Music From GLADIATOR Full Score

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Orquesta-Escuela de Chascomús

copió: Bernardo Latini latinimus@yahoo.com

Hans Zimmer

Arranged by John Wasson

Music From

GLADIATOR

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          Flute 1, 2 Oboe Clarinet in Bb 1, 2 Bass Clarinet in Bb Bassoon Trumpet in Bb 1 Trumpet in Bb 2, 3 Horn in F 1, 2 Horn in F 3, 4 Trombone 1, 2 Trombone 3 Tuba Timpani Percussion 1 Percussion 2 Piano Violin 1 Violin 2 Viola Violoncello Bass mp espress. molto "Barbarian Horde" Misterioso ( q = 63 -66) p legato molto p legato molto p mp _p mp mp mf mp p mp p  "Barbarian Horde" Misterioso ( q = 63 -66) p p                        1. solo 3 3

Written by HANS ZIMMER Arranged by JOHN WASSON From the DreamWorks Film GLADIATOR

Music from GLADIATOR

(Barbarian Horde · The Battle · Earth)

Orquesta-Escuela de Chascomús                                                                A. D _ _ _ _   Sus Cym.  Maracas    Rain Stick  _                        

 (stagger bow changes)  (stagger bow changes)

                             _{ }  _{ }  _{ }  _{ }  _{ }  _{ }       _                             _ _     _ _ _ _ _                                                        

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          Fl. 1, 2 Ob. Cl. 1, 2 Bs. Clar. Bsn. Tpt. 1 Tpt. 2, 3 Hn. 1, 2 Hn. 3, 4 Tbn. 1, 2 Tbn. 3 Tba. Timp. Perc. 1 Perc. 2 Pno. Vln. 1 Vln. 2 Vla. Vc. Cb. Stately ( q = 112) 7 mf broadly mf mf mf broadly mf broadly mf broadly mf mf broadly mp _p _mp _mp _mf

p cresc. poco a poco mf

p cresc. poco a poco

mf "The Battle" Stately ( q = 112) mp broadly mp broadly                   a 2                     a 2         div.  a 2    3   Low Tom 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3  B.D. 3 3 3 3 3 3                               ( ) ( ) ( )  ( ) ( ) ( )                                                                                                                                                                             _ _ __     _ _{ }_       

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          Fl. 1, 2 Ob. Cl. 1, 2 Bs. Clar. Bsn. Tpt. 1 Tpt. 2, 3 Hn. 1, 2 Hn. 3, 4 Tbn. 1, 2 Tbn. 3 Tba. Timp. Perc. 1 Perc. 2 Pno. Vln. 1 Vln. 2 Vla. Vc. Cb. mf 13 mp mf mp broadly mf mp broadly mf p mp mp mp       a 2          a 2       _ _ _ _ _  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                     _{ } _        _{ } _  _{    }  _{ } _{    } _ _{  }        _{   }   _ _{ }      __                                  _{    }        _ _{  }  _{    } _{ } _ _ _ _ _   _ _{ }      __                  _{   }                                                                                  _      _           _ _{ } __        _{ } _        _{ } _{ } _  _ _ _{ }         _   _{ } _       _      _                _{ } 4

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          Fl. 1, 2 Ob. Cl. 1, 2 Bs. Clar. Bsn. Tpt. 1 Tpt. 2, 3 Hn. 1, 2 Hn. 3, 4 Tbn. 1, 2 Tbn. 3 Tba. Timp. Perc. 1 Perc. 2 Pno. Vln. 1 Vln. 2 Vla. Vc. Cb. mf mp 19 mf mp mf mp mf mp mf mp mf mp mf mp mf mp mf mp mf mp mf mp mf mp mf _mp _mf mf mp mf mf mp mf mf mp mf mf mp mf mf mp mf mf mp            div. a 2    _ _ _  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          ( )

(stagger bow changes)

 ( )

 ( )

 (stagger bow changes)

