AMERICAN FLOURISH Robert W

Commissioned by and dedicated to the Sterling, Kansas, High School Band commemorating their 2007 concert performance in Washington D.C. Larry Brownlee, Director Conductor Score AMERICAN FLOURISH Robert W. Smith 012-3850-00 (ASCAP)

Boldly ( q = 96 ) 1st & 2nd Flute        

1st & 2nd Oboe       

1st B b Clarinet         2nd & 3rd  B b Clarinet      

B b Bass Clarinet        Bassoon          1st & 2nd    E b Alto Saxophone      

B b Tenor Saxophone         E b Baritone Saxophone       

Boldly ( q = 96 )   1st B b Trumpet                           mf a2 2nd & 3rd            B b Trumpet                  mf 1st & 2nd F Horn               1st Trombone               mf a2       2nd & 3rd             Trombone   mf       Euphonium             (Baritone)   mf Tuba          Mallet Percussion Chimes (Chimes, Bells,   Vibes)          mf Timpani          Percussion 1 (Snare Drum. Bass Drum, Triangle,       Tom/opt. Bodhran)   Cr. Cyms. Percussion 2 (Mark Tree, Sus. Cym.,     Cr. Cyms.)      mf 1 2 3 4 5 © 2009 Birch Island Music Press (ASCAP), P.O. Box 680, Oskaloosa, IA 52577, USA International Copyright Secured. All Rights reserved. Printed in U.S.A. WARNING! This composition is protected by copyright law. To copy or reproduce it by any means is an infringement of the copyright law. 9 1st & 2nd   Fl.    

1st & 2nd  Ob.     

1st Cl.     

2nd & 3rd Cl.    

Bs. Cl.           f  Bsn.           f  a2 1st & 2nd               A. Sx.           mf f

T. Sx.          f  B. Sx.          f  9

1st Tpt.                            f div. 2nd & 3rd                     Tpt.                f    1st & 2nd             Hn.            mf f          1st Tbn.             f div.    2nd. & 3rd              Tbn.         f    Bar.              (Euph.)     f

Tuba          f   Mlts.                f

Timp.           p f   S.D.   Perc. 1                     B.D.     p f Sus. Cym. Perc. 2          p f 6 7 8 9 10 11 - 4 - 17 a2    1st & 2nd    Fl.   mf f a2 1st & 2nd    Ob.    mf f     1st Cl.     mf  f a2 div. 2nd & 3rd   Cl.     mf  f Bs. Cl.                        f Bsn.                        f  1st & 2nd                     A. Sx.               f

T. Sx.                              f B. Sx.                           f 17  1st Tpt.                       f a2 div. 2nd & 3rd        Tpt.                                f 1st & 2nd        Hn.                             f             1st Tbn.              f    2nd. & 3rd               Tbn.                       f Bar.               (Euph.)              f Tuba                          f Mlts.                   

Timp.                       p          Perc. 1                                      p f Perc. 2          p f 12 13 14 15 16 17 - 5 - div. rall.                     1st & 2nd     Fl.   div.  a2 1st & 2nd                  Ob.                   1st Cl.                     div. a2  a2 2nd & 3rd                Cl.             

Bs. Cl.                  Bsn.                    1st & 2nd              A. Sx.                    

T. Sx.                   

   B. Sx.                 rall.   1st Tpt.          

2nd & 3rd   Tpt.               1st & 2nd    Hn.                         1st Tbn.                2nd. & 3rd           Tbn.                      Bar.          (Euph.)        

