  

   

                          

   3

 

                       

   

                            

© cmp


28 4

4

                              

4

 

5

5

 

 

                      

 5

 

 

 

                                        

    

                     


7

7

9

9

   



         

 



  

 

 

 



 

 

 

     

 

     

9





 

 

7

29





      

 

                              

 

 

                                


30

  

10

 

10

                            

  

   

  

  

  

   

10



12





                                     

12







12


14

    





14

                       

                     

16





   

16

  

     

 

     

16

  

14



31

    


32

18

   

18

  



    

                     

           

18

20

 

20



   

20

 

 

  

       

 

 

    

               


33 22

22

                                       

22

   

    

  

 

24

 

24

 

 

24

 

            

    

 

 

  



     



 

  


34

 

 

  

26

26

  

26

            

     

27

 





 

 

27

27



 



 



 

 

 

 

 

  

                         

 

 

 

     

   

 




29

35

 

 

29





 



29

      

 

 

      

     

 

  

  

 

   

  

 

31





     

31

31

  

   

 

  

   

  



  

 

  

 

  



  


$ US 3.42 

 



tempo comodo, ca - 120



                    

Pf.

               3         3

3

       

 

 

   

   

 

      

     

               

Pf.

                      

            







   

  

   

  

  

CMP



 





   

    

   

   

   

   



 

   

  

  

 


37



5

Pf.

5

 

                     

5

  

               

  



       

      

 



       

   

   

 

                7         7

Pf.

7

                         

 

   

   

 

  



      

    


38



      

            9               9

Pf.



  

9

       

11



   

      

  

      

                 

Pf.

 

11



       







   

 

  

 



  

   

  

  

  



  

 



 



   

    

  



    



           

      

11





 

       



 




13



13

Pf.

       

           

 

     

13

Pf.

39



  

     

         

     15                     15                       

            

15

   

   

 

   


40



17

  

17

Pf.

  

17



        

              

           

        

                      19                        19

Pf.

   

19

 

       

   


41

                                  

21

                        21            21

Pf.

                25    25     Pf.

                      

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

                                               

                                    25                         

          

          

         


42

Pf.

                

            28                                                    28                   28

  32



          

          

       

                                                          

32

Pf.

       

         

32

           

 

  

                         

    



   

                      


35



35

Pf.

       

       

 

35

43

      

       

     

                   37          37

Pf.

                                        

37


44

              

39

             

39

Pf.

39

 

 



                 

  

 

 

41

41

Pf.

 41

     

  

 

 


43

 

Pf.

 

43

    

 

                        46          

Pf.

 46

    

    

 



 

 

      3



  

   

       3

 

   

   

   

      

  

43

46

45



   3

       

            

      

   


46 50

                       

     

50

Pf.

           

         52    52            50

Pf.



52

       

  

  

 

  

   



   

 



3







 



   

  






      

            56               56

Pf.



  

              

   

56

58





  

    

   

      

              

Pf.

  

58

 

   

   

 





   





   



    

   

 

  

  

 

 





   

    

   

  

   

  

   

   



           

  

58



47



 

   

   

  




48

             60                     

60

Pf.

 

  

                        

60

  



       

   

 

   

   

 

                62         62

Pf.

                             

62

 

   

   

 

  



      

   


64





  

      

                      

64

Pf.

                 66        64

  

      

              

Pf.

 

66



       

 



  

 





   





  

   

  

  

  



  

 



 



   

    

  



    



           

      

66



49



 

       



 


50

  68  68

Pf.

       

           

68

Pf.

     

  



 

     

 

         

   70                    70                      

          

70

      



   


51



72

   

72

Pf.

  

72

  

        

               

           

        

                   74                          74

Pf.

  

   

74

     

      

   


52

                       76                                      76               76

Pf.

   

78











             



78

Pf.



 

    

78

 



 









 

 







  







 

          



    











  

















 










80

Pf.

 

    

                         80                             82             82            80

Pf.

   

82

  

 















 















53





 



 







 





























 







 



     


54 84

  

84



 

Pf.







 



84

86



















   

      



        

   

                  



   

   

                

86

Pf.









 







86

      















 

 

     

  

                 



 

     



 

    







 


55

88

88

Pf.

   

 

                  

  

                            

         

                      

88

 90



90

Pf.

        

       

       

 

90

      

           

    


56

        

92

92

Pf.

   

     

 

      

                                      

92

          

94

               

94

Pf.

 94

 

  

 

                      

       


57

                        96                           96

Pf.

   

96

 

98

     

      

        

        

  

                        

98

Pf.

         

98

  

           

  

 


Publisher: Editions TEMV! Bruxelles Consonant Music Press via de Cesaris, 29 I - 65010 SPOLTORE consonantmusicpress@gmail.com Authors, Composers & Publishers Society: SABAM rue d'Arlon, 75 – 77 B – 1040 BRUXELLES CMP/2017/92 Printed in Italy 2nd edition Copyright © 2017 by Consonant Music Press All rights reserved


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