                          _{ }  _{    } _      _      _ _     _{ }_ _{    }  _                             _{  } _ _{ } _  _{ } _{    } _ _{     }       _{  } _  _{  }    _{ } _{  } _ _ _{  }  _{ } _  _{ }_ _{    }  _      _{  } _ _       _                                                                               _ __ _ _ _                                    _ __ _ _ _      _{  } _ _   

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          Fl. 1, 2 Ob. Cl. 1, 2 Bs. Clar. Bsn. Tpt. 1 Tpt. 2, 3 Hn. 1, 2 Hn. 3, 4 Tbn. 1, 2 Tbn. 3 Tba. Timp. Perc. 1 Perc. 2 Pno. Vln. 1 Vln. 2 Vla. Vc. Cb. mp 25 mf mf mf p p p p p p       Soli      Soli  Soli a 2  div.    _ _ _ _ _ _  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                      ( ) ( )  ( ) ( )  _ _ __ _   _ _ _ _  __ _ _ _ _ _ _ _ _    _ _   _ _ _ _ _   _ _ _ _   _ _ _ _  __ _ _ _ _ _ _ _{ }_ _  __ _ _ _ _ _ _ _{ }_ _  _ _ _ _ _  _ _ _ _ __  _ _ _ _ __                                                           _ _ _ _ __       _ _ __ _       _ _ _ _ __  _ _ _ _ __ 6

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          Fl. 1, 2 Ob. Cl. 1, 2 Bs. Clar. Bsn. Tpt. 1 Tpt. 2, 3 Hn. 1, 2 Hn. 3, 4 Tbn. 1, 2 Tbn. 3 Tba. Timp. Perc. 1 Perc. 2 Pno. Vln. 1 Vln. 2 Vla. Vc. Cb.

dim. poco a poco p

31

dim. poco a poco p

                         _ a 2           _ _ _ _ 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                                             __  _ _ _ _ _  _    _                           __ _ _  _      _  __  _ _ _ _ _   __ _ _ _ _ _                                                __  _ _      __ _ _ __ _ __ _ _ _                  _ _ _ _ _   __ _   _ _  __ _   _ _

(8)

Allegro, with building intensity ( q = 160 - 168)

37 sf mp mp sf sf sf sf f mp f mp sf mp

Allegro, with building intensity ( q = 160 - 168)

mp mp _sf mp _sf                                                         _ _  S.D.                     sim.

 (stagger bow changes)  (stagger bow changes)

      _                                                                                   _{ }_                                                                    _{ }_                          _{ }_                _{    } _{ } _{  } _{  }_{ }_{    } _        _{               }                8

(9)

          Fl. 1, 2 Ob. Cl. 1, 2 Bs. Clar. Bsn. Tpt. 1 Tpt. 2, 3 Hn. 1, 2 Hn. 3, 4 Tbn. 1, 2 Tbn. 3 Tba. Timp. Perc. 1 Perc. 2 Pno. Vln. 1 Vln. 2 Vla. Vc. Cb. 41 mf mf mf mp mp mp mf mf sim. mf sim. mf sim. mf sim. mf sim.          a 2                          _ _ _   Low Tom         _{ }_{  }  _{ }                                                                                                                                                       _{ }_{ }_{ }  _{ }                   _{ }                               _{ }_{ }_{ }  _{ }                     _{ }                                  _{   }                     _{   }                                          

(10)

          Fl. 1, 2 Ob. Cl. 1, 2 Bs. Clar. Bsn. Tpt. 1 Tpt. 2, 3 Hn. 1, 2 Hn. 3, 4 Tbn. 1, 2 Tbn. 3 Tba. Timp. Perc. 1 Perc. 2 Pno. Vln. 1 Vln. 2 Vla. Vc. Cb. 44

p distantly cresc. poco a poco

                                _ _ _           _{          }_ _{ }                                                                                                       _{ }     _{ }          _      _                                                    _{   }_  _{ }       _{ }                              _      _       _{   }_  _{ }       _{ }                                                                                                           _{ }     _{ }     10

(11)