Tuba                  Mlts.                                    Timp.                     f

Perc. 1    

Perc. 2                    p f p f p 18 19 20 21 22 23 - 6 - 26 Lively ( q = 144 )                                                1st & 2nd   Fl.     ff f div.               1st & 2nd                             Ob.      ff f                       1st Cl.                      ff f div. a2 2nd & 3rd                            Cl.       ff f   Bs. Cl.         ff  Bsn.            div. ff div. div. div.   a2  a2  a2  1st & 2nd                     A. Sx.                                     ff f   T. Sx.     ff  B. Sx.            ff

26 Lively ( q = 144 )    1st Tpt.      ff  2nd & 3rd   Tpt.      ff 1st & 2nd     Hn.      ff       1st Tbn.     ff       2nd. & 3rd    Tbn.        ff  Bar.    (Euph.)       ff   Tuba            ff Bells   Mlts.                            ff         Vibes    f Timp.            ff  Triangle Perc. 1                   f f  Perc. 2              f p ff 24 25 26 27 28 - 7 - div.                                a2                                        1st & 2nd             Fl.      mf f div. a2                         1st & 2nd                                           Ob.        mf f                                      1st Cl.                          mf div. f          2nd & 3rd                                           Cl.      mf f  Bs. Cl.    f  Bsn.      f div. div. div. div. div. a2  a2  a2  a2  a2  1st & 2nd                                  A. Sx.                                                   mf f  T. Sx.   f B. Sx.   

1st Tpt.                                mf f a2 2nd & 3rd             Tpt.                    mf f 1st & 2nd Hn.       

1st Tbn.   

2nd. & 3rd  Tbn.  

Bar.  (Euph.)  

Tuba     

Mlts.                                                   mf Timp.     

Perc. 1                        mf    

Perc. 2   

29 30 31 32 33 - 8 - 38 34 a2          div.                                 1st & 2nd                Fl.      mf f mf a2  div.                  1st & 2nd                                Ob.             mf f mf                           1st Cl.                     mf f mf div. a2 a2      2nd & 3rd                            Cl.           mf f mf

Bs. Cl.                   mf           f      Bsn.                     mf     f a2 div. a2  div. 1st & 2nd            A. Sx.                mf  f mf  T. Sx.                     mf  f B. Sx.                     mf         f 34 38   1st Tpt.                    mf  f div. 2nd & 3rd Tpt.                    mf     f 1st & 2nd Hn.                    mf       f         1st Tbn.                    mf f a2   div.  2nd. & 3rd                 Tbn.            mf  f   Bar.               (Euph.)           mf  f

Tuba                     mf          f Bells Bells/Vibes   Mlts.                        mf f    mf Timp.         mf   f Perc. 1                  

Perc. 2          p f 34 35 36 37 38 - 9 -  42         a2                       1st & 2nd             Fl.         33 3 3 3 33 3 3 mf 3 3   a2 3 1st & 2nd          Ob.                               3   3 3  mf 3 3 3  Cue: Oboe        1st Cl.                                         3 3 3 3 3 3 3 3 3 mf Cue: Oboe 2nd & 3rd                  Cl.                           3 3 3 3 3 3 3 3 3 mf

          Bs. Cl.                        f mp div.           Bsn.                                             f mp div. a2 1st & 2nd                                         A. Sx.                          f mp                               T. Sx.   f mp                                B. Sx.    f mp 42 1st Tpt.     

2nd & 3rd Tpt.    

1st & 2nd Hn.        

1st Tbn.     

2nd. & 3rd  Tbn.    

Bar.  (Euph.)    

Tuba       

Mlts.               Timp.        Tom (opt. Bodhran) Perc. 1                                3333 3 3 333 3 3 3 f mp Perc. 2     

