Concert Etudes I

Page 1

. nl y O se

U

Michael Goodman

al

Concert Etudes I

Fo

rP

er

us

Piano

©2011 Unanimous Productions


Notes by the Composer

.

Six etudes that feature a specific technique/style/pitches:

O

II. etude representing E Major and E Dominant 7 Chord.

nl y

I. etude made up of minor 2nds; specifically G# and A.

III. etude showcasing a battle between major and minor chords. In this case: B b major and B b minor.

se

In addition, both B b major and B b minor reference a few quotations from orchestral works.

U

IV. etude that displays minimalism among three pitches (E-F-G).

al

V. etude that uses five pitches in a call-and-response setting within a thick texture (Eb-F-G b-G-A).

us

VI. the study of the pedal. Creates thick textures that can result in soft harmonics

Fo

rP

er

from the combination of various pitches.


Concert Etudes I I.

Michael Goodman

h. = 60 (q remains constant throughout the movement.)

       

 

 



 

 

 

               

 

      





se

O

 

   



      

U

 



nl y

9

  

 

 

.

17





     

  

er

   

 

        

Fo

   

rP

 

us

 

24



al

  

 

  

    

   



28

 

 

   



 

    

c. 2"

non-rit.

30

 





 

 

 

 





 3

    

 

    

   

 

  

© 2011 Unanimous Productions

 


2 35

          



 



 

   

 

.

 

nl y

 43 40

  

      

    



     

   

45

 

 

  

 

us

  

er

52

50

           

rP

       

           

Fo

     

 

 



 

 

 

 

  

                       

     



   

 

       

  

     

 



55

    

 

 

 

al

  

U

 

    

se

  

O

 

                                     


60

62

   





       

3

  

     



      





  

   

.

  





nl y

Soft Ped.

64

O

  

 





 

67

U



                    



  

al

 



us



Fo

rP

                    

 



     



  

         



             

  

 

       73               

 

 



   

72



 

     

 

er

70

 

 



se

 

   

 

 

         

     



  

                           

   


4

II. 



  

 

3

5

     

3

  

 

 



 



 

 

 

         



           

rP

   

3

er

13

 



us

8

al

9

         

U

 

se

           

 

3

 

 

.

O

             

nl y

Light, but with motion q = 140

 

  

  

    

Fo

 

16



  

     

      

     

  

 


5 19

  

      





      



 23

22

          



25



                    

  



  



     

us 

Fo

    

              









3

       

3

3

 

 

3

3

   

3

rP

  

31

3

er

3

28

 

  

al

U

se









 

 

 



O



.

    

 

nl y

 

   

3

 3

     

     

     

 

  

     

 

 

    

   

     

    


6

     

35

 

 

 

 

 

    

 

 

        

 

           

 

se 



 











  



us







                             







 















        

Fo

rP

41



al

 

U



er

loco            

                  

39

O



nl y



37

     

.

     

              

           

43

                

     

     

     

     

     

     




7 rit.

45

        

.

     

nl y

              

Fo

rP

er

us

al

U

se

O

                


8

 

   

 

 

   

 

   

    

 

   

 

   

us

        

    

er

 

 



       



    

 

 

15

 

   

  

 

     

       

   

       

  

rP

   

  

 

  

    

16

   

 

al

   

  

     

    

O

   

 

se

     

 

    

    

   

U

 

12

 

8

    

6

       

.

             

III.

nl y

Intense, but comical q = 70

Fo

    

 

  

 

  

accel.

                                    cresc.                                    

20


9

(accel.) 23

 

             

          

         

        

nl y

 26 a tempo

rit.

           

25

29

   

rP

Fo

34

 



se

 

   

       

                                                                               35 Ein Heldenleben! q = 140 accel.                                                                                         

er

31

 

al

 



      

 

us

 

U

  

  

 

O

    

          

            

.

(cresc.)

      

   


10

                 3 3 3   3              

37

   

nl y

        

        

O

 3

45

  

 

Fo

        

             



 

50

 

             

Tempo I q = 70

   

   

 

      

 



   

   

 

        

  

   

3

   

       

3

rit.

               

 

3

 

 

al

     

rP

      

    

er

(rit.)

            

us

           

53

 

 

  

49

   

se

     

3

U

    

     

    

 

41

   

        

.