          Fl. 1, 2 Ob. Cl. 1, 2 Bs. Clar. Bsn. Tpt. 1 Tpt. 2, 3 Hn. 1, 2 Hn. 3, 4 Tbn. 1, 2 Tbn. 3 Tba. Timp. Perc. 1 Perc. 2 Pno. Vln. 1 Vln. 2 Vla. Vc. Cb. 47

p distantly cresc. poco a poco mf cresc.

cresc.

mf

p distantly cresc. poco a poco mf

cresc. mf f f cresc. f f              _ _ a 2                 _ _                                                 _{ }_{  }  _{             }_                       _                                                                                                                               _{     } _{     }              _      _       _{ } _{   }                                                              _{ } _{ }  _{   }   _{   }   _{   }               _           _{ }       _ _ _            _{ }     _{ } _{ }  _{   }   _{   }   _{   }                   _{     }                                                                                   _{     } _{     }

(12)

          Fl. 1, 2 Ob. Cl. 1, 2 Bs. Clar. Bsn. Tpt. 1 Tpt. 2, 3 Hn. 1, 2 Hn. 3, 4 Tbn. 1, 2 Tbn. 3 Tba. Timp. Perc. 1 Perc. 2 Pno. Vln. 1 Vln. 2 Vla. Vc. Cb. f 51 f ff f ff f ff f ff f f ff ff f ff f ff f ff ff ff ff ff f ff f ff ff ff ff                 a 2    a 2     _ _   B.D.                                        _{  }                                               _{}                                                                                                                              _{ }                                                                               _{ }  _{ } _{ } _{ }                                                              _{ }  _{ }  _{ } _{ } _{ }                                 _ _       _                      _{ }  _{ } _{ } _{ }                              _ _{     }_ _{  }  _ _     _  _                                             _   _ _ _  _                                        _                                       __   __{ }  __{ }  __{ }                          12

(13)

          Fl. 1, 2 Ob. Cl. 1, 2 Bs. Clar. Bsn. Tpt. 1 Tpt. 2, 3 Hn. 1, 2 Hn. 3, 4 Tbn. 1, 2 Tbn. 3 Tba. Timp. Perc. 1 Perc. 2 Pno. Vln. 1 Vln. 2 Vla. Vc. Cb. ff 55 ff ff ff ff ff ff      a 2                           _      _     _   _   _    _{     }                                 _{  }     _         __                                                                                                                                          _{ }                _{ }                                                _  _{     }_ _{ }_   _  _{ } _{ }  _             _{ }  _{ }  _{ } _{ } _{ }                                                                                            _           __  __   _   __  _  _             _{ }  _{ }  _{ } _{ } _{ }     _ _{     }_ _{  }                                  _ _{   }  _ _{  }                                 _ _{  }   _ _{  }                                   __   _ _ _ _ _ _ __{ }   __   __{ }  __{ }  __                         

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          Fl. 1, 2 Ob. Cl. 1, 2 Bs. Clar. Bsn. Tpt. 1 Tpt. 2, 3 Hn. 1, 2 Hn. 3, 4 Tbn. 1, 2 Tbn. 3 Tba. Timp. Perc. 1 Perc. 2 Pno. Vln. 1 Vln. 2 Vla. Vc. Cb. sf 59 sf _mf sf mf sf sf sf _mf sf _mf sf _mf sf _mf sf sf sf sf p sub. mp sf mp sub sf mp sub sf sf sf                 a 2                _ _                        _      _                                                                                                                           _{         }                 __ _{   }_ _{         }                            _{  }      _{ }                      _{  }                           _{     }_ _{   }_             _                                                                                           __ __    _{         }             _         _{ }_{ } _{     }                                               _{   } _{              }                               __{ }   _ _ _ _ _ _                 _{   }_ 14

(15)

          Fl. 1, 2 Ob. Cl. 1, 2 Bs. Clar. Bsn. Tpt. 1 Tpt. 2, 3 Hn. 1, 2 Hn. 3, 4 Tbn. 1, 2 Tbn. 3 Tba. Timp. Perc. 1 Perc. 2 Pno. Vln. 1 Vln. 2 Vla. Vc. Cb. 64 mf mf mf mf mf mf mf mf mf mf mp mf mf                                                _ _ _ _ _    B.D.                            _{ }  _ _              _ _                                  _{    }    _{ } _ _            _{ }  _ _                                                                                                                       _{    }                                                                          _{    } _{     }                       _{    }

