Incalzando Misteriozo

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iii

Incalzando Misteriozo for Concert Band

Duration: 3 ½ to 4 minutes

Composed by

Nathaniel L. Murphy


iv

Incalzando Misteriozo for Concert Band All Music, Words & Art by Nathaniel L. Murphy Copyright © 1993-2018 Nathaniel L. Murphy & NATREBO Publishing


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Table of Contents

About the Piece ……………………….…….……..vi Imagine (poem) ………………………………..….vii Instrumentation ……………………………………viii Incalzando Misteriozo …………………………1-14

Excerpt from Tupelo High School Band Program’s Premier


vi

About the Piece Incalzando Misteriozo was an important piece for me because it was my first large scale work and the first piece I ever conducted. It began life as a piano piece called Unleashed Imagination that was itself based upon a selfcomposed poem (see page vii). The piano piece went on to win a Mississippi state-wide High School composition competition and so I decided to orchestrate it for band to be performed at our last concert during my senior year at Tupelo High in 1993.

The piece starts and ends in a quick staccato manner with a slower (half-speed) legato section in the middle. It is constructed using an A and B theme followed by a similar C theme. In the slower middle section the A and B themes are restated starting with an Oboe solo. The piece returns to the quick tempo of the opening and restates the A theme but then jumps through a few new developments of the C theme mixed with motives from the A and B theme throughout until the climactic ending.

This edition is the first time being type set using a notation program working from handwritten documents. There were a few minimal changes made with the score but the overall makeup was kept intact. It is dedicated to my High School Band Directors Floyd Stevens & O’Neal Douglas as well as Danny Elfman whose style I was imitating.

-Nathaniel L. Murphy


vii

Imagine Imagine... wonders fill my brain A thousand, a hundred objects Suspended, trapped in my skull. Objects that carry every form, Every shape from earth, Heaven, From hell, and inside myself How do I call forth images? Images that breathe, and take life, Gallop about as free beings inside my head. Dancing images turn about, And the cloud – the cloud of reason Thrown outward to the world of Reality! Images, left behind with total control! Reality on outside, Fantasy left inside. Fantasy that has the urge to spout from inside, To be released unto the reality of every day, To invade the opposite world through ways... Ways, so many ways to be expressed. The artist and his paintings that show the figure Of images from deep within. We hear them speak through the poets, Their words etched into stone, And recorded for the sake of our kind. A kind that brings composers, so that The images might show emotion And call loudly unto Reality: "I am no longer imaginary, but real!" The image has escaped its imprisonment. It has torn through my head, through my Eyes, ears, and hands. Image is now real, an oddity among Reality. Yet, it belongs there, as ordinary as Two legs on a person, and they serve as legs, Holding up our kind, mankind. "Change is grand!" the image boasts... Imagine.

a poem by

Nathaniel L. Murphy


viii

Instrumentation FLUTES OBOE CLARINETS in Bb BASS CLARINET BASSOON ALTO SAXOPHONE TENOR SAXOPHONE BARITONE SAXOPHONE TRUMPETS in Bb FRENCH HORNS TROMBONES BARITONE TUBA

PERCUSSION (7) TIMPANI GLOCKENSPIEL XYLOPHONE CHIMES SNARE DRUM BASS DRUM CRASH CYMBAL SUSPENDED CYMBAL TRIANGLE TAM-TAM GONG

Excerpt from Tupelo High School Band Program’s Premier


Incalzando Misteriozo

Score

                                                                     

  

Allegro staccato 

Flute 1&2

Flute 3

Oboe

Clarinet in B  1&2

Clarinet in B  3

Bass Clarinet

Bassoon

Alto Sax

Tenor Sax

Baritone Sax

Trumpet in B  1&2

 

        

     

        

     

  

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

   

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

                    

    

      

 

  

                                                                        

             

      



Horn in F 1&2

  

Horn in F 3&4

  

Trombone 1&2

    

Trombone 3

    

Baritone

    

Tuba

    

Timpani

   

Trumpet in B  3

Glockenspiel

Xylophone

Chimes

Cymbals & Misc.

       

        

 

Snare Drum

 

Bass Drum

 

Tam-Tam (or Gong)

 

 





let ring

                                               



Crash Cymbal

        

       

 

                                                                 

 

              

     

                                   

       

   

          

   

 

 

 

                                                    







Copyright © 1993-2018 Nathaniel L. Murphy & NATREBO Publishing





 

  

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

   



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

    

     

        

  

    

       

Nathaniel L. Murphy

    

            

     

1



     


Incalzando Misteriozo

2

          

8

Fl.1&2

Fl.3

Ob.

