Table Of Content

Festival Day E. J. Robertson Op.35 ALLEGRO                          Flute           Piccolo/Flute II         Oboes         Bb Clarinet I         Bb Clarinet II   Bassoons             Horns I & II in F   Horns III & IV in F             Trumpets I & II in Bb   Trombones I & II       Trombone III & Tuba             Timpani   1 player - Cymbals & Snare Drum       Percussion   ALLEGRO  =126  con sord. div.      Violin I     con sord. div. Violin II               Viola  con sord.       Cello  con sord.       Bass          Copyright © 1996 E. J. Robertson All Rights Reserved 2   tr. --                 tr. --                 tr. ------------                                                                                                                                                                                3 10                  tr. ---                                     I                                                                                                             III                  unis.                           4   tr. ---                 tr. ---              cresc.                                                    cresc.                       cresc.                                   cresc.                                   cresc.                             cresc.      cresc.               cresc.       cresc.       cresc.            cresc. 5       tr. ------------                  tr. ---            cresc.               cresc.                           cresc.                               cresc.                                   cresc.                             dim.       dim.     CYM.  roll on suspended cymbal    cresc.        cresc.        cresc.        cresc.       cresc.        cresc. 6 20               tr. ---                      cresc.                                  cresc.                                  cresc.                                  cresc.          I + II       cresc.     IV        cresc.   a.2                            to S.D.                                   div.                                                                       7  tr. ---                 tr. ---                    cresc.                                                                                    cresc.                                        cresc.         dim.   a. 2      dim.           dim.           a.2 dim.        dim.          tr. --- tr. ---     dim.   dim.              dim.  cresc.  unis.      dim.  cresc.      dim.  cresc.       dim. cresc.       dim. cresc. 8                                                  cresc.                                  cresc.   a.2 cresc.                                                cresc.                                                    cresc.                              a.2 cresc.             a. 2      a 2                  cresc.                    cresc.              cresc.              I mute on     cresc.                     Tuba III                     cresc.         tr. -------                     cresc.         mutes off  pizz.                mutes off  pizz.             mutes off  pizz.              mutes off  pizz.                (arco)       9 30                                                                                                                                                                                 I   muted                                 Tuba                                            arco                                          arco div. a 4        arco                                   arco                                               10                        Take Flute                                                                                               Tuba        Trom. III                                           unis.               unis.                                                                                                 