(16)

          Fl. 1, 2 Ob. Cl. 1, 2 Bs. Clar. Bsn. Tpt. 1 Tpt. 2, 3 Hn. 1, 2 Hn. 3, 4 Tbn. 1, 2 Tbn. 3 Tba. Timp. Perc. 1 Perc. 2 Pno. Vln. 1 Vln. 2 Vla. Vc. Cb. pp mp "Earth" Half- tempo ( q = 80) 69 pp mp mf mf mp mf mf mf mf mp mp mp mf mp mf pp mp "Earth" Half- tempo ( q = 80) pp mp mf mf mf mp p                            1.      1.                            a 2  _ _ _                      A to F#, D to E_ _ _  Finger Cym.  Rain Stick           

( ) (stagger bow changes)

  

( )(stagger bow changes)

                          _{} _  _  _ _    _ __ _ _ _{ }_ _            _ _{ }_ _{ }_ _{ }_   _{} __  _ _{ }_  _  __ _ _ _ _{ }_ _{ }_ _{}                  _      _ _  _        _ _ _   _ __  _  _         _ _ _                    _ __ _ _{ }_ _{ }_             16

(17)

                                                      Fl. 1, 2 Ob. Cl. 1, 2 Bs. Clar. Bsn. Tpt. 1 Tpt. 2, 3 Hn. 1, 2 Hn. 3, 4 Tbn. 1, 2 Tbn. 3 Tba. Timp. Perc. 1 Perc. 2 Pno. Vln. 1 Vln. 2 Vla. Vc. Cb. 1. 75 mf smoothly mp mp mp mp p pp 1. pp mf smoothly sim. mf smoothly sim. mp                                                                a 2  _ _ _ _ _ _ _ _ _  _ _ _ _ _ _ _ _ _  _ _ _ _ _ _ _ _ _  _ _ _ _ _ _ _ _ _          Tacet 1st time        Sus. Cym.   

Tacet 1st time (stagger bow changes)

 



Tacet 1st time (stagger bow changes)

   Soli  Soli     _{   }    _{         }              _{ } _{ } _{ }                                    _{ }    _{ }    _{ }    _{ } _{ }                         _{       }       _{   }    _{         }          

(18)

          Fl. 1, 2 Ob. Cl. 1, 2 Bs. Clar. Bsn. Tpt. 1 Tpt. 2, 3 Hn. 1, 2 Hn. 3, 4 Tbn. 1, 2 Tbn. 3 Tba. Timp. Perc. 1 Perc. 2 Pno. Vln. 1 Vln. 2 Vla. Vc. Cb. mp 2. 84 mp mf mf mf mf mf mf mf mf p mf _mf mf mf 2. mf mf mf       _      Solo                               _ _ _ _ _ _ _  Mark Tree  Finger Cymbals     Rain Stick                                                                                        __                                                                   _{ } _{ } _{ } _{ } _{ } _{ } _{ }   _ _ _    _  _  _  _  _  _  _   _{ }_ _ _{ }_ _ _{ }_ _ _{ }_                _                               _{ }_ _{ }_ _{ }_ _{ }_ _{ }_ _{ }_ _{ }_  _{ }_ __ _{ }_ _ _{ }_ _ _{ }_ 18

(19)

          Fl. 1, 2 Ob. Cl. 1, 2 Bs. Clar. Bsn. Tpt. 1 Tpt. 2, 3 Hn. 1, 2 Hn. 3, 4 Tbn. 1, 2 Tbn. 3 Tba. Timp. Perc. 1 Perc. 2 Pno. Vln. 1 Vln. 2 Vla. Vc. Cb. 92 mp p mf p mf                    a 2     _ _ _ _ _ _  Mark Tree     Sus. Cym.     Sus. Cym.                    _      _ _ _ _ _ _ _ _    _  _  _  _    _  _                  _ _ _ _  _ _    _    _        _ _{   } _                                                              _ _ _ _  _ _    _{ } _{ } _{ } _{ } _         _  _  _  _ __ _  _  _  _ _ _ _  _ _          _    _                                _  _ _{ } _{ } _  _{ }_ _{ }_                        