     

       

     

                                         

        

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

B. Cl.



 

   

    

B. Sx.

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





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

  

  

 

 

    

    

B  Tpt.3

Hn.1&2



Hn.3&4



Bar.

   

    

   

 

  

Timp.

 

Glk.



Tuba

8

Xyl.

Chm.

Cym./Misc.

                   

      

         

     

      



     

      

8

8

 

Tbn.3

              

               

Tbn.1&2

 

S.Dr.

B. Dr.

 

Syspended Cymbal







 

  

   

     

 

 



                                                               

B  Tpt.1&2

8



 

    

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

  

 

 

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

                                        

T. Sx.

 

B  Cl.3

A. Sx.

      

                                   

                         

      

               

 

B  Cl.1&2

Bsn.

     

 



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

            

  

 

                                                          



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

               

               

 

 

 

 

 

 

 

 

  

 let ring   Tam-Tam (or Gong) let ring

 

   

                     


Incalzando Misteriozo

 

 

 



  







   

16

Fl.1&2

Fl.3

Ob.



 

 

B  Cl.3

B. Cl.



 

   

    

A. Sx.

T. Sx.

B. Sx.

B  Tpt.1&2

B  Tpt.3

Hn.3&4

Tbn.1&2

Tbn.3

Bar.

Tuba

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

                        

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

Glk.



    

16

S.Dr.

B. Dr.







    16

Cym./Misc.



 

      

      



 

      

 

                      

                                                                    

                        

     





    

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

   



 

    

                          

          

 

  

  

Syspended Cymbal



                           

                                                                                                                                                                                                                            

 

     

                                                

  

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

Timp.

Chm.



16

Xyl.

       

     

16

Hn.1&2

 

                     

 

B  Cl.1&2

Bsn.

 

3

  

 

                             



  

                           



   

         

     

 

   

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

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

             

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

let ring

 

 

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





 


Incalzando Misteriozo

4

            

24

Fl.1&2

Fl.3

Ob.

B  Cl.1&2

B  Cl.3

B. Cl.

Bsn.

A. Sx.

T. Sx.

B. Sx.

B  Tpt.1&2

B  Tpt.3

Hn.1&2

Hn.3&4

Tbn.1&2

Tbn.3

Bar.

Tuba

 

 

 

 

 

                                          

               

 

                                                     

  

 

Glk.



24

24

S.Dr.

B. Dr.

Cym./Misc.

   

  

  

   

  

  

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

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

                                         

                                                 

Timp.

Chm.

    

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

 

   

                                                                                             

  

   

      

     

   

                                                                                                

           

        

                                         24                

24

Xyl.

        

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

                                                                    

                                               

  

 

   

 

       

                                     

                        

            

                  

                

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

                          

      

        

 

 

 



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

       

   



                                                                                   

                                       

    

                                                                

     

  

  


Incalzando Misteriozo

        

32

Fl.1&2

Fl.3

Ob.

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

B  Cl.1&2

B  Cl.3

B. Cl.

Bsn.

A. Sx.

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

               

T. Sx.

B. Sx.

 32

      

B  Tpt.3

Hn.1&2

 

Hn.3&4

 

Tbn.3

Bar.

Tuba

Timp.

 

Glk.



Xyl.

Chm.

Cym./Misc.

                   

32

S.Dr.

B. Dr.

32

             

                                   32

                            

      

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

B  Tpt.1&2

Tbn.1&2

   

 

 

  

    

          

      

  

 

              

 

    

 

                                                                                                                                                                                                                                          











 

  









Syspended Cymbal

 

 

 



  

5

 

 

     


Incalzando Misteriozo

6

41

Fl.1&2

Fl.3

Ob.

B  Cl.1&2

B  Cl.3

B. Cl.

Bsn.

A. Sx.

T. Sx.

B. Sx.





     

B  Tpt.3

Hn.1&2

 

Hn.3&4

 

Tbn.1&2

Tbn.3

Bar.

Tuba

Timp.

Glk.

Xyl.

Chm.

Cym./Misc.

     

                                                                                        

41

B  Tpt.1&2

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

                    41       

        

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



             

  

           



 

 

 

  

  



                               

     41    41

S.Dr.

B. Dr.

 

 

   

 

 

              

                                                               

  

 

 

Syspended Cymbal

               

      

   

               

 

                 



               

                       

 

    

                                   

3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3                                                   3 3 3 3 3 3 3 3  3 3 3 3 3 3 3 3 Solo                                                               3 3 3 3 3 3  3 3                                    3 3 3 3 3 3  3 3                                                3                       3 3   3                                            

                                        

Tranquillo legato 

                 

 Triangle      

Tam-Tam (or Gong)



 

  




Incalzando Misteriozo

            

48

Fl.1&2

             3

Fl.3

3

3

Ob.