39 40 41 42 43 44 - 10 - div.        a2            1st & 2nd         Fl.   3 f 33 ff div. a2         1st & 2nd             Ob.     3 f 33 ff play                   1st Cl.         3 f 33 ff play (div.) a2 div.     2nd & 3rd     Cl.           3    f 3 3 ff   33  Bs. Cl.                mf                   f   ff all 3 3  Bsn.                                    mf    f   ff a2 33 div. a2 3 div.  3 1st & 2nd                        A. Sx.                           mf 33 3 ff f    T. Sx.                                  3 3 mf f  3 ff  3   B. Sx.                           mf    f  ff 3              1st Tpt.                       33 333  mf f 3 3 ff a2 div. 3 3 3 333 a2 div. 2nd & 3rd       Tpt.                            3   mf  f   3 ff 3 3 33 3 3 1st & 2nd   Hn.                                       mf 33 f   ff              1st Tbn.              mf f 33 ff          2nd. & 3rd                      Tbn.                    mf  f 3 3 ff Bar.             (Euph.)                    33 mf f 3 3 ff Tuba                         ff mf          f   Bells  Mlts.                    mf f 3 ff Timp.                      mf f    ff 3 3 333 33       Perc. 1                                                                  333 mf f ff      Perc. 2                    p mf p f p ff 45 46 47 48 49 - 11 - 50 54 1st & 2nd   Fl.  

1st & 2nd  Ob.   

1st Cl.        a2 mf 2nd & 3rd Cl.      mf Bs. Cl.                      f        mp   div.         Bsn.                                     f mp a2 Cue: Cl. 1st & 2nd    A. Sx.       f

T. Sx.                       f         mp  

B. Sx.                        f         mp   50 54 1st Tpt.   

2nd & 3rd Tpt.   1st & 2nd  Hn.      f  1st Tbn.                                   f mp a2 2nd. & 3rd   Tbn.                      f         mp    Bar.               (Euph.)              f mp

Tuba                        f        mp   Mlts.    

Timp.      333 333 333 333  Perc. 1                                                  mf     pp  Mark Tree Perc. 2         mp f 50 51 52 53 54 - 12 -   1st & 2nd            Fl.   mf one player tutti 1st & 2nd   Ob.            mf  

1st Cl.                      

2nd & 3rd Cl.                   

Bs. Cl.                                           Bsn.                                                play (a2) 1st & 2nd                       A. Sx.       

T. Sx.                               B. Sx.                             

1st Tpt.   

2nd & 3rd Tpt.  

1st & 2nd Hn.      1st Tbn.                                     

2nd. & 3rd Tbn.                                  Bar.                   (Euph.)                   

Tuba                                 

Mlts.    

Timp.     

Perc. 1   

Perc. 2     p

55 56 57 58 59 60 61 - 13 - 62 Freely (rit. poco a poco) div.    1st & 2nd            Fl.        mf p mf div. 1st & 2nd            Ob.           mf p mf

1st Cl.            mf      p mf div. 2nd & 3rd    Cl.                p mf mf      Bs. Cl.              mf             mp  all    Bsn.                 mf         mp div. a2 div. 1st & 2nd      A. Sx.                       mf  mp

T. Sx.                mf  mp      B. Sx.                     mf mp   62 Freely (rit. poco a poco) solo 1st Tpt.            mf

2nd & 3rd Tpt.    1st & 2nd     Hn.            p mp  1st Tbn.         p mp div. 2nd. & 3rd       Tbn.        p mp Cue: Bar. Sax. play   Bar.                    (Euph.)        mp

Tuba          mp       Chimes Mlts.         mf  

Timp.           mp  

Perc. 1    

Perc. 2                p  p

62 63 64 65 66 67 68 69 - 14 - 70 Boldly ( q = 96 )

1st & 2nd   Fl.      

1st & 2nd  Ob.       

1st Cl.       

2nd & 3rd Cl.      

Bs. Cl.      

Bsn.          1st & 2nd   A. Sx.      