 

              

    

             

 

  

   

    

    

       


11 58

 

 

   

           

  

    

 

       

 



Fo

rP

er

us

al

U

se

O

 

 

.

 

nl y

 

            


12

IV. Constant, but not bland h = 75

 



  

 







U



se

 

 

O

 8

   

5

 



.

nl y

            

          

           

 

  

us

  

al

10

er



           

16

15

        

    cresc.    

rP

  

Fo

 

   

 

  



 

   

 

 

   



22

20

   

 

 

     

     

     

 

(cresc.)

              



  



   



  


13

    

24



   

   

27

  

   

 

   

 

 

  

  

 

rP

er

us

al

U

 

  

   

Fo

se

  

  

 

28

    

(cresc.)



 

   

.

(cresc.)

 

   

   

nl y

 

O

  

 

 


14 loco                  

30





   



         



nl y

.

  33

 

     

O

 

                                

loco

er

39

us

al

U

se

                                               loco 36                          

Fo

rP

                     43



   

     

                                    

     

 

 

 

  

   

   

         

 

 

 





     

   

             


15

47

 

       

  

  

 



  

  

  

  

 



55 54

 

 



    

                              rit.          

er

rP

      

                  

Fo

       

       

us

       

       



57

al





se

       

U

    

  

 

  

O

 

 

.

   

50



          

   

 

nl y

       

46

    

    


16

V.

Expressive with rubato q = 80

espress.

  

   

  

  

   

         

O

6

.

espress.

       

nl y

 

    

  

  

se

  

 

rit.

11

       

al

       

er

15

         

 

   

   

  

    

    

       

rP

 



      

 

Fo



18

a tempo

       

     

   



us

(cresc.)

U

  

cresc.

 

     

         

  

     

 

 

                   

  

  

   

 

 

 

 


17 20

       

     

   

 

 

          



rit.

    



24

        

a tempo

  

O

22

    

  a tempo

rit.

26

   

 

 

rP

   

er

Ped.

30

       

us

                 3 

 

   

 

Fo

 

Ped.

al

   

 

U

   

  

 



  

se

   

nl y

.

       

   

  

 

        

                     


18

VI.

Aggressive, Angry q = 90

 

 

.

  

nl y

loco

 

  

   Ped.

   Ped.

9

        





 

      



U

al

   

 

us

 

3

Ped.

3            

11

   

  

se

3

    

Calm, but freely q = 80

          

 loco

 

6

 

O

 

 

    

     

  

er

Ped.

   

15

rP

  

 

Fo

   20

 

 



  

Aggressive, Angry q = 90 accel.

accel.

rit.

rit.

a tempo

 3

  

 

 

 

3

3

   

          Ped. 

3

  

 




19

 3

24

       

         

 



      28     

 rit.   

30

 

3





Mysterious q = 80

  

  3

          

 



 

se

nl y

.



O

 

U

Ped.

31

          3



al

3



3

us

3

 

     

 

3

       

rP

er

34

33

       

Fo

Ped.

36

 

3

3

 3

3



   

 

   


20

38

     

          





 3

3



 

 

.

  

nl y

 

Ped. 41

  



 

              

3

3

3

  

O

 

 

 



  

3

  

3



  

3

se

  

U

42

 





  

 

 

 

     

al



3

3

3

us



 



 

   

3

 

44

rP

  

er

3

3

3

Fo

    

45

 

  

 3 3

 

3

 


21

48

46

     

 

Aggressive, Angry q = 90



 

  



 loco

  

 

   Ped. 50

a tempo

accel.

 

 

3



 

      

Broad and heavy q = 75

     3  

   

   

se

 

53  

O

 

 

 

.

nl y

 

 Ped.

U

accel.

54



  





3

3

  



 

3



3

 

er

(accel.)

 

us

59

   

al

    3 

 



 3

rP

3

Fo

 

63



rit.

  3

          3     

 

 

64 Freely  



Ped.

            Ped.

3

    

    

     

 

 

 

  

 


22 rit.

      

     

            

      

   

 

 

 

  

 

Ped.

 Ped.

U

78

  

 

       

al

  

     

rP

er

us

              Ped.                   82   

Fo

   

 

 

    

se

   

75 Tempo I = 90

 

                 

  

       loco      

   



.

  

    

O

  a tempo

71

3

3

    ()

         

nl y

67

3

3

     





 

 

 

3

 

 

 

 


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