B  Cl.1&2

B  Cl.3

B. Cl.

Bsn.

   

3

3

3

   

T. Sx.

B. Sx.

3

3

3

  

3

3

 

B  Tpt.3

Hn.1&2



Hn.3&4



Tbn.1&2

  

Tbn.3

  

Bar.

  

Tuba

Chm.

3

   3



3

3



3

 

  

 

   

3

3

3

3

3

3

3

3



    

   

  

  

3

3

  

  

 

    

  

 





3

3

 

  

  

3



3

   

   



  

 



  

 





 



3

3

 



3



    

3

3      

3

3

 

  

  

 



     

     

3

All

 

3

3



48

Cym./Misc.

3

3

         

48

Xyl.

3

 

Glk.

3

  

Timp.

3

3



3

B  Tpt.1&2

48

3

3

  

A. Sx.



3

    

3

3

3

  

3



3

3

  

3

7

      



  

3



 

48

S.Dr.

B. Dr.

 

Syspended Cymbal

    


Incalzando Misteriozo

8

54

Fl.1&2

Fl.3

Ob.

B  Cl.1&2

B  Cl.3



B. Cl.

A. Sx.

   

T. Sx.

B. Sx.

3

3

B  Tpt.1&2

B  Tpt.3

Hn.3&4

Tbn.1&2

Tbn.3

Bar.

Tuba

Timp.

Glk.





Chm.

 54

54

S.Dr.

B. Dr.

   

  

3 





 

 

 

  

  

     

 

 

 

 

 

 





 

 



 

 

  

 

 

3        3







 

  

  

3 3         3 3 





3 3         3 3        

  

  





   





3

  



3

3

  



  



  

  

   3



 

 

  

3

3



3              3 3   3

 

  

   



3

3



3

3



3



3



3

 

 







 

3

3

3

3





3

 

3



 



3

3 3 3   3             

3       



3

3

3 3             3 3  

3

3



3

            

3 3                                      3 3 3

3 3         3 3          

  

  

  

  

3 3 3 3             



    

                     54  

  

3

        

  



   



3

3

3

Xyl.

Cym./Misc.

3

54

Hn.1&2

                      3 3 3 3              3 3               3 3

3

Bsn.

  

              



3

3





 

 

  

 


Incalzando Misteriozo

Fl.1&2

Fl.3

Ob.

60            3 3 3 3                 3 3 3 3      

B  Cl.1&2

B  Cl.3

B. Cl.

Bsn.

A. Sx.

   

T. Sx.

B. Sx.

          OneNoteAt A Time                      



3 3 3 3 3 3 3 3 3 3   3                                     



 

 

B  Tpt.3

Hn.1&2

  



 

 



 

 

Hn.3&4

 



Tbn.1&2

    

 

 

 

 

Tbn.3

   



3



  



60

Timp.

Glk.

Xyl.

Chm.

 

S.Dr.

B. Dr.



 60

Cym./Misc.

 

  

3

 

 

 

  

    

 







 

60

    

 

3

 

 



  

 

3







 

 



 

  



3

3

3

3

3

3

 

 

 

  

 

 

 

 

 

 

            

         

                            

                    

 3        3             3   3

 

     

 

         

 

 

Crash Cymbal

 

Tam-Tam (or Gong)

3

  

                   3 3 3 3 3          

     

 

3



         

        3 3   3   3                 3 3 3                              

 

3

                           3 3 3 3 3         

 

3

3



3



B  Tpt.1&2

Tuba

3

3 3             3 3    

 

           

3

3 3             3 3 

3

3



3



 

60

Bar.

a tempo 

accel.

3   3                             3 3 3 3   3  3 3                                                              3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3     3                        3 3 3 3 3 3   

9

  

    

3


Incalzando Misteriozo

10

   

66

Fl.1&2

Fl.3

Ob.





     

B  Cl.1&2

B  Cl.3



B. Cl.

Bsn.

A. Sx.

B. Sx.

Xyl.

Chm.







 

 





 



 

 

 

 

 





   

 

         

             

                                   

            



    

                      

 



                         



   

    

           



  

 

    



  

 

    



  

 





    

 

                     

66

S.Dr.

B. Dr.

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

 

let ring

 

           

          



           



          

    

      

  

       

     

 

  

                                              

 



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

                     

 

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

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

         



                       

    

  

      

        

66

Cym./Misc.

 

66

Glk.

 

                          

Timp.

     

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

B  Tpt.3

Tuba

 

        

Bar.