(20)

          Fl. 1, 2 Ob. Cl. 1, 2 Bs. Clar. Bsn. Tpt. 1 Tpt. 2, 3 Hn. 1, 2 Hn. 3, 4 Tbn. 1, 2 Tbn. 3 Tba. Timp. Perc. 1 Perc. 2 Pno. Vln. 1 Vln. 2 Vla. Vc. Cb. dim. mf "Barbarian Horde"

With sense of foreboding ( q = 80)

100 dim. dim. dim. mp mf espress. dim. dim. dim. _mp mf mp let ring dim. mp dim. mp mf "Barbarian Horde"

With sense of foreboding ( q = 80)

dim. mp mf dim. dim. mf espress. dim. mp                           1. Solo                _ _ _ _ Soli 3                            _ _ _ _ _ _ _  _ _ _ _ _ _ _  _  _ _  E in D, F# to G      Rain Stick    Mark Tree            _  ( )    ( )      ( )    _     Soli  3

 _ (stagger bow changes)

   _ _           _  _        __ _ _{   }   __             __ _ _ _  _       _                     _ _      _   _ _ _ _  _  _                     _ _ _ _ 20

(21)

mp cresc. poco a poco ff

106

mf ff

cresc. poco a poco ff

mf ff

mp cresc. poco a poco ff

mf

cresc. poco a poco

ff



mp cresc. poco a poco ff

                       +2                a 2           _    B.D.      ( ) ( )  ( ) ( )   ( ) ( )       ( ) _{( )}          _ _ _ __ _      _ _ _ _ _ _                   _ _ _                    _ _ _ _ _                                               _ _ _     _                                   _ _ _ _ __ _ _ _ _                       

(22)

          Fl. 1, 2 Ob. Cl. 1, 2 Bs. Clar. Bsn. Tpt. 1 Tpt. 2, 3 Hn. 1, 2 Hn. 3, 4 Tbn. 1, 2 Tbn. 3 Tba. Timp. Perc. 1 Perc. 2 Pno. Vln. 1 Vln. 2 Vla. Vc. Cb. With motion ( q = 138) 112

p legato cresc. poco a poco mf

p legato _{cresc. poco a poco} mf

p

p distantly mf

p legato

cresc. poco a poco mf

With motion ( q = 138)

p legato _{cresc. poco a poco} _mf

p legato _{cresc. poco a poco} mf

                                                                                                   a 2       S.D.  Sus. Cym.                      ( )       _{   } _{  }        _    _{ }_ _   _{ }_ _        _    _{ }_ _   _{ }_ _        _     _     _           _{   } _{  }        _                                                      _    _{ }_ _ _ _{ }_ _{ }_ _ _ _{ }_       _ __                   _ __ _   _ __ _        _  _{ }_ _ _   _{ }_ _ _         _      22

(23)

          Fl. 1, 2 Ob. Cl. 1, 2 Bs. Clar. Bsn. Tpt. 1 Tpt. 2, 3 Hn. 1, 2 Hn. 3, 4 Tbn. 1, 2 Tbn. 3 Tba. Timp. Perc. 1 Perc. 2 Pno. Vln. 1 Vln. 2 Vla. Vc. Cb. 117 p molto f p molto f p molto f p _molto f p molto f p molto f p molto f molto f p p molto f p molto f p p molto f p molto f p molto f                                                          Sus. Cym.                  ( )      _{ } _  _{ } _          _{ }_ _   _{ }_ _          _{ }_ _   _{ }_ _           _     _            _{ } _  _{ } _                                                       _    _    __ _{  }_ __ _{  }_     __                    _{ } _   _{ } _          _{ }_ _   _{ }_ _            