T. Sx.      

 B. Sx.      

70 Boldly ( q = 96 ) tutti 1st Tpt.                                 mf a2 2nd & 3rd               Tpt.                   mf

1st & 2nd Hn.                    1st Tbn.                 mf a2        2nd. & 3rd                   Tbn.   mf            Bar.               (Euph.)   mf

Tuba         

Mlts.                                 f         

Timp.            mf

Perc. 1       

Perc. 2            mf 70 71 72 73 74 75 - 15 - 78      1st & 2nd   Fl.   f  1st & 2nd      Ob.    f  1st Cl.       f  2nd & 3rd     Cl.      f

Bs. Cl.                f     Bsn.                f     a2 div.  1st & 2nd            A. Sx.       mf f  T. Sx.     f  B. Sx.               f     78

1st Tpt.                       f div. 2nd & 3rd                Tpt.                f    1st & 2nd              Hn.             mf f         1st Tbn.               f div. 2nd. & 3rd            Tbn.                f    Bar.          (Euph.)           f Tuba                f    

Mlts.                                     Timp.                p f         Perc. 1                                         p f Perc. 2            p f 76 77 78 79 80 81 - 16 - div. a2 a2                    1st & 2nd        Fl.    f a2   1st & 2nd                    Ob.      f                   1st Cl.                   f div. a2  2nd & 3rd             Cl.                                     f

Bs. Cl.                f Bsn.                  f a2  1st & 2nd                           A. Sx.              f

T. Sx.                        f

B. Sx.                   f  1st Tpt.                      f a2 div. 2nd & 3rd        Tpt.                              f 1st & 2nd      Hn.                            f         1st Tbn.          f 2nd. & 3rd             Tbn.              f Bar.               (Euph.)      f

Tuba                 f Mlts.                      f

Timp.               p           Perc. 1                                 p f Perc. 2         p f 82 83 84 85 86 - 17 - div.  rall.                      1st & 2nd     Fl.    div.  a2  1st & 2nd                  Ob.                     1st Cl.                      div. a2   a2 div. 2nd & 3rd                  Cl.                  Bs. Cl.                   Bsn.                     div.  1st & 2nd                    A. Sx.                       

T. Sx.                         B. Sx.                  rall.    1st Tpt.             

2nd & 3rd    Tpt.                  1st & 2nd       Hn.                                       1st Tbn.               2nd. & 3rd            Tbn.                     Bar.          (Euph.)            Tuba                     Mlts.                                   Timp.                    f           Perc. 1       p  Perc. 2                          p f p f     p 87 88 89 90 91 92 - 18 - 93 Lively ( q = 144 )                                                 1st & 2nd   Fl.      mf f div.                 1st & 2nd                                   Ob.       mf f                            1st Cl.                         mf f a2 div. 2nd & 3rd                                  Cl.      mf f

Bs. Cl.          f  mf     Bsn.               mf   f div. div. div. div. a2  a2  a2  a2  1st & 2nd                        A. Sx.                                mf f   T. Sx.            mf  f  B. Sx.               mf f

93 Lively ( q = 144 )

1st Tpt.                        mf f a2 div. 2nd & 3rd          Tpt.               mf f 1st & 2nd    Hn.        mf f       1st Tbn.          mf f a2 2nd. & 3rd            Tbn.           mf  f Bar.       (Euph.)          mf  f

Tuba            mf     f   Mlts.                     mf  f Timp.                          f mf  f     Perc. 1                       mf            f   Perc. 2                     f p f p f 93 94 95 96 97 - 19 -   opt. 8va                  a2                       1st & 2nd      Fl.      ff a2               1st & 2nd                      Ob.        ff                   1st Cl.                       ff a2 div. 2nd & 3rd                   Cl.              ff      Bs. Cl.                   ff         Bsn.                        ff  div. div. a2  a2    a2 1st & 2nd                            A. Sx.                                  ff     T. Sx.                        ff      B. Sx.                       ff    1st Tpt.                 ff  a2 2nd & 3rd        Tpt.               ff 1st & 2nd                        Hn.                                   ff      1st Tbn.                     ff div.    2nd. & 3rd              Tbn.                ff  Bar.            (Euph.)              ff  Tuba                          ff      Mlts.                          ff   Timp.                       pp ff            Perc. 1                                               pp ff  ch. Perc. 2                      p f p ff mp ff 98 99 100 101 102 - 20 -