 

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

B  Tpt.1&2

Tbn.3

 

                

66

Tbn.1&2

 

                                                                     

Hn.3&4

 

   

T. Sx.

Hn.1&2

 

  

  

 

        

 

   

             


Incalzando Misteriozo

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

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

                            

              

74

Fl.1&2

Fl.3

Ob.

B  Cl.1&2

B  Cl.3

B. Cl.

Bsn.

A. Sx.

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

      

T. Sx.

B. Sx.

  

 

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

       

B  Tpt.3

Hn.1&2



Hn.3&4



Tbn.3

Bar.

Tuba

Glk.

Xyl.

Chm.

     

   

   

 

 

 

        



       

  

   

              

    

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

74

S.Dr.

B. Dr.

  



  

  

  

  

   

     

         

 

  

 

   

     

   

               

           



                                                                                           

 

 

 

 

 

  

 

 

                   

 

       

     

   

 

      

         

  

  

       

          

         

  

     

  

  

    

  

 

 

 

 

  

  

    

  

  

  

    

  









  

  

  

    

   

   

  

  

           

              

  

            

Syspended Cymbal

  

   

           

         

 

 

   

 

 

          

                                                                                      

 

 

     

                                  

            

                                                                             

   

74

Cym./Misc.

    

             

74

Timp.

Tbn.1&2

B  Tpt.1&2

74

                                                

11

   

 

 

 


Incalzando Misteriozo

12

                                                                   

  

82

Fl.1&2

Fl.3

  

Ob.

  

B  Cl.1&2

B  Cl.3

B. Cl.



Bsn.

    

A. Sx.

T. Sx.

B. Sx.

 



B  Tpt.1&2

B  Tpt.3

Hn.1&2

  

Hn.3&4

 

82

Tbn.1&2

Tbn.3

Bar.

Tuba

  

82

Timp.

      

Glk.



Xyl.



Chm.

 82

  

82

S.Dr.

B. Dr.

Cym./Misc.

 

 



  

         

          

  

  

  

    

  

             

                                                                               

 

 

  

  

       

  

   











  

  

      

  

       

  

  

      

    

        

  

       

   

                              

    

       

  

       

     

    

  

  

       

          

  



 

  

       

     

          

               

  

  

  

        

  

            

let ring



  

  

       

       

      

            

 

 



  



 

  



  





 

  









 

   



                   

 

Syspended Cymbal

                     



        

        

 

                               

  

         

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

  

          

                                    

  

       

 

 

   

       

  

Tam-Tam (or Gong)

 

    

                

                    

  

            

      



    

            

 

 

 

   

                

                       


Incalzando Misteriozo



89

Fl.1&2



Fl.3

Ob.



                   

B  Cl.1&2

B  Cl.3

B. Cl.

Bsn.

A. Sx.

B. Sx.

 

  

89

B  Tpt.1&2

B  Tpt.3

Hn.1&2

  

Hn.3&4

 

Tbn.1&2

Tbn.3

Bar.

Tuba

Timp.

Glk.

Xyl.

Chm.

                    89     

Cym./Misc.

89

S.Dr.

B. Dr.

              

                        

     

 

         

   

 

  

                                           



     

 

    

      

     

 

 

           





       







              

 

          

 

 

 



  



                                                                                                                

                    

  

      

   

  

       

 

  

 

                                           

  

  

 

   

 

 

  

       

    

 

                            

        



                 

89

       

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



        

T. Sx.

  

13

     

 

Triangle

 

 

 

       

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

                                           

 

 

 

 

 

 

 

                            

       

 

           

          

    

   



                                                                  

 


Incalzando Misteriozo

14



96

Fl.1&2

Fl.3

Ob.

B  Cl.1&2

B  Cl.3

B. Cl.

Bsn.

A. Sx.

T. Sx.

B. Sx.

B  Tpt.1&2

B  Tpt.3

Hn.1&2

Hn.3&4

Tbn.1&2

Tbn.3

Bar.

Tuba

Timp.

Glk.

Xyl.

Chm.

Cym./Misc.

S.Dr.

B. Dr.



                

                      

          

                     96                                              96         







 

 

  

      

  

     





     

      

       

       

 

 

                                  

 



 

 

       

     

           96 Crash Cymbal      choke  96            

     

 

  

 

choke

 

       

   

                                 

   

          

  

 

   

 

 

  

      

   

   

      



    

 

     

  

       

  

 

 

   



   

  

  



  

 

   choke

 

     

 

choke



 

 

 

    

 

 

 

 

    

 

  



 

          

   

 

 

 

  



 

   

    

                        

     

 



 

Gong





let ring

 let ring



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